Newform data - 5.26.b.a

Formats: - HTML - YAML - JSON - 2025-05-20T04:09:45.886274

• 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': 3380, 'analytic_conductor': 19.799838997612163, 'analytic_rank': 0, 'analytic_rank_proved': True, 'char_conductor': 5, 'char_degree': 1, 'char_is_minimal': True, 'char_is_real': True, 'char_orbit_index': 2, 'char_orbit_label': 'b', 'char_order': 2, 'char_parity': 1, 'char_values': [5, 2, [2], [1]], 'cm_discs': [], 'conrey_index': 4, 'dim': 12, 'field_disc': 713111735842080019616843691268063984663579228667452690754236501649802579010348243787853172750664548316734464856336775294079998535390658519296, 'field_disc_factorization': [[2, 8], [3, 2], [11, 1], [101, 1], [137, 2], [151, 1], [431, 2], [1578043, 2], [2060551, 2], [16376383, 2], [415477393982117437, 2], [1039744489251820288370333, 2]], 'field_poly': [108016131559589051821063489995287755227136, 0, 189155799423092547840968636818784256, 0, 100647952747482434827869143040, 0, 20299276558981985144320, 0, 1813581965257740, 0, 71168091, 0, 1], 'field_poly_is_cyclotomic': False, 'field_poly_is_real_cyclotomic': False, 'field_poly_root_of_unity': 0, 'has_non_self_twist': 1, 'hecke_cutters': [], 'hecke_orbit': 1, 'hecke_orbit_code': 69155684357, 'hecke_ring_generator_nbound': 5, 'hecke_ring_index': 11425495125196800000000000000000000000000000, 'hecke_ring_index_factorization': [[2, 44], [3, 20], [5, 29]], 'hecke_ring_index_proved': True, 'inner_twist_count': 2, 'inner_twists': [[1, 1, 1, 1, 1, 1, 1], [1, 1, 5, 2, 1, 2, 0]], 'is_cm': False, 'is_largest': True, 'is_maximal': True, 'is_polredabs': True, 'is_rm': False, 'is_self_dual': False, 'is_self_twist': False, 'is_twist_minimal': True, 'label': '5.26.b.a', 'level': 5, 'level_is_powerful': False, 'level_is_prime': True, 'level_is_prime_power': True, 'level_is_prime_square': False, 'level_is_square': False, 'level_is_squarefree': True, 'level_primes': [5], 'level_radical': 5, 'minimal_twist': '5.26.b.a', 'prim_orbit_index': 2, 'qexp_display': 'q+\\beta _{1}q^{2}+(-19\\beta _{1}-\\beta _{3})q^{3}+(-13890962+\\cdots)q^{4}+\\cdots', 'related_objects': [], 'relative_dim': 12, 'rm_discs': [], 'sato_tate_group': '25.2.3.c2', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '5.26.b', 'trace_display': [0, 0, 549543060, 0], 'trace_hash': 1426381342165278119, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '9.944', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '532.126', 'prec': 24}, {'__RealLiteral__': 0, 'data': '137.075', 'prec': 24}, {'__RealLiteral__': 0, 'data': '41286.133', 'prec': 30}], 'trace_zratio': {'__RealLiteral__': 0, 'data': '0.507', 'prec': 17}, 'traces': [12, 0, 0, -166691544, 549543060, 10591544184, 0, 0, -3948466041036, 4435846671960, -1090673824176, 0, 0, -890646861445848, 443085522435120, 2206145875609632, 0, 0, 6329834351210160, -45407795215923720, 13538972741781744, 0, 0, -1238774108159908320, 883359578467451100, 487725686068642704, 0, 0, -5990455853511966360, 8784171220269562920, -35669623242168576, 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• mf_hecke_nf •

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

  
  {'an': [[1, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0], [0, 1, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0], [0, -19, 0, -1, 0, 0, 0, 0, 0, 0, 0, 0], [-13890962, 0, 1, 0, 0, 0, 0, 0, 0, 0, 0, 0], [45795255, -7776, -2, 38, -1, 0, 0, 0, 0, 0, 0, 0], [882628682, 0, -76, 0, -2, 1, 0, 0, 0, 0, 0, 0], [0, 1564249, 0, -220, 9, 0, 1, 0, 0, 0, 0, 0], [0, -13730067, 0, -78567, -34, 0, 0, 1, 0, 0, 0, 0], [-329038836753, -66, 2144, -102, 441, -8, 0, 0, -1, -1, 0, 0], [369653889330, 112358529, -11713, 545729, 124, 3, 24, -1, 1, 2, 0, -1], [-90889485348, -85, 93743, -131, 367, 93, -1, 0, 1, 0, 1, 1], [0, 2805908223, 39, 14875830, 9816, 25, 278, -129, 0, 8, 1, -9], [0, -854685303, 48, 4933474, -5150, 30, -725, 64, 0, 11, 2, -18], [-74220571787154, -17686, 1279559, -27335, 126996, -6446, -38, 0, -198, -236, 3, 3], [36923793536260, -15487282152, 2329599, -147935337, -12322, -25999, 6658, 1728, 197, 24, 5, 33], [183845489634136, -38428, -14514954, -59450, -11884, 130938, -444, 0, 196, -248, -46, -46], [0, 79596152614, -10818, 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• mf_newspaces •

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

  
  {'Nk2': 3380, 'analytic_conductor': 19.799838997612163, 'char_conductor': 5, 'char_degree': 1, 'char_is_real': True, 'char_orbit_index': 2, 'char_orbit_label': 'b', 'char_order': 2, 'char_parity': 1, 'char_values': [5, 2, [2], [1]], 'conrey_index': 4, 'cusp_dim': 12, 'dim': 12, 'eis_dim': 2, 'eis_new_dim': 2, 'hecke_cutter_primes': [], 'hecke_orbit_code': 69155684357, 'hecke_orbit_dims': [12], 'label': '5.26.b', 'level': 5, 'level_is_powerful': False, 'level_is_prime': True, 'level_is_prime_power': True, 'level_is_prime_square': False, 'level_is_square': False, 'level_is_squarefree': True, 'level_primes': [5], 'level_radical': 5, 'mf_dim': 14, 'mf_new_dim': 14, 'num_forms': 1, 'prim_orbit_index': 2, 'relative_dim': 12, 'sturm_bound': 13, 'trace_bound': 0, 'trace_display': [0, 0, 549543060, 0], 'traces': [12, 0, 0, -166691544, 549543060, 10591544184, 0, 0, -3948466041036, 4435846671960, -1090673824176, 0, 0, -890646861445848, 443085522435120, 2206145875609632, 0, 0, 6329834351210160, 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• 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: 2251
    {'conductor': 1, 'degree': 1, 'multiplicity': 1, 'order': 1, 'parity': 1, 'self_twist_disc': 1, 'source_char_orbit': 2, 'source_dim': 12, 'source_hecke_orbit': 1, 'source_is_minimal': True, 'source_label': '5.26.b.a', 'source_level': 5, 'target_char_orbit': 2, 'target_dim': 12, 'target_hecke_orbit': 1, 'target_is_minimal': True, 'target_label': '5.26.b.a', 'target_level': 5, 'twist_class_label': '5.26.b.a', 'twist_class_level': 5, 'twisting_char_label': '1.a', 'twisting_char_orbit': 1, 'weight': 26}
  • id: 2252
    {'conductor': 5, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 2, 'source_dim': 12, 'source_hecke_orbit': 1, 'source_is_minimal': True, 'source_label': '5.26.b.a', 'source_level': 5, 'target_char_orbit': 2, 'target_dim': 12, 'target_hecke_orbit': 1, 'target_is_minimal': True, 'target_label': '5.26.b.a', 'target_level': 5, 'twist_class_label': '5.26.b.a', 'twist_class_level': 5, 'twisting_char_label': '5.b', 'twisting_char_orbit': 2, 'weight': 26}
  • id: 2253
    {'conductor': 5, 'degree': 2, 'multiplicity': 2, 'order': 4, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 2, 'source_dim': 12, 'source_hecke_orbit': 1, 'source_is_minimal': True, 'source_label': '5.26.b.a', 'source_level': 5, 'target_char_orbit': 1, 'target_dim': 12, 'target_hecke_orbit': 6, 'target_is_minimal': False, 'target_label': '25.26.a.f', 'target_level': 25, 'twist_class_label': '5.26.b.a', 'twist_class_level': 5, 'twisting_char_label': '5.c', 'twisting_char_orbit': 3, 'weight': 26}
  • id: 2254
    {'conductor': 3, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 2, 'source_dim': 12, 'source_hecke_orbit': 1, 'source_is_minimal': True, 'source_label': '5.26.b.a', 'source_level': 5, 'target_char_orbit': 2, 'target_dim': 12, 'target_hecke_orbit': 2, 'target_is_minimal': False, 'target_label': '45.26.b.b', 'target_level': 45, 'twist_class_label': '5.26.b.a', 'twist_class_level': 5, 'twisting_char_label': '3.b', 'twisting_char_orbit': 2, 'weight': 26}
  • id: 2255
    {'conductor': 15, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 2, 'source_dim': 12, 'source_hecke_orbit': 1, 'source_is_minimal': True, 'source_label': '5.26.b.a', 'source_level': 5, 'target_char_orbit': 2, 'target_dim': 12, 'target_hecke_orbit': 2, 'target_is_minimal': False, 'target_label': '45.26.b.b', 'target_level': 45, 'twist_class_label': '5.26.b.a', 'twist_class_level': 5, 'twisting_char_label': '15.d', 'twisting_char_orbit': 4, 'weight': 26}
• mf_hecke_charpolys •

  Column	Type
  charpoly_factorization	jsonb
  hecke_orbit_code	bigint
  p	integer

  
  
  • id: 19400
    {'charpoly_factorization': [[[442434074868076756259076055020698645410349056, 0, 193695538609246768989151884102435078144, 0, 25765875903355503315934500618240, 0, 1299153699774847049236480, 0, 29017311444123840, 0, 284672364, 0, 1], 1]], 'hecke_orbit_code': 69155684357, 'p': 2}
  • id: 19401
    {'charpoly_factorization': [[[3877011271749525580858535529593291320954784546072005978521582470762496, 0, 799667932414013032179737329323771926262074255199298621126656, 0, 6631489719474723669292431552077429492674081079040, 0, 18053410159385036309930262381878411520, 0, 17585782853229679569139440, 0, 7057964677176, 0, 1], 1]], 'hecke_orbit_code': 69155684357, 'p': 3}
  • id: 19402
    {'charpoly_factorization': [[[700649232162408535461864791644958065640130970938257885878534141944895541342930300743319094181060791015625, -1291969525127186786657827721997833579720487190370273398315470458896925265435129404067993164062500, -2293068782394053838024003721706330301507336310792850575523971201619133353233337402343750, 14215186592564632586499256266240399145667216984634251275565475225448608398437500, -14296809327121623591062179168577339627432820634567178785800933837890625, -28587211699045926630508876797875927877612411975860595703125000, 112531927135590006542272747668903321027755737304687500, -95922765102524101000039923191070556640625000, -160967762895529939142008209228515625, 537034565699721442617187500, -290681001836643750, -549543060, 1], 1]], 'hecke_orbit_code': 69155684357, 'p': 5}
  • id: 19403
    {'charpoly_factorization': [[[1498357775897631219181006176883474141055610722984800895099696213326621216329567157131574397816481441849559140024057150322446336, 0, 13566632925714493808179237565749083306020183655974856345845492334162511443574660777329632706391619387602944, 0, 37914591554108291529343339439115080145172307167988853734929406727539279459452955754240, 0, 47970763007537886669397524898618859880780591296910113960920346880, 0, 30145529809689447835730929590259410615859440, 0, 9008885783378392505784, 0, 1], 1]], 'hecke_orbit_code': 69155684357, 'p': 7}
  • id: 19404
    {'charpoly_factorization': [[[-68404443517626515594695561669050992546234076088493983991900922056698343387136, 349246841751120735111133960274430614592730273414582325187013367808, 62269769021882375225953900908441310102060160293482240, -1405236149025908418878314241372377916160, -509413547718263384249383440, 545336912088, 1], 2]], 'hecke_orbit_code': 69155684357, 'p': 11}
  • id: 19405
    {'charpoly_factorization': [[[63227689331129480896827020849095548755011771458242675049957049845179525271121566868591475972592849706209084586544627033409252889358122724815326054109873035496390656, 0, 695947892368530943612813424502756758187216311255679570825731816527379607379797687297532083163245116711903117150671548533253570381119225856, 0, 1513905202187418313254378582774231932714854619868780752870869358041998851480560742028654232774398052196235018240, 0, 1034522503408138418350970911664294102823229404010147725132661013396793797257918955520, 0, 265812568760930774494081310927101157368069134504717315840, 0, 27681202342267490046801152736, 0, 1], 1]], 'hecke_orbit_code': 69155684357, 'p': 13}
  • id: 19406
    {'charpoly_factorization': [[[2200556183999908389148994402615805884503447393270719388266053837942635125574174667784883658676774450956176111258970964772366031117701160296693416400668057407528447130638223705370525696, 0, 4920494523826699358004727712557964461829971988265740615093267828828518752436523697964768959175591075261797402657577090900460974129333328081282235151417344, 0, 3985899308005761463253529210833035140627698388943091835676309857300269075979783047810761331377129399694570175860355146711040, 0, 1528489569858178282612687332977155616853613503191587154115195685963318346579884324453592596480, 0, 296228852506241798718077351564586790613275840751274655271485440, 0, 27813050751958771920714272154624, 0, 1], 1]], 'hecke_orbit_code': 69155684357, 'p': 17}
  • id: 19407
    {'charpoly_factorization': [[[-211954995275977129544807641695275952377702013552844036981312293388366157224934127767422400000000, -57144099925565359187859685225887696510691086324244164224811271931043706464000000, 23295423089922827908643067395031826778006989856204306501462880000, 792137147187482440775706509630363753486244320000, -303993978982352803086854762461200, -3164917175605080, 1], 2]], 'hecke_orbit_code': 69155684357, 'p': 19}
  • id: 19408
    {'charpoly_factorization': [[[15693175639004377292078999547676412601260242335859158481673788176262906808819426471077767817808870368218592866751754862200630990853952266710760786569247811618303131534588553280275764671719357651641634816, 0, 88805757328510953182623368939174228681207727721060736130769070484697867994945572994018162780856395437948456884113083140005806002729373896654370215171974923050397441734656, 0, 79754350569976540711697281031406079759819285996552994479695580817345694666294226484538932990259516864711992593349779142701027388855811840, 0, 21723453404392886588431132924145859969078757274221887104738835254514934736801792533005899392504178725120, 0, 2229951699260977336138344655019007024108041881608969933406161240038640, 0, 82800602700251347548582599622259896, 0, 1], 1]], 'hecke_orbit_code': 69155684357, 'p': 23}
  • id: 19409
    {'charpoly_factorization': [[[-1136301306011349309020087913491547990293758790909063609107812862875864578434044383427108545647764308775000000, 76549130580285322007594817206983883504139097910233589140650628946780858415741102960699000000, 25740037352362272731535917773954461952286977692709412179090103559456630000, -31428238351700154601732711981008600270719544705546780000, -10608978307873444414375436976171557700, 2995227926755983180, 1], 2]], 'hecke_orbit_code': 69155684357, 'p': 29}
  • id: 19410
    {'charpoly_factorization': [[[-2907839813938378859883218296137697078719037382688016522682587764938147504934013632076837510196340382107000897536, 10507173751997098303745158232579011943042455475559344445569467185157716642148892058801143808, 634535486498173598516077957070018758989151561146450515692638654589949706240, -949999366952127858145351425993869493644602750472028160, -44611412304610203754111065785804605440, 17834811621084288, 1], 2]], 'hecke_orbit_code': 69155684357, 'p': 31}
  • id: 19411
    {'charpoly_factorization': [[[2339474840451934668215953316933843314955382499754392581793376711901942201435875948159801395091233016616328153074072992091007430749300260024988591704905137225464561204566142442280923963217557879262743760536661356178320750375918073020416, 0, 21850458245906307911614155379027620172449888782910552323373368316777667081967635964976287483112528354225157272835448107162370260253168658365760592205388922881155930984371553454329148308337243193344, 0, 67868070836692804118749638945842513845528087237372048191669213948865674376280879723161668541408296789677845552065488078311457766828791437168282025881948323840, 0, 81894614416793752025405080364790347328857799136812410404446838708753344696241742753705346426368740859494064461397114880, 0, 44410856121349170457108019762299324085356397153255623137911594172736731956432640, 0, 10954642623386331719148726215339902305504, 0, 1], 1]], 'hecke_orbit_code': 69155684357, 'p': 37}
  • id: 19412
    {'charpoly_factorization': [[[136083484543177235542609066902583394716701382838813755476350149716318279178131414821183890369097678035880392405181158464, 4690066146720715303376586878121298041381874766194776938434312108804225938290454232218334018634303808, -20657192610650355031593898057786704056136147053249014679878658371739973165503760, -2214690142226743623075273392379314314114329216754959479648160, -19035468575158366244363780872096582487940, 74752384145980288788, 1], 2]], 'hecke_orbit_code': 69155684357, 'p': 41}
  • id: 19413
    {'charpoly_factorization': [[[180914189472566063418565756536528406522700168239045922884309497335468937063788692386162094408522433390485567028587977868206342962703093424109399868357916012381286926059092112502140383121686283474357255238231173194011599534738772373550454542336, 0, 132744016456482759042549074100422951926853381898581106490383354353589932091913314313553662368312122309113315363913022031455999061133113322671851647280036100566470263103502994017346935963657250384874797056, 0, 28858186485812055316449932682303581594995842766497856513850026169459551097427762306401271791914268348140170174111180048991140169971113617569956370217149183807594240, 0, 1693603168111888070226276962435319800162150998182555666794960639748640225624556773298571227626149297228645908230362173733120, 0, 36973961498059645533190039621126666891467882185752095846255099190561259917857619440, 0, 331295176998400571076005181022022045460216, 0, 1], 1]], 'hecke_orbit_code': 69155684357, 'p': 43}
  • id: 19414
    {'charpoly_factorization': [[[437881495969245578877214050119105431676297243739257098525652032254107670970018373531921306023436141967783547356285111063443404532066496465457162278653805689407115589628570960957339121065840186546681916515096598425437827244915571934793012832608587776, 0, 26792564767102241081543018395819730691456671741334766956486170212087130622399342415507755079870990943260653761975625570250929160691800440848037052153275140970941331921151465060538559671528404555232098810066944, 0, 429486170011780565859287270399339633013532616768322631061814975594491967917788508443143924499001217170891179380394099315576547714955904865530247724570170267087774211840, 0, 2504579693433002328998045788782118936696754416461429332486793165917297549222716720830434088003636154578607340151482336927975680, 0, 4976108343453546546640256866864886322129848075941478320470943415057645823409939065840, 0, 3882575891902729050968493824692428793607544, 0, 1], 1]], 'hecke_orbit_code': 69155684357, 'p': 47}
  • id: 19415
    {'charpoly_factorization': [[[4121296470692054116515964397787962291293743841329776618437523974480104034676594285425650970971477386278309035266076426833564851724900546217103934747003032483172296665904655750629728804007518658411000167408598212975682655537276601141406695783439789981696, 0, 29322081715433756955442409427451108101507625312059269634668899500424880944708884725386597924641893252926497117175822417178384370699827600634591047648752356474612854759963144400564977892407006207266035810886175686656, 0, 35200993447868361833178900587756733514114742002418867071452464944200097223929983998818994261292012420432325152737707151156341502255328508406928994178395140040449750074327040, 0, 14487835334577413257483336162669801904196825173520366788125569571274871332102407556233059221347940701527671996417004837547473387520, 0, 2261207613599039046086661749690183409219193854784915732993121324807641516403513443741440, 0, 88677097896879559118663315760647444201585376, 0, 1], 1]], 'hecke_orbit_code': 69155684357, 'p': 53}
  • id: 19416
    {'charpoly_factorization': [[[-44816575314874470443451635425837841260415586638253328160586157175617601325501570393778092411011794350905582976199727587569600000000, 650681113830720334306188205341125053078423581016123497733625956445318601446635018837462012917615537888000000, 10190147790928700960475267169807250513889072668049255716142130186286153392844797258080000, -1255054534607305683280053207319211314241261811474836798724589920000, -190920158900784317058389897271126670085446800, 15988342241485435021560, 1], 2]], 'hecke_orbit_code': 69155684357, 'p': 59}
  • id: 19417
    {'charpoly_factorization': [[[6602964586571986947727422148797095604476252526185270475371396744299307051764232383163674688350879999723803393053354157575145408064, 70164675778755608928091053180931927670505623041550528965921654316940863467743364067036708348266273347774479808, 20180855583755498837913840722961126559908893378993814942430503185334615149201204087520240, -203995361561903112799850922137402290243127814425460544077974760160, -405540079786202423061578809975105241211059940, -16946013495237620919012, 1], 2]], 'hecke_orbit_code': 69155684357, 'p': 61}
  • id: 19418
    {'charpoly_factorization': [[[75338579865365062684750226941954629510528792255464919285021849034868662320607990520874862323857415049131122314427643129183471338371770696212951035944391079144999700584408551774387292202806550349051983229202106216442054985599262750482158057823253092335067218214078058496, 0, 5753942675411986266408923755830151137565056210117930434624693725521260709150478289130761614075726555171062155169654594475333358436628981045010850317143792883557145640125092372017051013449214849761359270930089150005015701305344, 0, 78926716954259030034958774776663639203348885334970822134110634012853696433268147835144358748341805213883071572490503475681373171943559313937998654107465963012895588285366988237111040, 0, 121507954575908089092749143711313065324946754111478130842267836877001565083607923042295506783549088594214183986318859773075578965071540480, 0, 67515103301846428407536692768020491588125428764657759929882514404362092814335572475658931440, 0, 14945374223804503983678550766533353475983568824, 0, 1], 1]], 'hecke_orbit_code': 69155684357, 'p': 67}
  • id: 19419
    {'charpoly_factorization': [[[1439972323289090899597775167659911911205132075641174212522491106163666610937873079718275137866566144167553317843345400796016116939096064, 183186239608171333430819969013735373651560974760165799417633304404114468355564697744778480695193297447837856759808, -26658574236931546105652041204901107143630630441554340011637607083554711613675378667467509760, -1400188144929693659900908759654106044538273454205975571144556054620160, -15208832287897460876567601506763537337293157440, 59495761807839467809488, 1], 2]], 'hecke_orbit_code': 69155684357, 'p': 71}
  • id: 19420
    {'charpoly_factorization': [[[98642716121470346721514895242420026802790263687294851420673921898330231747214712016857496051229135340633901522301109564793486739024684122856030944751945798084276421992078426766689277400123518833810733422683684548536088903362246848834518333792477481188583296389081487078588416, 0, 203675985446925189686811908579287193762214883811476358142154924623913037463328751886686354260053509586458526720278980099809795128311062267557031687216922432816832008418124252017250938993052069107466243217244330008797396826803142656, 0, 144191165704650265552955330424680190444787426203092040289377963623279004248345591590274484743931551437986967051345881438961917027212772165418137384304233987998196784771137640867917987840, 0, 40204201321197380150836289688436118387494862394693871299060967844642676943588864906677601394195592494196090571351127369101334193244990341120, 0, 3544054828478433356435999018802970430174664285426933499787591164304697087492738343452799856640, 0, 106456815404866957062624207632628592196380058496, 0, 1], 1]], 'hecke_orbit_code': 69155684357, 'p': 73}
  • id: 19421
    {'charpoly_factorization': [[[10672711126894300308606335078095468215659821640485162982656482851982441532580823920297942033887962736311036145555854045576935422040473600000000, 131415349880183362914144641264092060556765309895573545138866601920260482845483692198911797911769900119563098619904000000, 297654277877866357734830087173126210163864899360152254135137713657516406907478549179235655680000, -434547874187555187345336903495601365964369572125734511336522600028160000, -1178695625030097242816132918557318559687853523200, 370959142742676688819680, 1], 2]], 'hecke_orbit_code': 69155684357, 'p': 79}
  • id: 19422
    {'charpoly_factorization': [[[2783440021439135287038925303046950228081171428220662490885801830856122845250411252908876287510329915491796265210562150695743954407840524616525982241976309473862524673387577749591078121522453616744339311131340533987378449420211729431277735925669681605697341770902923480698091747128446976, 0, 82813147791098523200777206741236991810363564582695660801356236278537996238359179275281247569282834105377523200323788734259077306975433244733151285000448262496255868962241863051687037360081101929545337249615835644295608341344240525382957056, 0, 768385016859082555147812629197379083325501231701399741766632033773696046478127981455349358822983696448634275593637434219939354518404149435985248940017279956192414364869477127881559098568195840, 0, 2933402053607356386611992074373663192567686335172916110060408153695171184634324533607789363212623661382072662739300765876734345258345478241624320, 0, 4886879352104602583865944284644767339714318736510595218894445250187719300072207621309669329113840, 0, 3641963284166983645470819340633249417776516409656, 0, 1], 1]], 'hecke_orbit_code': 69155684357, 'p': 83}
  • id: 19423
    {'charpoly_factorization': [[[3261416123701164014489100912644632744851035442014670059118120047109956334983513596250790652000977028819425175377017399653045441274584595025000000, 9245308805092872445365533443159389293931943470447230357818259100192097732555507341036515958163302222708579045327057000000, 4450919497750022275729936951371631430179482153158845669762848496853270201747693924534060892630000, -8145291327787712306975453826286909502118671346720641149144610101831860000, -7903257494042745006239869724502792366691685667300, -288033274806382329463260, 1], 2]], 'hecke_orbit_code': 69155684357, 'p': 89}
  • id: 19424
    {'charpoly_factorization': [[[107885461935719525538532067257873319235475376017407705988211033862828509401777711464511769175685112294965259909214503086757181726571349516710199154538378898138533399641769880271742762834683107207331807027751092038027232131035646454161471969898859224801250236559515790800952757068504997139396427776, 0, 118477765062233882535070071880067289653089804117744048930614138104031892631026734867078962217578193617484543844792819989565625406040836477188542634611510691263431023557111640758238254714279206781867011934101204283022518477682379074884207512800722944, 0, 17210992173973655177162623643585180485248401534321621013632595716224229844443697641645958740585012343189919316202730748214061783135461365436721589564915883409921716009845121345939759214445020934307840, 0, 909461456893493999796648954566421851323447107195504756397496316149809516849073212736226751813743319966098557882427742776962076190607531009424154951680, 0, 21748589521529552224203208350629281805591475945244842104520668694250712189470122298836528863449251840, 0, 240410473935905099179961212110645545046542477228544, 0, 1], 1]], 'hecke_orbit_code': 69155684357, 'p': 97}
• mf_newform_portraits •

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

  
  {'char_orbit_index': 2, 'hecke_orbit': 1, 'label': '5.26.b.a', 'level': 5, 'portrait': 'data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAALgAAAC4CAYAAABQMybHAAAABGdBTUEAALGPC/xhBQAAACBjSFJNAAB6JgAAgIQAAPoAAACA6AAAdTAAAOpgAAA6mAAAF3CculE8AAAABmJLR0QA/wD/AP+gvaeTAAAACXBIWXMAAA9hAAAPYQGoP6dpAAAAB3RJTUUH5AsHECshjTm02wAAABBjYU52AAAA1wAAANcAAAAQAAAADnCbpecAAIAASURBVHja7P13lCXZed2J/s6JE+76dJWV5b3v7mpT7Q0aQMODAOhAL4oakiMOR+aNRoYjP+Ijh6ORmZH4RA96kARI2IbpBtr77qru8r4qMyu9uf6Gj/P+iLg3sxqkDIdUk5qJhViZBayFzLyx4zv77G9/+wj+3+vP7PrMF59DSjF+6uJUVSdabxoxsUzJG9c6PHzrsLj3UGnl2eMJm0ZWR+48OKPfurgZx5KMj/QoFRORyr1N0Asjmx4CmAAagCeEeKf/tL+0l3qnf4G/LFe3PQ2ws9GW4x1PpF0v5A//6I/Yu2mWHROrOIbF1Rt/GNX1Hf/U69Y/ooSOZuYtxocFUc+n04ytmZnlX5meEYjE/2vTlW44t7DMxAhM+SGVUmL68fUv/Z+/fv6fnr3xOfFv/tl/978tzFz7Ayd+841u84KhcegFhuz4xgJwbde2iXf6I/lLcf2/peFPuLS+DNg14pmHL569ykrTiCoV+2/PLduPdTwI44jjx9+k5DbYs6lFo2MwvehCGhBHMUNlzYVpi8M7E+aWJEOVmHLR5sqcIkkjRkuC2ZWII7tSLk1LhisplmXhOIprS5JGF/ZtiNmzrcaBg7cBNr1AstCUT6Rx8K8XV0Jz2+79HNi96VnPCxpHD2x5pz+yv5DX/wvw/Ko36gDvX2n4u1dWmukXv/BH6dED5Z0bJ4p/f3FhDi+0aLdmaNRXqHdNGj1Joi0cU1O2NYvtmEtzPpuGHaqugSEiRisWe7ca9HwQMmBmSeGHMLsiMLDwgojdWzXjQ10kkmIhZONYhwuTw6w2XIpOgqVien5Cp2vQ7GmKlRG2btpEuxuxbetWvE73Z2v2yrX3f+hjslQtSs8rXAH9tXJl9J3+SP9CXP+PB3hr7gkQPBzH0fsWV5rf+fgL/v6qk1JfPk+UxHjdkKWWz3BF4pgwWkuZa9gYUiNFykQtYWrRoVjQvHEloBcIHAtWmrBzVFFwbcZHYx4+0ubstQpvnBecm4q573DCppGUYlGwdbzBcsPAscELNCcujFByJVcXLTYO+UgBlpGw2JBUCwlaJ4xUNd1uAcNUCGVz5y172bEl4cVzQxe0HvqM7ZhfR/PsX/ueR97pj/gdvf4fB3Ct64A9VK+v/H8//dmvW0V1NnGcyh1ocWe7Mc/r5wMeOJIyu+xwZT7m3XcInnvTZvcWj65nMlc3CCKBrWIObknYMBSw2pG8dbVCFAv2bvJZ7Bjcssvj0nWTtq8IAzh2sMvFGwXKbsj5GcU9+yRhFND2FW9NSo5uT2h1THZvDgkjyalrgpWOw8Ya7N/awVKSMIL5ukkniNm7SfH0m5pHb+9x8UaZ63MxDxzxmVqpMT46ihDJG14cHH/fPbuNbXveH5rOyE+lSVDfva36Tj+C/6rXf/MAn565imEocf70czx3oWAIq/Tzpu7u22BefbC+smA4qsFqS3JjKcEQLpcX4a9/bIlGfZSvvqbZtrnHeMllsR4zMQYnrxhEGgQGm4cS7tjXod4RdH2Hc9cUh3e1MS2LTk8ihWD/lpSTl1OW2y69qMNtu0K6XoV6W/DWJcm+bTGpEDR7Ka6tuXW75Mw1hRdGNNoGd+zVjA9HGCImTkxOXLXYMqZZWjEYGWqzY7zI118xWfVa/NiHJZenbaDDUrtIK7CYqCkmNo4nH350/PnhmnOx3gh+4tnjZvLoI/cSx7HetGnPO/2I/lyv/yYBfn1yAcNQstNpOJ//rb8TfOdf+9/+zpXzL//g0y9NR7PN4EAc+s7WoTqVosYQYJgRw1VFq1nlxdOa2nCdb38Qjp8d5ptveuzeEjBeLdHsxuzbGnHhhkW1mAISIVImhlJuLJr80QsJWD1u2WZycItJvSO4tgyPHo4wRJFGJ6EXKJptjWGGPHBLi6mFMs2OYM+OLrfsXsakxh8+PcqN5YSNw2n2iATUCgnnZyT7tgg6HcHE6Co7Jhy++XqN1y73+I5HegwXhnnpFDT8DtUyKGEhZUrNTTiyx0JI10cOn4/VdvOhB+74zR/8if/9X/7uf/hHdqlY8ZMkTitD4+/0o/szv/6bAngQaqSBJG1Wpyev3tts80tLC+fip1+5MLyw2CqPDwmuzPvsGo/ZtiFmqeESJSFffl3xwXvbPHSwwMlLVZ49GVId7vKJ+yWnL5R4/ozHgV0xm4dc0B5CCUypuDKvGCsntAJNyQmYWko4eyOhZNR47K4ujWaJV89pDu8Q7NmakMSC6WWTJEnZs1lwaGfEq2cF9W6P994pcYtzXJwsMTlfo2ALOj2TkUrM1XkLSwUY0kCnii3jdQ5tM3juzRpvXIv42MMtNhSrPHfC4c3rHvfe1uDDxyRff6VIGBusNBM2jcTs2BgzOVdk68aUQrnaNgq3r9566KBq+/zo1q3bX944WmmCToWQ7/Sj/DO7/pvRwa/fWGFmbmn70uKNzUNV8Znrl5+oXL++WLw42WOkGlDbZmKpGFITISRTSwXGhyEOimypCP7wqZjRcptb9ij8oMgLZzSfe7HHdzzYwnFKnLhsMjHcZbhscWNR0fYSej2P4gaTKFUMFQ0mapKHDnu8eTlGSYFtxdiFmDeuGRRLJptHQoIYNg3D0X3LtHqKIK4RpYrTk5KTl7ZhGw62laCqAV4AlbLHDqDdtbixlDBc7TFaKfH1Vy1OT4d8/JEum6tlXjzpcOq6z8Fddb7nXQmXJydotA3iuMPmUdBCMbVostBOaHQ10lwuDxe+WX7+1TepjW78g+/60CMtr5F85/bt22d0XJ8UauidfqR/Jtdf+gqeaI2Efb/0mecn9m4wfmF68sKeG9NvGIvNkIojmF5WaCSu5VO0LRIEUwtw3y1N3nWrxVsXh7kwqXnzcsTIaIOje0L2bapxcbLAaxcS3GKLw9tTilaRyzcU0vRxLYFjpQwVBPOrJqstA6USSm6EbRnYVsj0koGSAQe3K45fdLnvSJNqtc0vfrnAaMHm/oNw4pLFwZ0eUphMLilsw8RxUmpOgqlgpWUyu2pQKfZwLbAsA0sqrsxqCoUOB7ZDyazw+jmLCzMe+3bWOboLRsujnLhgc3Eq4s3rMY/c3uT+QxaT84oUg6LrYRsWUkRMLpgUHE3XL3DfXUeT/fv3Xx6rNX58aOIDc8DFv+xd1L+0FVzrVcDc0228duvqqvc36V19+OmnLmCwykhVI4gxTYHdkOyciFhYlWyopbxxyWJqPiFR8NixZY7uFaBraG3y1pUan7rY5TsebXPvgYiRapE3ztd44lWfjSM++7cJxiqKq3MmPT+i24NWV6CUZtNIAoZEyhCvJ5lvOJC6jFVCdm/q8eIpm4CYTzwQkYQFrsxIRmuKTcOCNI1ZbijafoAXWXS6FltGAobLPoYhUUoQRYqrMzBa63HPLTETNcWlqQovXIC5eoc7b+nwPY8k3Jgb582LNhenYt68luDT5d4jPbaNmUSRweuXDCZGHSZXU3ZOKDp+SpRo6p2Ep55/2bh46ez+Awd2P63dF59NKf3bq1Pdk1EUXd6/u/ZOP/I/1WW807/An+byWjMo291+8tSZf3X6zJl/8uqrL2xfmLtOx4/oxJrRCrx82qFajtkyZhInEUMVC8+3sQyDMNBMLVhMrqRsn2gzXoOC7eCYCgPFW1cNFpo+5XLIoR0p+zbbdLoOM8sCS0VE2mCuYTK3nNIOBUopNlRjFhspk/MWtZJEoBgbiqh3NEe2+0hZYH61wN5NNpembG6saA5uD1isS6LYxAsN9m2JEELT6Uk2VGNGhwLGhkJMCa2egW3D3s2CRqPEN4+7XJ7zGRpq8a47PO7ZZ3N1eoy3LlqcvRZzbTmkVG3xI+/vcsv2CnMrNa7NFkhjzXITpNIsLNuUyyG37TK4NqfZOh7Q82LOXJhleur69mox+mTRDreVSpte/us/8ZPNf//v/tU7/ej/i6+/VOvPl56/iFLOaLc59zfnJ08dmV1ufPzG5EXGhwzsQgDC5voNk6N7G1SdEi+ek+zcHCMSxd6tEUFQZHrBZHElZmoh4tpyiip0+Y4Hu3z4mMX0wjDnr9tcmUk5Px2RSJ8tYyH3HUnZNiaZXihyY1FSb6f4cYqUUCvBaCWm3la0uwa1cogSilo5wbEjXj1vs3M8ZbQWM7/iYhops6spYzXNzo0hr5y3sSyD4RIYRsRIERpdwWpXMFZOGSpHSAlBaFBvK6YWFdPLMdvGfe49ErN5VEFS4ML1AldnNOemEqZWA95/f4NvfzDANWpMzteYnDNZWEmYWYrwkpTdm0ETsmtC8uoZk2qlxa07Xa7MhmgjxZYOw0WPHTt3o6zxz91934HTY2Oj/xaCZSFuf6eh8J99/aUB+BNPfBnXtsoLK81fPHH+0nd36suy0fGpFAwqTsT1lTYP3aYhGOX0dY+7DwfMLlZ56XzMo3e0effRlEa7wvW5AnPLirnlhNnliAszKcrxeP+9bd57NMVVFWaWSkzOmVydgZnVBFN5VEoJS22DXi8miWMEAttx2TJmsmdjSLUSMb8qaHUVuyci0BCmMLXo0PE0ZVdQsASSGNtOKBcS2j2LqSUIUotUa/ZPhHR6CXMrilrJZOdEzNYNXYqFACE1YSho9VyWWxa1gsCUJnNLFldmBZMLMdOrMbbb4913dvnQMbBllYtTZaYXDeaXExZXI64vaZa68O47OrzrVskrp0vMND3uO2Bw+rJDKFd45GjI1OwGynaEY8UYhsuWraW0UDn8+4iRH0MH7fe972PvNCT+s66/0ABvtjpUyl10Yv7M1PXr9y1N/7Z8/EXzPpksKa0dZpYlmzcEDJcsnnnTwNddvu1+mF+oML3U47a9Ac++VeDCQo+f+r5lju1xubE0xNxSkbkVxeKqZmElZmY5YakTUx3yuf9Il7v3gyVdbMNmse4wv6JYqAt6AcRximOlFJ2EWiUmBaYWYtpd2LbBpOgGaC1AWHS9lK3jAatNBTqjIs0uBDFoNPVWyKYxk45nIAyNSAPKjsnWjT7NnmBqTpGkiuGypOQIbBPiWGSmq7pkflWz2IixbR/MmHsOdrnvkGC07LLaKHNj0WZuBRZXYhbrMbN1uLqqufPgKv/wez2uTI3w9CnJ0d0GN+ZcZhodPvqgR+JX+OabiqGqz45RydSixAtjdmypxC+eL730d3/s4+m2bTteanvpP9gyalIolt5pqPyJ119YgH/tq1/i/R/4CKurKz89deWZ/+nLT75pbyjfYKgS8Pr5YSKtEbHi5HWfe28JmaiUefYtQd3v8NH7JYtLRU5eiViow7UVychIi5/+kUWO7rBYbQ4xu1RiYdVmYVWy3EhZXE1YaCR0w5ggjdmzpcf+nVBvSA5sCXjo1pQoNhBovvSKw1LLYfNQwOS8Qbdb4pbdCUvtmKk52LtFcnkO7tmXkuqAXuRgq5Cyo3j5nEvBjbCNmDDRJIni2AGPqzM2e7dFXJ+DlUaRW3YntH2fq4sGW4YC6u2QL79UQAuDJEl4+LYeu7ZoFpomR3f57JowiaMCPc9lfsVhYUWw3EhYasQs1lOm64LFbshte+v8r3+ly3i1wo3FAvMrNm9dsplvdPjogz2arWGee1MyPlbn3kOK05craHrEicnrF3psGHa4de8wlbG7go998OH/Y3h4+H/58pc+z4c/8hezov+FBPgv/cbnWfZHjU3FuX885F7/X1r188Y3XrNRKuaWXSFRHGMoyd5NDp9/tsSpyRYfvC9m83CF594UrPohjxxRXJ1WzCyF1NtwoylQrs+9h+p890MhO8aKNLtlluouy3WLlZag3kpZbaU0OiltL6UdaHp+zHA5YuuGrKtom5qZJRMhbbaNGeyY0EyM9VhsBJy8XOL2PZqC2+DMlSFKxZAwNBmupXg+HNjq8ztPV9m3JSYINCMVSZR4lBybs5M+rlnktr0xp66FLK5abBq22bERto6HGEbEzApYpkYIzbYNMbWSpOPZdHsm7Z5JvW1Qb8JqK6XeSlhpJSy0YNVP2Lqpy3c/vMK9+xWOWWFhpcRKy+bGgsmVmYAHj7Zptcs8exK2bKzzwXtSTl8a5TPPw97tPRwjIopsbtnpo7XilQsWB3btSe65dfyn3/3+kX9+8rVmctvdn3ynofMt118ogKfecYTjuIvTU1v/4PHp7zp/bfFfBJ1pbtmVAIrrC5KiY3HiQpfdO1rcd9hAR6M8+ZrBuZkOH3kwZMtQmXNXLeJUoKSk3opotGPqHc1iSzDX1SC6fPyBFh+4K2XnRocwLNBoOTS7Fq2OQaMr6PQEfqAJY02SgCE1tgmuramWNWNDEcr0uTofcvqKTRoXed+xEGU2OX6+wvaN8NXXYh44bLPU8nCUkak5NYgjE2XGrK4WuP9om6++XGLHRnjjcoBJgcfuSomFx+mrCddnHJS02FBT1IoC1xZYlsAQEKcQRho/hE5P0+ymdHopzV7KalfjJQnbNvf4wN0tPn5fCGmJ1WaFpbrLasuk3lKstATKSEiTlLOTMRMbm3z8gYRzV0d54nWIZJP7b/U5sMnljTMFCoWEa/MWWiQc3Oyxd9dGDGfLP2zII38wMrJ1Oo487yMPHXinoTS4/sIAPO6ewyhMWI2F0z/81unzP//EM2eEKbvy8J4e12fKgEekLfZttjh50eG5UxFOqcP3vifGkRWePW5y5obHt7+rw9bhYeaWbdo9QburaXUTmp2YVjel0dUsdQTzrZRatcd77uhwz/6YbRsMyq5Ju+NgmxIwCGNJmgpSDT0fECm1ks/lWU2qQ558o0jQc9m9yeLeIz2itMlzJ6rctsfk8kKXVqPM3Ud6fPO4zYYhzfkpzf/wsTbnJ202DEm+ccLg3gMG9V6bazeGuG1vyHOnPeKgwD0HLXZt8fHiLk8cNyARXJ1RlAsKJaDnSVItSFJNFAMyRVkpra6mWIrYsjHgvgM93nN7zHDRYbFeYbXp0mhbNDqKRlvQ6mra3YSOl7CwmrBxos23PyS4cLXG029pDKfD977Xp2JWeO6Ey8mrAXu3dYkxSRKHywsxh7cpNtRUWh2/XW8Y3/8T+3ft+dTSynL4rvv2vdOQAv6CADxJIrna7H34X//Gl3a/a3/wcyfffMW8PGcyVtWYdpeya3H2sst0o8v3vd9nolzi1dMlXjgdY5c6/MD7ehSMMm9edBkfW+LgtgKLqwUabZNW16DVg05X0+7FtLsJXS+l1dMsdwXLXYiSgFv2eIwPJXR7mvffHbB9PCVOJEpqwgiePekwveSwsRZz5qoDaYH9mw2O7kuxnR7HL/dYXilyaHuRcrXBy6dM7tzjsNpr0miUGR/XvHbe4Pve1eX184rNYyYr3RaN+hBHD/R4+UzCkFvl0O4uS60Wr52r4qoid+zT7N3qg+xy8rpgbChicTniuZMmfmQgJSSpZvvGkPfcHdLpGkzUUo7ugTAsUG8VqLdsml2Tds+g1ZW0u9DuJXS6Ce1eQrObstSEfbs6jJdrvHklwS50+N73pJStCi+8ZfPqeZ/h0R4/9FjE3GKV09dCikWNbTgMlwIuTpvcecfd0buOdf/utr3fewVR+rJtm+k7ja13HOBat4nj5K+88trxf/2Zr3xzKO6ucHC75sx1i16YILVifLjL/i0O33jdYjVo80Pvb7J1uMzrZ2o8d0rjFhrs3erz7jtg18aUesek2XZpdS1aXZN2T9HpSdoedHuanp/Q9RK8IMULNB0f6l1B19eEccpILca2NSCwDI2Sgp5nIDAZqSi2jwt2TWi2buoRJB2+9rrBhSsl3nu7zd23NviNr6VYosbHHu7xpZdjNlXLbJ7o8fRxl4/cG/KNt2DHqMPGDXUef6HAxx4wMe0Vfv3xMvcdLPDuY21OTvk89ZoiDIps32Cxc0KwbWPCaC1Eyoiun2AYKcrQgKZga0arEEYmnZ5Fo2PS9RU9z6DrS7oedH1Nt5fS9bKq3fU0bS+l6QlWegarHc3uCZ/33Nlh32Yb26jywluK1y/12LSxw/e/16DdqvHk8ZR9O3pMVBRCBnR9m1PXTG7ZGTC+scb2Xe+tb991z9+Whvr1LeOFdxRf72ir3vN8fF/8teMnnvuZL37lG0N+c5Glukk7TLlzr8/VaYt6L+Su/Q22jpVotEZ58XSJ33tC8+hdbbZu1ny8VuGZE0N87tkes81VHru9zQOHoVosUm8XKLYdyp5Ft6fo5A/b8xW9QOEHGj9MCSNNFGniJLvD2EKnIA2BqQSOJaiWBLUSjI+kbN7QY6TW4uvH4fk3TWRa4b23m9y6v8OL5yJCv8y9twpansfSapF79qaMVHu4ysaPDZbbEUYquHWvolAKOHHR4cGjFe6+pcOJiwboCrcftPiRD9X55lsh33i9yPlph62jBuNDLrVSgUoJXBtMpTEkpBrOXxckiSCKBWEMQUT2NwbZy+wHKT0/pRekdD1oB7DcNVjuQqB9Hrm1wXtvj7j/QJnjZ4f52luadtjm9kMdHr3NIvRqHL8gODuV0IgE336PT6PlcHEu5e7DDYZcydTMPM3Gl4fiSP/v9977kOr1er9SKLxzIH/HAH5jrkG9Hf/I1JWXfuZ3P/fsWKfZpuAY3H+L4KUzDsv1Jod2JXzqScnXT8b85EcbHNldIE6KnLxS4TNPmuzZ0eVD9yxx9y0FJhcd/uiZMb7+hsP9hxp836NNjuzoMlwtsNos0PFsep6ZA9vI7lAQRJIoFsRxttRrnf1+htQoBY4FBTdlqBSxaaxHTJfLsxG//5zDtRtFqrbLnQcV9xxp89qlFk++UubYHoetG3v8ztMCQ9iUSxHNbkCqwRAwWu7R7likscuHH1ji975aYNeiwweO9QijVZ47PUyUONx1cIwP3Nlmz5YWT53ocepGgZPXLTYPSYbKgoItsMzsJZQChNCkGtJUE8X5yxppgih7kf0QvBA6vqARCOodEMrn1r1Nvv89Le47kFKyK5y9avHq+Ta9OOLDDwTs31Rgcq7KqcuaM9djurHP++6aY9cmi986Pcrm8YSq4/L8GZM9W0JE0mHy0lfHkoSfec977tc6rv/qO+VO/K9OUX77d36dDzxUYrme/NDCcvdfXTh/ZuTKbI9Gy0KJlGIlYO9Gk9NXDKaWI87PCJpezCff0+CH3xuzvDrG2aslzlzTXJsPsdwepplw/UaBVk9R96EbRWwb6XLvLU2+/909btslSBKXOLbp+Q5dz8QLFGFkEMWSOJEkqSDVAoFGCo1tpRScGNsKscyA2dWA1y5KrsxYXJ9xMVKbXRstDuwwuH1/G8Ne5hc/X8LvDPHY3ZJb9s3yj3+tzOFNJe467PPlV1oEvRF+8AMxfrLIl58b4dj+Evt2L/BPftXh6LYy77snpRct8wtfVFiUuX2Pxf4dgt1beiA7XJ33uTILr18oMLNYpKAEtpIUbY1jgpTZA9U6e1njBMIYwkTQDaDtC9oRhGlMqn3u2NPm+9/T5oHDCRuHbHpekY7n0OmlXJ0LUMrBMspcm3E5ezXlzHTEQqfHX3l/k08+oml1XS5NF5medzl1VbNjq0fNtVEyZn5Vk6gxdu48tIJ2/z8tT/3G4a0tPvJt3/ffLsC/8uVP8/jTZ7n/jr3fG/Su//+KxtXq6asWV5ZM7j2Q4Hsuz54K2bWlyz37ClyYLDC9kLBQT1jpxrjFLt/33h537HY4f22Y89cVl2dilhsRQQRJCn4kaAeSpgfdNGG44rOh1uO7Hm6xf0uM7ykO7dBsqBkEkUmSGCSpRPfBLVNMlTC1qLm+IGh6KV98scDsSgEdmtQcg4lhxbZxxc5NcGhXh1Su8CtfKbC6VOXYfpv33N3i2bNtnn5liEdudTm0t8Wnvh4jwyo/9IGYSK7yW1+pcMu2Eo/c2eLrb3Z46cQI773d4tihgPnWCp/6qo2MixzcZrJjwmTHRMLEaI9KuUOYeMzVI774os1qz2Zq3mR2wcI0BFJKBIJUa5IUolSTxCm14YgjO3oEQcT+LQHf8XDAWMVgqGQRRQ7tnkPXswhCRZwIglCyWLe4fENyfirm3I2QWw+0+P73BJTMCvVWibkVxY0FuDgTcNfhBrvGizz3ZgEv9jl2IOLSbIFTk4pHbt/UvHXvpr9OeP53e9zKd3/Xd/63BfBIaxQYMenYM1/77YcWFmY/tbBwtaBFD8cyuTpToRt4jA6l+L0CJ652+cnvbLGxMsTpK2WmFyQ3FmOmFmN8Au67pcVDRyRRMMy5aw6Tc5kakC3DmiCCXijohYJOKOhEkBJDGiPimNuP9NgxHhLHkGqR0xKBFAJpCJQpuThtcf6KQ9FRlCzJSEEwWpGMDSkmRg22bUzYt61JIlb5vz5XZmq6yrG9Jncf1oyMLPDv/tDCSqu8+06D/btX+KWvSKJ2je99b0I9rPPrjxc4srnAe+5OkeY8/9cflhgvlrn7kOKugx2uLqzy7z9fQERF9m1SbNmgmBiVjI8kjNV8amUf1+lRLvQ4dR0u3pCYpsYwNEKkgM7+oyGOYft4wr2HY5LIJIpttLbwQxPPt/CCbEXzw4y6eYFBq2NwbS7lwrRPQI/7b+ny4CGTKKoyOecwvSC4sRhzeipmfKzB//jxlBMXhvGiDsM1E69jc3nRQ1kGhAY7t+7obRjf8sPjGyY+s7g0r3/kh773vwrA/6tw8IWFJrbtTCwvz5+Ymp0vz85ctW+suujYYdNonUfvaHD2apUTF6HrQxS4fPrpmI/cu8rBXT5bxitcm3HZMGQwvWDw4nGbV0573H/IY0PFployUQr8QBBEKWGoKccQRClBDGEs8CNJkNhEicOFK0VOXsiGJfKpRwwBpgTLyDwfJRsObYSyC5WipFYyGK4qxoZg63jAxtEmka7zf32uwtVrFY7uNNi5WbJrc4NnzsYsrla4fYekVk5xLA9b2mhDECcSoTVxEtLoOiyumhzd73Lr3g4vnnDYUBMUnBJH96b85MdX+T8/n3J2tkSzm9LsGCw3FCPVIrWyS61coVyIGC1GbDsaYpsxpooxjAQpss2ERpCmkigyWFpWRLFBFBuEkUEQ5V9DSRBJglDihxIvyBpdXR/uOOxx/5EAS1SZnCsxNS+ZWki4Nh/TCkK2bW3z0XtSTKPG/m2ajlfkzQuKs9M97jyomagaxEnM9YWrBceKf2O8FqS3H9jxuSe/+vvJez/w3X/u2Ptzr+D/5N/+Jr3IMjaWet+h4qXfeP74lL1/c8rYUEq96XJ9FnZuXWLXZonvDTE5ZzK3FHNpNmXFC/iex+o8eAQUZVYbJa7NWswsaRbrCVoLNo4obEsSRml+J5kqEq+7E4gTTZJky3aSCtKUAbiFAEOCkmRDEkrg2IKCLSkWDCoFSa0iGBuK2Tbeo1Rs8rmXQp47XaK5UubIVoM9Wy1u3+9Tq83zj3+9gPbK3H/Y4dghn7nGIr/ypSKHt9R46Kjk8J4b/NKXFQvzQ9x1wOWB27r46SL/5FMVNrglbtttsm87HN7ZZKm9yrNnDb787AhVS7FtTDBaVVTLBpWioFSAoqtx7BTbSrFVgjIyqiXz0UqtyRpWqSBOJXEiiGNBFEvCWBBFkiASRDEEkSAINUEIjg2bxmK0hsVVycxiyvX5mKVuhDR9Hry1x/c+Kmi2hrk0VWB2STO5EBEkLXZuhp0bqlybhdVuzPhQwuZRD6z9/u2HK3/l6AHx2YUVnWzd/z/8ueLvz72CP7hPyHbP++QbZ2f+w66R0/a33VfkzDWbpYbHWC1hx0SB18+N8exbHT72UIN7j1Q4d92lXEi4Pi/4/FNjvHiqw92HOhzb1+POQ0W210vMLpl0/ewJaiBJZPbAIpkpCPGa7BcnKUmSqQuJzpWSXC0RQiAlGFKglMBSAtuSOLak6ArKBU21lLJhKGC01iHWTT7zguRTXx1mzHE4slWwdaPJ9omUbRsbfO4VTb3usH/coFaGUiFicVKy1LCxdmQAGq1IqlW4fF3TaKcsrDjs2e7wrts7PP68w3AJbMvCkFUO7xL86AeWMOUSX3qxxrlZhw3tiLFqTKVoUHINCq7EtRW2BbYJSukM5AKkWAdyshc7SSFJBHFCDnSIEk0YQxSlRHFKkmi6Hiw3BL6fMLsas9iOKZY8Hjnmcd+BlIlaiWvTFa7OmswsJlyYiti5rcX3Pphw9soITx0XVCttNoxoJA5fPV7G4KozPrT5l6cXdqkotT5NVmf+3K4/14me+cufY6Sm/spbZ67/m9nZG7VSQSIkVFyT184WmKmHuE6PvVsFplCsdlf5xEMdpHSQhkXBNiiaguWGzRsXLE5PpsTaZ3zIY/tGgWlKLBNslZmQLBMsU2KbEsuSOJbEtgxc28B1srvoZKAoFQzKRYNyUVEpKaplRa1sMFwxGKlJxoY0G4ZiJkZDto132DK+wonrXf7Pzzk888YwW8oW+zcJNo/bbNsIR3a2iUSdTz9VJPIK7N5ksn1CsGNTm6WOzxsXKuzcIBkflmweC3jqZOYzGS4JSgWTDTWolju8eE7SaFkULY0QijC2sAybew/5HNrVYrqe8tY1Cz+QRFFKECZ4fkov0HS9DJRdT9DpSTpeRjU6nsxvQccjox8edD3oeJqun+vjXorn9xtgCZ1eykoz5tpiil3scveRFt/9aMD9+23icIQL18tcmpZMzcWcn054azriIw+sMjM/zFvXUjaNN7hjv2CiYnP8komQCZWCJPY7ds/n0U64eeH9H/3+N7/2pd/9c8Pgn1sFvzzToiuMv3bl1Gd/5urkzLBjC5LE5MqMwabRHt/7mM1zb1b45msehVLIvs0BL52XfO1Nj1u2LXBPtcqVmRIjVZMNwynzqwaTCyafezri7NYWf+d7Vtli1qi3bPzQIMqX3CjOK1Mi80oFaSpJNei+yJ01KfPKDcrIGiaWqXGsFNeJKTkxtXLAxpE2i60eP/9Fk6+/MUS9UWT3qGDrmGDTmMXmMcGOCR9lNfm95xTXbhTZu0FSK0kqxQQpA2aXNbaSSAFaC8JIsW2szesktHsGjbZmse6yd7PDJx5u8dmnLCYXbUwVIYRJqotEseT2HQ22fU+br5/o8TtfH+L4ZJFNNcFIMaHoJDiWwDYFlikxlUAZZBtnKQZcVJOtYKkmU1oSTZquUbg4yShdFGf6+WpH4omI//6xDvs2OjRaZV4/6zK/AourCfMrCZfmNVg+77m7zt2HWrx0yuRjj0jKToFTFys8ezJm00afbTWDhYYiiGPCxuzwtt1bf+6v/sCHjb/940u/IsTYXx6AN1stbNv8q7/52ed+ZmXmxJhtRYzXLKaXYG4l5vK0y8N3dHj3XRrXKvH6RZPj5xXzy2V+7ndj9m7p8sFjq9yzr8vEaIXZpQILqwbbxg3mVy2EoYiiOpVCSJqCm+vZUSKJY0mSCJJUrHHtVDBgJTrj3FKAYWSqg2mkWGaKbSW4dkzJDRipdvEij6dOa37/mQqvnalSs0wOb9JsHJJsGLaYGJVs3hCyc1ODU5MeX3xhlIqhGK0IykVBuRDR6iV89RWHkqURIgOWFyg+fG/AV17NPDGtbspSQ7F5rMTH7uvy2oUO5y9bFO0YQ4oM5GkBPzTYttHkB97VYu/GJX7v2TYvn6sy3XAZLwsqjqZgpTgqxTJBGQJDZi9y1giC/rYrzala9vlke5M4B3qcQJRAEAs6PhRKkvrKKK8uZ8Cut2IW6ikzq5peEnLXbS3ef6zL/k0GjjnGnXtdotDl1VMOL54N2L7Z45FbLLp+iBAG0/M2o0M+83Mnx+aujfxMbeLdaafT+rVSqfIXG+ALy01GCj0w+MHnXnzpX7766jPDReXR6AmUCti1yaRgF1htKl4/I5D4HNqVYCqHG4uK4ULCUlNx5brFv7oWcmhnl/fftcyDhxU7NpVYarh0eiqnITaGEVEp+sSJQZzkDZtkDeCpzit3uraXFkLnm8rMx6FUimUm2FaEa4eUXI8Ej2+ekPzu01XOXK8gIpvtNc3GqmakajA6ZDE+IpkYjdg63ubGcodf+HKROHDZvFlQLSnKRSgXIoQZ0vaKVEsaITJJMoolQ7ZBnMZ0IotOL6HRNphddjm4s8SPfaTJz33aZmq5iDKi/MVQxLGDH0rGh21u393myM4uZ6dm+f1nXJ48XmWu5VK0DUoWFE2NpTSmAUpm7XwhblYVUkCn2UuXpIJEk21AE4hSQZRAoiEJDJ58RWKpiLavWWxp/DTivlubvP+Yx5FtBklcZbVRYrHhUG8qphc1V2ZCtk3EHNvncmPeZrUVMlfXbB5tsH1CstKIePbZr49t32v/yz0H7o7PXJz/zf3bbZT9Z9f1/DMFeKfrkSSFj7524o1/f/6tr5YLssfuLZqeZ/LsmwnVqsc9Bzsc2VNgpW6TaoNyQbN7a0q5qFhpGGwYilltJSw1Ha5PWfy76ZCvvu7xwx9YZOuIye4tCktJlJEgjQS0II4lcWrk4JYkqSTVEq0zSqAHG0qQIsUwNMpIUSrGtmJMI6TtRSy3I/7t5xyuL9U4cb6KTi2GXcHYiGakIhguGwxXTTYMS8aHYzaN9hiuNvj6mynHz1U5sllQK0lKBUm5kFJ0Q4QZYNsKZWQ/X+tsQ+wFCs+PiFNBx0vpdDX1tsnCapl79nW5+2CT3/uGg1s3UDLKAKkVcWIRRhIvMBmpOtyxq8sdu7u8/tAcU8uS33qyylKzwMyqjWVIiqbA6tMwmW08B4W8T1XIKnmsBXEKUQpRIgjS7Pet+5qFToJpppRLIds3dfnB9/kc2GKQxjXmFoss1h1WGgb1Ftnzq0d0eikF2+T5EwZLrYDNE13edVfEcMHh6RMFukGEIOLy7JPDQ9X03x/af6zhB70v/lli8s8M4E+8cJFd28aNf/5vPr07aJ8rO6yw2Coi5312jAe8764az520+a0nfHZs7vCJB+vs36IxpYkXOIzVXJbqNitNk3rLZLyTUG/FrLQl83M2/+zXykRJwCceaTBeDtmxMeT+IyFaG5SLmX97rSsp8wbOusqNRkiNIRKCSKOJQcacvS5544Li8ddKnJ0uEcYFSspg1NUMFTW1gs508LJiqKIYrgrGh2ImRj02jjZ47kzALz0+xsaqYrRMvnEVlAoxrh3w0iUDP1SYxQxUWgvCWOIog9v2erx6upoZn7yEZttkpWmzuFLjxz6wyMzKKq++NYopARGRAnGsCCOTIJR0PUWt5FAtF7l7b4+HjvT4nkeWuXAj5SuvObx2weXStSKxUASBQS8yMIRECEE/0EeTv3Rak+qUONXoNMUUCRUrRhJz7JDPtvGIDZWUTzwAUVQiSUaZmnVZaVistAwa7ZRGKytOy62U5bamE2mu10P2bg345Pt9dm6wuTE/zNdekQijwe4tKeM1h7cuLfPyK0+VjXRm955bftjQ4elEWEf+4gD8lTcusmnjRuvrT7/xwyU7/j+unG8QxDaHdsbosMKlGx0+8cgKRXeM4xcKnJm0+Pk/8imXAx64tcORbV3GKjaj1QKtrsvCqkO9ZVBvGzQ6KZs7CastyWJT8TtfLbHciqhVO+zf0mWkHPId7/LYOhYSRSLn2xLWVW5y/illipCCP3zW5dTVIkIppuYKzC4WcFyDii2oFjVlJ6XsQMkVVAoG5ZJBraQYrsJINWbDsM+msTaJbvKHL5TxukX2bNaUCwalgqTkppScGNMM+fqrDkFPYo6BzMEUxZKia/C+uzyefzOlG0i6XkK7p2h2FAurBQ7sKPEdD7Q5cbbAVL2EIVMgyvmySZQYBFHWmOn6ilbXouQWKLoBBzb7HNvnc2OpxeR8E2UmnLym+OwzBYRhZOB+e/6gToGsZEdRwraxmO96l8dQWbNns2So6LBUrzG7VMmqdTMbmmi0U5rtkEYnYaGhaXgaaYUMbfB5eIfHg0dgqOCQxiOcOFvgjQuaK4tNvuMRzVK9xmoz5OiehMhbZaUe/R+FyZd7Q0OHP7U0cy4c23zwLwbAe+2rTIdze7uNqZ9vzD8n79on0ClcuGFgWT20ELx0IeS+fSuU3CFGqhbXZg0mFxx++/Eydc/n3sMd3nO0wV37Wxwdc2i0i9RbDitNk9WWSaNtslSPKVoRVwyThe4wz52qkuqYL7wWI0WM1mn2oHS/i0f+MAVCGAghkYZBHClkqjCVpGTDjlFN0Uwp2CkFGwq2oOhKSq5BuaColCS1MgxXYkZrAROjHRIa/Ns/cnjx9Bi7hqFWyKt3QVJyYwpuSLHg4boFbENiyJyDk9GBKDLxPZHJcYFB10/peGk2Mle0mFmscP/BgJ/8zkX+9WcV000bIVK0jkgTTRSbhJHED0y6nkHJUxQdi4LrULALOHZEyQ25fU+IZUbcuSfm+x/toYw4bwKlCKFvJuU5pUsSiRAGtqlItUmn5zC7VGRyrsqlKZeluqbRSam3E1ZbKSsdTb2XUigF3H6ky2N39Lj/gKDRqtJol7g+63J1RnD2esR82+OuIx2S1KRa6WAZLq+dVyRpyuUbL8tjdzk/PzERvRAE3pk/C2z+3wb45ZOfYXjIcM9dPP/x6ckzwrQCUiwMKdhQcTgzaZJqj9NXy1ye9PieR1e453CNcsFlpCKYX4mZb7icPO9y8pLPLXu6vPv2HuM1j90bFROjNqm26PQsphcFlxYkltSMueDbBmFiEKc2SS576XW/26BLKUAJkXUqDXBcjaM0jpFg5zq6Y2lcW+BakoIrKTgqA3hRUC2lDJVjhqsBY0NdJsZW+aXHU37nyQ1sqRqMlFLKxUxbLxag4GY5hfOrKVfnbRwrs99C3+kn8EPFjvGU8RGftm/h+Tqv4pJmR1FyHUqFKt//6BLX5hf45S9uQkmFJiVJE+JUE8WKIDTwQgMvkPQcScFXuLaJaye0OtkewzITTJVgmglKZoMSUmbtfJHfmXVFZHcKWktaHUmSZq39JDVI0oCXzgpuLELXT4lJwYjZsdnn1qGQdx/1uW2XxKDKlekyC6sOc8sGM4sJ5yYjPDx+4AMN9oybrLYcktjm7DWLOA0RhibRKS+9cUIMj0YfHx3bdfXf/MLnvL/14x9/ZwFeqybWzMLs33/uzdW/PzObyi2jJldnJciEdx1tcOveIqevVLg4rTl/1eHTosUPvHeVW/cMY1suBdegWooZryYsNl0uXXU4fj5mdMhn9+aAO/b12L+1Q5Iozs4pzi8MUUJStlJKQJJTkTR/QOuvrJOXbayUTFESlJEpC6YhMJXOdGMlcOysMdRvCpVcSamgqRQTqqWYoXLASK3H1g2rvHYp4PeenaDm2GwopZQLIgO3Kyk6KUUnplQIeO0inLxQYPeoznnvWtvcCwzu3KfZs9Xj9TNVeoHG8xO6nspBblJwXFynync/WOfkpSVePT8O2iBNk8wOG2viSA/8JF6gKPga1zFwrBTbMrGtBFulKJVgqhRlpBhGmh3BIjNrMCKDdr8srG3OMwsxgDJSdm9dZe8uSSu2KaUp+7aF3LEvYd8mzVjFoucNM79YYKFuU28ZLDVgYSXi0kyCpz2+77Eeh7dk4L84JTl9PSEVXR6+PURiMbfssrHWkyV75h832yUrpvzTQPiOAVzrlvR975++9o3f/Nvnr05bh7dJJAZp7DK1lPC1uMWxAyscu8XhyO4ir511eOOy5MXTi3z7gyuE8QZsy6TkWlRLCcOVhM29lEZXsdopc/JsiUvXI1w3IUmg2TVwtKDsakxD50LAWmXkbTJYv1Xdb+gYUqAMkQFcZYMClimwzazj6dgGri0ouIKSqykXEirFmGopYLjiMTHa4NWLHv/01zcwPVNl50hKtQBl16DoGhQdKDoJrhNhmT4tX2NIA9PQSLn2myVpZrqKYouyG9GLU3pBdj5Pz0/o9CQt16DQsXHsEtvHI/75D7f4J78heeX8BjQGqU5JkpQ4iQnjlDAy8EMDz5a4gZF3cXWWdqtSTDPT+5WhM4AbGcCNnKYIod/OVrJ9TAZ5lEqpFAt850MBj90RkaSCom1RckyWGy5nr2Zjcq2upNkRNNsJq82Y+dWEqdWIjz/SY8dIiadfL/HahZRe1GHThh537RdsGipyY9EgSTSzS7BDXbFKlerffewD7zN/4Du8f7hto/unbuf/qQE+M99mZj796dMnn/6bIjrj7N+ssFRMqSC5Zyhh45zDqasGf/iUx4ZRn2MH67zvfsWuzQ69KCTRMVvHXZRRoOTa1MqSVteg08uW6p6f4gUpra5F14dQa4olMrCIrEN308PIrz4tEYONZUZRDCkwjEwuU/komqkktiWxTAPHziIZXFtTdFJKhYRyIaJSChkqe0yMNnn1Qo9/8qkRLk4PsW0oU1hKrqRYkFn1djUFJ6HgRERJyG9/o4Q0DEyZnSQxqOBa5Lq9yQ+8t8ETx0M6oU0v6M+LGnS6Bi1b4Vg2tllm35aYf/Ejq/yjTwlePrOBVEuSNCVOMu9IFGmCMCVwMsurbQscU2BbWWfTUnrQsVVGijQybVwKnQ1K9AH+LSjPP1ehaXZsLEMjJISRZLWuaHUNur6g5wk6PZ1Jnr2YVjeh0dZMNySpmdD0Jb//tMXlmR77d3S551DKeNWl0y3w2hmTqcUQyw4pF2By0aZx/Yqzddszf+tD73tEaN38B0L86c4W+lMD/PrkNbRO7z5+4oRrCQOtFasthyszIXu31zmyx6JWHuLKjQozyw6PPxfyUi3Adhr8yAdW2bJBksQGpoqoFF3aXYtWL9swdT2Dnm/g+dDLZwqD3OsdJZo01RlPfBu41wM869ytdfL61VupvIoriWlK7BwEjp1lnhTshKKbgbtcDKmWPUarLV670OOf/toQZ6dG2FwTDBfXURNHUXSg4GRtftcOMc2A2dUapiEwZJrLcmubzCSRxLHBxpomjiPakYMXaPwg84N0fInbM3AsE8t0MFWF/Ztj/sVfXeanfhVePTdGksoM4IkmipO8kqcEdooTSnzLGFAw0wRTZRRNGTLrBUhymgIi/7oe4/3Ptk9Z4hSiSBCEAi8UeIHObj/3w+R329M0PVjpSRZbGi0i3rjo8Vcf6/HQ7UVGSi6e53DhmuLKTMpcvcXm8Yg9mxwarayVX1ABly+86s4e2nK3/L+RUf6nAviXvvwErVZa6C5+0RorrTC9bDPTjHnkSBuvW2FqUVMtLHPXoYgdE0PMLpksNRQLdYtvnkx55a1hHrnb59i+Lvcd7LF1o0sYuXR7Dh3Poueb9HxFz8/A3vFMOj1o97KHH0YpcZK1mt8OcDmo3plLUEoxALchs6ztNXoCjgm2leI6GtfO+HPBjSgXQqpFj5Fai+OXff7Rr9Q4PTXKRNVgtJhScQUlR1JwDAquwHWylyNr9Ye8el7Q9S0cg/wlyzh4fwghSQVRrCg6Bvcc6vDa2TK9iBw0CT3PoGMb2JaBZVo5f65yYEvKz/53S/y9X4SXz48RpZIoTfNh6bUZzMCS2FaaVe/cm2LmL3d2k9OUNRon8y7v+kuTdYLjJHNC9nxNp5dk0/l+QtfPQN4LyMbiAmj6EKYJJafDB+9vct/+Lu+6p0cSVHnq5QkuXrFZbmhmV2IWOiEHdnpMDBU4e9WmG3W4/0jAwkqRty72mP+lr1n/049/qPDaS0/0jt332J8/wG/MXGXzpo3Vz372q79gGu0HOz3J5LzBiSmT+eWEdx9d5sHbEk5eS2gFLUYqIUM1k9sPCOrdBOHG/OrXxvi1Lyv+4OmAjaMex/b3+Nj9DQyt2L5RsnHUpOvZhJFJHJt0PYvlps2NRZOVpsQPEpIkJe2bS/K6I8jkXSHEwGRkDAAOhiEwVVbJMudhimPlBis7wc3pRckNqJQ8aqU2b10J+Ee/UuPk5BjjVcVoIaXiQtERFF2DgmtQGFTvBMeOKRV8njtp0Ww51GprbfL+b5um+fR7YjA2bPDorV2eeyPFCwV+mK4DucQxJY6pMJWFUi5SphzYovmZ/26Jv/eLmpcvjhGliihJCWOd216zSm5HmbPSNEXW/VW5CUsKDNX/bBj8foOXkLXft9/tjBPwAlhtxsytRKy0Ujo+BKkmTDQdX6OcmB0TPhsJ+MT9He7al7BpVFItmHhhiU89p/jKyx6tTsS2iQizrLljW5diAZ48U+DW7XU+eFvExJDkzLUsRm+h7j948tzVX33o3R/+8Rsz15pbNu/88wX49I155uZX/t7i0tVPan+Zhabi8M6Qo7sV12bKvHSiyOMvaNq9rJPV9SImhnu8726fizMWL5waZXNZYVY0UerSqBf40gvDfP75GEnIo3f12DIS0u4GbB7t8fBtMYWyjRtVMdUQplJobaDzVnz/6vsshOw76NZ4d98xqAwyf4bSmGY2WOxYKY6V4DoxBSei6ASUCj5DlRYnLgX8/V8c4a1rGxirmowVEioFnYM7r96OxLWz6u/YMQU7JE4DOqGNMCRmv4IPOLjIvR+ZMSyKTIqWn9kFQodaH+R+Qs8y8iNRJKZSmKp/AK3m8HbNz/34Iv/zf0h5+cIGolQRJIIwSfMqLnCiFNvUWKbAUmm+eslsNctXtOzzyafy+18FN1XyvkqVeexT2lFEPQqxCyGPHfXZMhrT6cDmkZjH7krQqU0Sl4kSk0ZLsVKXGDLlOx/qMTHc5NINxfvvDhmvmbS7BbzA5INHBc12hekZk2deT1AqZPNYj3NTCVeuXf7k9qunroZR9FN/rhX8jdMzjI9v2vZ7f/ALRxqLMySRQ88DnYbs3NLh4buKxIHNtVmLlWbmkut4imbP4alXBVJobpnoNxlyLppHjwWJwosUx0+WeCFKCeIUx0n48qsJlhKULYM9YwnlooGpxEB2+5ZNZX+5zSd0jHwzpVSmvJi5CanvHnTMJOfNEa4TUCv3qBQ7vHo+5h/80ghvXtvAaEUx6iZUHE0pB3ffX94Ht2snOFZMuRhyflLz7IkilpSYRppv4tYQkwEcosQgThUP3x6xe2eXq9MuowXwQ53dQULPz6uwMlDKxJA6bxppDm2Dn/3RFX7qF1NeODuKH7kEiSSMNYU4oyy2SQZy1V+90pyiSKSRDFY4Q4p1ABc3gTwrHNlLsXerwWP3hbhuD1slbB3TFGwLP1J4vsWNeZMwMvLBE4M4ybrLmcGtwpYhzdZhzcqqwbUplcfrCZabcG0uJkh9Ngz12D1m4lgG+zalLK/McP3qy0fe+/7/fpuOrk8Jc8efPcDTYB5hlbc/8/yr/yborX50uNjgxkKBIEpBO3z6CYs7j7R599EmD4wXaHeKzC7ZrLYEnV720MJIk+rMf6zz/I441SSD6RuIkjTzc/crXGxhJFAUAp1KDJFNrRjGWlWUch24hUYafVkwA4My8qqtNJZKMc0U20yxrRjHinHskIITMFTp0ej0eP4M/OzvjnPqyggjObirrqbkCoqOGGjlmfKSZtXbygDu2gFhkuB7Do6RvWRy3cuYVUSR0xRJHKuMy6uAINR4kVgH8BTLSrBMhWlKlGFgSHMAcATcskPwsz/e4F9+OublC8PMtcr4RUk10ZRijWNq7Pw2BxRN53Ih6wC+VsEHv29OWTJrcaY4gSIMariqRJxqLk4KokTkE0Iymw6K+2Nx5ADv+8+zopYFhmYpW6vthJkVTdMPKZc8HjmacM8+hzNXbSzTJ7JNLs8G7Nre/OjlC68moXn73zp7cW7y0L6JP1uAn74wS7FQODY5efHjUfsCnVhiOzHVimCkDEXL5fRlxaXJDkf2eNyxt8udhyxanTILqzadXqbThlH2RydJ5j9OcmAnSTY2lc1NZl8H3m2ZjZG5jsS1RO511ut8zus3SzqnJzp3DWaVW6kUU6VYA3tsBm7bysE91GW54fEzv13gi6+MstKtMVqRjDo5uJ2MdxfyjaVrSwq2zit4xr0dOwRCnn7LohFZDNvc5MdG9BWJTCpMkmz4oWwr3nW0x6sXQzqRTSVKCcIsrMcKMq965qA0MmBKEyGzBg0a9m+R/Ov/sc1XXvX46V/bwMxKDa+qqFqCUpxSiMGO8qknIws0MvsbTSkGm+D+15s26n2p1Uhzr71B11fYlkLlhaW/ImXPVJPE5M9UE6fZuGC/MZUNUqR0epr5BjSCmG2berzv9oDbdpoYaZlXTxeYXooYqUlsK2TLBs1Lxycply58fOuOym+HoTf5Z1rBddIGWdpz8fwzf2N54QRRWiBOFPOrKSM1Dy1jtm0JGakVef5klSdfdnjupM/dh3o8dvs8t+5x6PlFVlsWfqCy5SsRRIkkifsVYG0Kpz83uN7masi+zJXmD0LftPOXA003oySZDJYBWxkZuE2VYJkJlhnjWBG2FVFyPZTq8dzJhF/9apnHXxwjTMuMlQUjTkZLMgmwr5PnI3B59e5z+Kx6RygV8NK5Kr1QsbGg847h2yt4vtFMs2XcMQ3uPuARpxnAvUjg99WQMItcM1Vf4jQGf7+g3+wSjFQFn3ykS8me49e+6vH8uWEWIpeeIynHmqLSGchVvg8xdL4v0TnI9WDfsiazrgE+o32ZDNjqZHRloAqhc+kzL06pzp+nHgQQxXE28+mFgpWOoBUlbNvY4bsf7nHvAUnRLDG3VOWZk4J20GSsllCtwFjZZH5FUbQjXj5+isLQnr/x6EMPvVlv9S4PVf7TkXD/SYA/+8ZVnvrms7iFysSFq5cfujpTZ+OQw2gtYmJYMbtc4cK1hIVizNYxwS27FKMrgqlFxRMvOTx/0uPO/W2+/YEOB7YrosSh1bXyVCkjG1bIl7Qkf+g3TeLkmSXrJcE+UES/AyfW9Nw+LcmCKdNB5TaNzIthmxGWFeGYIYWCj2X1+N0nFf/bb45xdXkI03YYLwmG7ISyrSnaUMwn7F0763Y6eUMo868k+UqQ0ZOVdkI3tLAMA0vqwQaT9SpKf6OZL+thbOKaPuNVj2avhBeJPG4t2yuYZpLLfEYudxoZwG/auGbOx48+0OXOg8v87G/5/M7XR6nHRXq2SdGUlFXmwbEVWAaDYQjVb/rkK19/k569lPrml3PdjPDaaqQH9CPJ7/5UUJQKgljgx4KWpwnSmP3bevzgQ03u3CMp2WUWVyucvO4wt5xlld+2W1EtmMwuKd68lAAhRdfANVZoLV986NVXrIlWq3VZ67MIcej/HsCTNKG46Y7t09cv/9LVKxfYv1nS6kmePpGyZaLH++6EXq9Au2djmyBEwviIwaZRg0vTkvMzBn/4rMtTx7s8dneLPRMtvu2BACUUQWiSJNmEDloSJ0beoZOkSTaR05+WzyIOFFHUj1lbD3IGbeesgqfrKneSgzzGUhklsa0A2/SYXIz55a8U+fwLw1xbrFEumAw5ULMTSrbOW+99cMsc3HLQFHJy7m1b2YtTLgZ87iXF5SkXxxBZx7BPo1hD+SDGIXfuRbFi/zb40J0dfvVrw3QLinKk8SONHeb7BiNFKZmpHwbrQG6uW2qzArF1RPIPvq/HkR0z/OLjQ1xbqFCPXXqmomgICjnQLamzFydXmYy8SMh1ndeBvKkzShnFmjARhLEgTCDOJ4H6wI7S7PAthMYxExKdEEQJhoz42IMd9kzEvP9YRNUtsNIY4vy1ChcnDRbrMc1u1hBbaVh0/JRWEPK+uzts32Dx6lmbyYUSBeccx+7a9kub7tn7fp12/pNU5T8K8CDQWBY889LLm+fnTu7yvRYXGkXGRnrce1Dx1JtFTl7t8d3vWqLgmoQJ7N0UUy2aLK269EKHlRYYQlL3Knz6yTJCxfzGNwLQEX6Y4loJP/rRDpuGY+I8cL5v9EkSiaXgyK4UR5l0vCKdnk0QKpI0A0y2w0+RQueKSQ5wo28wirPJHRVj2wGWCugkIT//GYtf+8o4s6tVUsNlqGIwZGkqVkohr9yFQfte5j6VnJrk2vkA3FbWvQyikMszNt3QpmbnKs46Lttf0tc3e+JEEkWKclGxY3OIYft0whKeJXAjTdAHuEryRo2R6diybwH+4zavBqOVHj/20R4ff3iBX/tKm1/+w2FWvCKecnCUQUEJXENjxzqr5jKjKkqulzX7FChbdbwIGr6gHSQU7JADu3xslZKmeXdZZ7EcSazZNBLzox/p4pgQRAqdGGwelSjDxguqLK26rLYcJhcTnj4dsdKKGSqH7Nyc0E4UtRGfH3skIghqPH3CxjB9Dm23qTebnD13ZpemsHnz1gcm0zhBKuNPB/CZhXmUWRrdOFL4TDJ23DyyocuVG1VuLLqstAy2jwqWmyV+74kCS50UnQTcecBj04YULwi5ct0ADDZUMt+GHwn8SOE3TPwE/ESwlMI//pUxdKrROs2HYTUpGp1oXCflwds9do97fO8jTSrFCl1pk6R9w36/amfANowkr+AJykiwzAjHCrHMkJYf8tIpye8+WeYPXxjGT0pYlsWwJahaKUUry9kuWGvgdmyJbUvsnJpkjaFcmcgBbplZ5/P6vOb54wXCyMQu6m/ZYPavdMDBs9SpMDIwTcWjd3b4vW92uThTxHNEFsJjaqwYzCjFDFMMQ2a6tRRIIdfCfXibxp5KCrZiQ9Xjf/7uHge2BvzOkyXeOF9h2SviGxamqXCUwJVgy1xGlX3lJwN8/9eOU2gEEsP1+IkPLrNrQ8ojRyMKTlaI+oUp1TJPMTARDBMnRp6mpVhpZPZeP1QEkUQZmiO7e0gnJAxjdo5H3LlXE0UOK80Sqw2H5YbBSDmh07M4cVlzYVbx7Lnr5s//80c/s1nXb223u8t/6gpeK9Xk5I2zx9586xuV1VkHL7S4Pq+xbI8jOwUjJZvlusPsEtTbmTGqWS9xfCHjD1VXUy5lFawf6Rvlakkck++wRbax1IJUqwHX7rsEUy24eKHIqdMJJbPBdz4scjdcmvPudI2WGEkGcCMZ0BGlIlrdiBfPCH79a2WePJEFR0rXoeQaVE1N2UopmJqCpXEt8qqdVW7XljiWgWMJHIvcoZfm4E6xzYx/Gyrg0gzMtpyssZLz27c3Tvr+mWwOMgN5nErCULGhLNizxeP0dEwvMgnyjG8rzExmppHkFKXfqAH5tsmc/svTlyGjJPOHf9ejHo/d1eCpNzv8xtfLvHG+zGqnQEtadC2FZQgsKbAlWDKr6Eqs20OQTSR94t6I73qghB+6zCxI1jeT+y9ZtpJkL1qSiwlxnH0N87jqJBFIQ1N2FXduz2ZOe77Ba2cM2l3Jagtml1MWWzG1WsAtuwK2bjSZGLbodCNefPmrFdt637Hdu458jf9IeNB/FOCz8/O2TuR/8OqzxW+8ZVKrxtyyNaLTdfjGmwH3Hl7hvv02e7aWWGlaLDUUnR4EYbbJyK7+hkoTx+kgtzoe7LhBp3rAqddsr/3de9Z9c2yTkcIojU6Pgh3l1CNZq9pGgpIxVl/NkBHLnZjnjiu++mKJLz5fYaldRDgOZsmkrKBiZpM8rklOO8C1RH6vBQdlXnGB3a/efYCr7Oc5VojWEU+fsJmadxkZEpgyHfz+UnCzUz2f9O8DPEkMvMBk2wbBo0d7fP6VkG5k4kUCx9RYcVbFg6hvdU0yDp7r1Qh5E03J7qySJvkdxwrXDviuRzzec+cqX3ihw1deLPDcqRJLrQKesPAshTINTJmB3RLZi2rLjLOPFlPaqxWefNXCtSVKrTkSb+58ioHunQw08nzTGYtB6lg2M6sARZxkilHXg6VGwkonphOG3Hmkzf0HBJenasx6MQe3d6kUFK9fWik+8oDxH1aWZw8A3p8K4Neuvonvd7lyo0elVMTvGrxxIWTHRES7q/j1r9pcmwt49GiPasViz1aTIHSoty28wMAP+pl3gjDqZ+Flaaf9nMD+DrzPS/ue7r5kZRpg24JaWTMxkqDTbKed5XbHKCPGMuOMijgRfhBzcRYm5wx+/xsVvvZGmaVGEUwHVTYpGJKSqSmpFNfUuCY4ZgZux8wyCTObqVx3i/x/1znI0wHILTMbT7s6l3L6ug2mmS/zeh2Xvbn33R/0vRkAWZzz4R0BBzd3uTBbwHMEhVhgR5rAIJf20rx699WUvgS5xlUGOnuuSqWpQRwrotjED01cN+CH3hfw4XuaPHG8yx98s8DknMOF2QJh0ya2TXylMJTESiRFlf0dJaGZW05Jk5hqOcuEzDancm2PMZAO88wVvZYJGSeZrTfLjMyKXRiBH2XB/CsdCOOIkeGQQiXkQ7f7vOu2kLmFEqYVc8f2CJnatHuZkWtq6hzLy/9xqfBPBPib52ZFGHp/45UXfmlk/7YEQ3kc3JbQ6rhML0o2lCU6cnjmtZBTVz0cK+Kewx47xjoc25+CtkkSh65n0+yYeEE/zVQMsjf6SkJfboKb2+3K6KdNxZQLWdJUqejjOj4FO6BY8DHNiCTJgmi+8YzJ1RmXZ19zmW24XJ0rgm1jFBSOMigqTVGlmYpgamyVBcfbJjmI+7fMbyMHODnnzsFtJthmVr0tFeE4IdeX4fxkAVPeLA8OKAprfvDBBFJfSUllLpeaHNzmsWesx5lrMb3YpBQJAgVWnMVCG+sALqVASHlTJR/QlEGojxhsZrP8GIMoMQlMi7Ib8gPvDXjgSJvZRptnXre4dsPm6yeKzNUdYt8iNixC1yTRWfa4IVOSJKLZTXCsNfPWQFZcT8X0uo513sSLYk0QZ0cf1ruCdgChjpEi5M4DHlvHE+4/HOEoiw2VAjOLG1hclchE8MIJh4YfcXBbwNUZRfHsmyN//Uf+6t9Ig6mfk/Y2/V8E8JdefJ40ST558WqnaEmHU9cEU0sR9xyss3eHyfYJiyh0OHfN4uqcwXIz5Y++meA6IV/ZFJGkCQ8eafDIrYKhSoF2z8H3TYL+iQrJenCLnMxkO3dDamSeOGWaCa6VUHRDCm5AqdCjWu6REjA5qzkzKfnGay5nJm3OXXNoBzZBaINpYZRNbENQMKCgUtx1OrCt+j6Nvm0284XbOS2xLCPLNzTXwG3n4LbMrBtqqaxhpNOQxbok0DZKZTOjap2F4I8zL2VRDWKNRuR6uEAxOhQiDZ9uZNJTIlM6ojXDWNbsWt95XC+0y8H4nk7lWiVfF4xkJsYgfqIXWIzXQrZuiLhjZ0gv9Piha23OTCm+8VqB09ddrs2UqKcuXtGkFRpUPU3VTnHNJG++rXVs+y/y+r8zvenECYEXwqovsN2AR441eeBIRBopdk0IXMsiicustgu8eNLmzLWEKO3hxwnFQsz7bk0YLRvZKpk2iudOH/+kYRg/919UwT/92a/TareMt06fFtdveGzbKHj/XUWmFyqcuhiz0IwpuyH7t5iMDbm4tqTrpbRz7/bCnKblpZy5WuKZU3V++q+usHmsQNe3iWI1COdZH8pDDm4psu6jYyVYKlMokjQiSiJsM2ByMeEzv2/hxQXeOm9z9YbFctciiC1QFhgKo2xgSYFrQMHQOAZZnJmRG4+MrGpbpsiDO9eBOw/uzP4NtkWummQtc1OlOSXKfjfXCVlqJHzj5RKtjk2tIlAyXeu0ypvBfRPI03UbwlQSBAYjwwaP3ePzxBse060inikzmqLAjDVm1AdUrrHLJJMLWZ91Igc/I9Vq3c/IpdfEIFEGsWkQJYooMjMp1YwpmBH3H465+0DExx5scOlGm5Pn6/Rik995qsL0cgEdmSz2LHRi4ChwFLimzrMQbw4W6q8oic5W7iCBZgDVSod/9IOLHNpaIIpqtDsOK3WTTk/R6mZhoe2uoFqO2L8zpOxIllZLLC1Jjp/RHNi5wvaJlFb9rNi46Q7jytlvxLsPvec/D+ACqJbLP3/3weVbto9KLCumWmpQq5kMFw0uTRept4oYUjA0LNgwpAjjzFAVhJogyKZvppYs3roU4ScLDA13qQQWcWqQpkY2zLo+mEekCJlxzLavOX7eoNmFUjHljUuKx18uECRVgshgYdEiRRKmkpRM15J2xkdtKXClxjE0tgG2obENnXnAVa75qrXKbfXnMgfgNvIZTTGo3paZYll9g1YyqN6WFWEYIc+8afD5V0oYlsrktpv4959cwftaeMbDJVFi4PsmH77X44svtfmdpyt0Y4dizsPNPg+PGAwN96eFhJADEpz9KLmO668DeJpV8lhlldxUBrGhUCohimKUYWHIBEMllO2EO3drbt+pQUR85N5VgmiFWMOXX3Z546JDqSBodBWnzrl0fJXNnor1hDx75XQmppOmKUkcsH2syR27JacubmRqwcYPwA9FjqGUKE5AQ6VkMDldY7WluTwbMVTpkRgG56aLXJnWGHb3lh//vsrPa/ix/6wK7nltHKdU/t3f/+K+V04XjS2jHZorBU5dBi1C7r+lxSN3dAiCEl6gkDLbGcaxJIwlYZjLQFpwr4j5trTJL3/Jod1TgJHTkbUWfL/B12+GGErS9hSvn3Xptk2kJfMgH2Mw9uW4WWaeymPHhBCYQmNJsGWKJcHKp+ctYy2jLwO5yAGeDR5bSg4Gj9eDO6vwua3W7FfwZN0dY6sIrUNmVyzCwMGuSKy87W3krrybupjrNmD99voayLOIhjAyqZUMtoyEWMLHi228WOCq7GjAvocka2ql+bBC394qBz8r+xkyl+zSdSH4fWl2jRrFRoJKktzMlWarQ5TnpvR/11RSdrKATyFTfvQDCT/2wQDbimh2Na+eVXT8/pRQuu6lXhssFPkOWIiElgf/629NEHYlQkcDnh7GmdswSvK1yBDZQHYScfvemPsPStCK+VVJsxtz6w5hNDvevtvv/nC52ey1q9XCfxzgKyt1lGr93OT05CPNbgstNVvGety+QVMrWliWYra+xIVpH883OLwz5vDOJOd0ijjO4tOUofHDgNOTAV96ZZzl1SKGMvLlK+fcA3Bn1c7Ks0ssAwqmpjZM3kbOjFPkpp4gIfNr5Bo66MERJGY+a2gaaxWvD25TZapMdvQeA3BnY11GFuppCSzFwGKaVfC8iqsUK++OmmaEbUfcWEn5rSeKoKxcXlvX4LkJfOv5ybrItDwkNANbFj8XRibf/5jHF57zOLdYopuYFGKRv7Ri4B0xJIj8TJ7Bz1r/wfZXilSuM3j173TghVHKwExyqTX38GTg1qQ667QGYfZ8E529pUa+2iojyyw8tj9rrGUvXZJTtDTvhubRFLmd2VQxC42IE5d9Lt5o4/sWyujz9Gy+NE5SjuwOObgzoeNrrtyAVqfGk8dtRsodSgXBpnHw4pCZG9ceGd8893Npmvz1/2QF/8rXnkYKaa2sTvPwrZobCy4Xr6dYyse2EzqBxfW5TVyZMYhizfbNEds3J1njJk5J4iyYxjCg5blcvD6KYVhsHSHbfPVdf+uHE0R/8l0Ppm/WT+EYhsDIn1kUZ9NCTQ+MMOuwDcJ95FqFG7wYinU5KP2qvTZVvwZwOaAttqUHI22Wla4Lzokx8+ptqQgpQ6YWBMttB6EUtuQmeiLftlKv69QPqMNNwMuVjjA2GS4HbBv3uLAQ4CUKPwE7EZiJxozzzyVm0OxaGzUz1r1NYtCIyZJ2c2n2bUBXSUpiCJSSJEZKLLNGGmTNGs+3aHVtWl2TKM7+ir7K1U/oVUaaSaPrMleMvJLL3ErRFxCUSig4If/sr3icub5EyxcYhiZNDZJYEkWCOBLs2azZNZFFYlyeNbkyG9D1oWAZKGFwY9HixMWIB47eQL3xDSvV39rv+RaAv3JyEoFgtZ0y33A5vK3Dh3bDUsNlftmk3ZZsraVsrWWST9d3WZrJmhBhLmVFqSbVAtMQbB/RuCodONfkupGy9QDv+5H7HuXBBHw+P6iMTBZLU02jE9OdTtCagXfClP2o4PwIj0GwfeZ7tgyRgf0mcMvsq9UHen/zmYO7P/2j0gFFMVV20JNlRcREfOUll8VlF7NiYPWpidQ3Kyjr2Oigguub+fH6po8fZAm2H7ivy0unfNqxQ08p3DglzNvpa8aotUEPIVLWJof6G821YKRMOswzVdI1Dd5UIgN4mhvUjBRDpwOAxglMzStWmopUZ7RroOiovKj0hyjkmidIDqb2b/53/2dYZsxENWbbSHbeUhxnUnIQZS39lbpiatYYvFRKa9rNlIurCQutlF3jLR44qBl2E2RyBaH1fxzgTz31FAW3eP+Tzz1+pzHfRglJvWEQBZJyKeKBW2Gp7tLxspO4/KDvWdZrG8woHRyL3X+jpBT5g1/Tb/tLapZbItbmJ423xztklMHMwVcqxARxyPFpTTu0qDnpwPppKj1wxvUN/UrlOSj5/5f64wDe33D2ebfq0xKd8+2bveSWGWGZIQutlBNXXFAWKqcn/fb8oILztv0WuYSXx8wNQuj1Gi+OE4MoMjm6O2C46tFqFOjFBgUDzDijWUaisztaD/B8sz74QXmE9Pq0qjSjHakSOdCzF8s0JEmakKqsE2oC0tQUnZBu4PH8aUUUZCN7GcXLhpnNdc8pW22zz38tbGnNt79G3freoTU7RnY2Z+6/CcAPyTzxoSYINF6YHdGy1EzYsy1i72aTimvS9DReEhJLfeeBg992/0svvOfF+x54+I8HeLcX4gf6gxtryW0i8AnCIottSamUcni7x/aJgEO7oOfbdD2XZsfKZJ2eyrNM8qwMPwN+HKfrbK1rrfe1Kr421W0MKnUer9ZXPQbDwQlFN2bjSI+YVcIvV+jFNiMiA3dWadcBuw/yHOBK9UEuB8O3WfXOObdiwLf7kmBWsdfAbQ7ciVmu9eMv2Lx0poS0FZYUWf72wEG4Pp+lj++3dzNF7sHpV3GZZwAaeL7JPYc8PvRAh19+vESY2HQTiZNogjhfqdavGCJFSJlX8fU/6k+q5NnRLomhs9VDpZhpf0Oa+SxUXmWl0ebE1SJJpNhUSyna5KoT+ed48zCzyi29awUt88wMtPJ+BovODqyNc8+NF6R4fpwnfGVUtOVDvafpBTF+GGEZEGJwz4EeJTdluemyuigIhXPbYdH5oBTRi39sBZ+fm6NSLj722S8+9X3XJpsEYYHXLktWurB1KASd8sp5SZRCK4BOt8NjdwZsHTPZ6yqi2KbecllqWLQ6Bm3PIAgNkmStBf92atIfCDYGxvs0Gw7uV1CVGZqyafWIkVqPSrHJbz8FS02Hkrn2Ijjm2iZSDUDer+J9gN8M7ixO4W2VO5/ZtPLxNlP1Bw7idXdESMQfPF0m0TbGoHu5vkr1N5dioGzcxMHz04h132iWe+CzEH+DJFEITL7rXT1++ysBzTTCSxy8RGDGDKq4lBoZi3yaKc3lwrdzUblOmhTrQC5IjMwTZKaCxEgH87KQ5Tl6gclYRXLfLav83pOK1Z7DeDkzqDlWf/OdqVNK5elhcp1vPT9ct7+K91ft/ocRJ5owSul6Ka1eylITVjuaME1wizHbx3t84rGAZsck8CFJM4fqfYdiNgwJWu0Wr5yrkIZNkqj1ffsOvuvZhfn5J8Y3brwZ4IuNkG6ods/WW7uaXovtG1zutwT1lkMSO0zOaPwgO5Gr2UtZ6SScuBRjGAEffbDLUNFnY7XB0f0W0/PDLNUden42qTP4mPubj76p3lgbClZ5pFg2GJxVTMeKcZ2Igh1QKna5Nh/ym0/Z/Mrj41ipzUhpzQE4SG/K29imWjsacBB2kwNbGWJNSRnIgdnEffbzdV651zaYal31ts2QE1ckl+cctGFiSIklU5QgG7oYUJT1MujNHLx/p3ptemlNr85AHsUmuyYiDu7s8soll8iw8GKBI8FMNCoWGKI/6CGQcc7DkQhSbv6RYl0VFwNqtHZuqCY21vYC/dBN2dUMV0r8re9oMVSc5UuvVbgyW8WxTSo2lKy8O2xmVDErKGmeaCAGq/NN43BybcMdJ+AHKYtNmFyNObi7y85dEcOlkG97IMbAoWAVWGkWaHZMup7ED2BqVnB1OmW1E1PvSobLixhycVe50NsdGt4T31LBy/YSluFwy/Yu4bJDog32bo9Ik5DRCqSpSatj0uyYLDcEs0sJ00sxK22b3/96mShOqJYi3nMs5NFbPYZyM45O10bLBiNRxhoH689LKiO5ief2h4Gb3YhWEPGLX3N5/NUNTC9UKCrFxlKaHbpki0FXsl+t3x72o4ws9GYQ2ZaH/2RxZnowad6Pk+gPJ5s5uC2VNXayqaAITcRnny6wuuoibJXZS8W6jd/bPSj9D/kmHZxBtVzv4x5o06lBFClGhiTf+WiHE1fKBIlDz7Bwk4yLK6Fz9Ykc3P21Is01cb2umsu1iOTBi6VzDp4BXRmQJMZgfDDtV31KDJUkP/HxDh+5f4Wvvdbkd5+u0AsKzC47uJakaMqsY5wPNmfKVZpV9P6K3Z/eX/f5pDrj27HUfPKxHh865lMpKKKwRJxYrDRdzixYzCzBSiOl0dU0eykQMlqNCRPJxuGERsPgxZMRsryC7/vfSlHas3+AZUrCZo96S3FlyWS5LfF6PT58TwenYNL14OiuhFv2urx1sYJtmmzoJoSxzsbNsJmflVypCbZPxFRL4QDIMm8gZPy6/31eGY0EpTILbBDFGCrk8qzglXMm3zhR4o1LFaLYwTUMNhY0VTelaOfgtsRAIVlz2WXfSymy5VKtVXAr905YZv/owD5/15iDVnyaf5/cdCsjm9w5NwWfebJEIC0MaeTdy5szWd7ewXx7t3597t/NPDzn4olBnCjsRPGd7/X59a/1OHXNJTJMelJiJZksp6RAJjcPXmdxD+uSG/PNvn7buUWpFqh+skGfO0tNGBuE+ZhgFGVfg1BRLthsHPL40Q97/MgHVzhxeYVvvmnx+rkCV2YKdKWF1zFRUmIZ2SCF1Ve2DD343lhH5/pq176NJjuGRphb1Mz2N51RllF+cTrizWsB48NdbtkT0ehZ1AoRHzoW0eq6rDQV12cVL7w+xZdf+CJyHUVTAK+cXGLzkdHCE5/+hR0XL19i16YGR3ZbtDpFmu0yM0slri/CSivgrQsho1UDV6VUXItKyRhMX1sKqiUYrkS4djblkp1eFucASdBkIZGGzJb8lJTzU9kZ87GGTz9V5Op8hUbbYWq2gGsZlJ0sMrlkZ1M3/aB6y8qphtFXZsS6By1zZWZt42O+HdyDjWx/MDmjSGowItaf6YzzO8IwQy7PKjph7nuRcqCefEt7nj+maw038WH9di08n8ZZa/woiqZg3yafU5dDktTGSy2cRGBKkak2OVWJ+lV8EIWcDjaZ2fEk6/m4yDrB/eiIBGLZTwbL/jtfCTxTZrHMgaLnK9o9i4JToGCH3LXX5+FbfK7Pt2h061xfEPzuN4tEWuFHikuTDu3IzDa/UqIjidDZimoaULAyD0vFSWm0Et66KKgUDSyzH0KUFasDO1KOHgwZq2kmhkyW6y6T8zW+8JxBsxPT8mIcO2b/5pCNm6s7fvRHfrzAr/5gT4gtGcBlcpUb5+ff65bcv9dqt5hdKtOJBXfs67F3J9SGLLZsMOl0i9TbBRBQK0nGhiRFpx+qkwXg1MohIxWfSqlHqdDDNEOmFlLCJAPLXF3yxKsWaSJRpkUvVnz+hSLLLRtLKdAmppSULdg1kmYc20xx7cw/4g6MUGsy3+Cg03UGn8GGtg/uvmar1sCdAXgtFMhcT0/WV28jn+u0QuqdlH/3RyVWPQdhm4Ppl74a1FeI1oP8T7oG00tp/1SF9RU8U1TiWFEuKH7iEx2eOlFmNbAIpcKTEmswQ6lv1sMROT3JZMO183j6lTw7x2gweWOsTe2gxcBV0N/LdK21wwEcy8R1ElwrxrULOFZE2Y0Yr4Uc3h7yoWMhltWh3kn5wgtWZi8wNWFq8M1XXBZWTQxl4CWKq/MOpqGoWZKmB/VOTLWY4PT3VErgOpI0NRkRVebm4ewlScfzqXd8FlqC8aGQh29N8UObRq/LxET5783Pnnyx53lfGFTwEftlTGWRDE9xcHvEq5dK1DuaZ9+yMURKmGgOb0k4uNMkTrPZPddOKBcDauUoS4eyIiwV4UUhhhEwtRxzdiqbsP7cs2WWWhaGkvR8xdSshUIhpUQqQcmBzRWBbejc0prkLr98yMDMJmosS2QebbNfvTNeLfvhM4kmzieExDoZUr0N3P0Is/6m0lTpANz9lWZtIj8Dt2lEWFbI7z9tcvaqC9JESondt8aKt3Vo+1VbiJs3mG8H9/qGz7pxszSv5FGiiGOTw7t6fPSBNr/+NYdU2XjSwpZi0PQxpCAS/Qjkb63kYn0lRwJpBnRDIHV++kSaB/fkwaZSZPsY0xRZCKgts+EQ28CxVT74kWT+eKvfI8hWZttK+P73ZJhQKgYSPnxnh16gMVXCcjs7DCxIFWevF5hfcfDaJleWDCwjM7o5JgyVYmaXE1wrK1JxAgd2dDm6PyFMTKQAU2TS9ImLcLkxzclJTRCEaxTF8zaQmDb1ZodWd5n7DnUwhKDRsYljhTI0m8YStmxYzU8viHCtEC9KeOOCJE41jpMQpykvn7G4segyUzc5fb2A0ApTGIMBWVvBrrF8EyLzUwf65iiV+Sws1ZfvBHbfI2LL3AjVHx/L1A+Vn/QQxiJrPoVZhw7Wmg7K+BMqt7Gmlqzd6zl3Vr1NlaVWNVopX3qmxErLBidXT4S+iVP+cRQFIb6lk7lGVd4m2/Ulw1SSJn01RVErG3zkkR5ffMlntWsTGgovkbk8KXL1RtwUhCTW/7C305X8e5E3nYQQJInGDxP8ICGKs66oYWSGtPUTTtkwiF7nk08yqmclgxVQrculMWQW3eFaCdVC5lfZNBxz9IciEB5np3zm6oLJRZOXzzgkSfa840Ty5gWLMJA4poGpJK4lafolbixlq0sQQ72X7eMqBc3GapHh4hChGWQAf+XEJVR1aPtrx1/7ySefWebarMHuiYCRmmSlE+IHEegE81qKaWmU2ZffTFqeyYtv2USxxFICQXa2TBhk8Qo7atk8n6V0ZsGUmYy2JhuRKylrUt5a40Dk5qeMiqwN/TJIlLKt7MM0DE0QGcwvm/T8jNMOPC7rzqI3v4WWpOu+rt1KrW/qxCgj61xenxRcmnJIsREyU0/63NtYV7nXAizXpaGsP5eSNa15rdO4vmW/pqikabbZRCv2bwvZtdFn9YKLTqysiicZTVHrVJy+atXnGn1XYB/YYh11EfmmNEuXhZ6fslhPiKLMwGUqgW2KfD71baN8Zn/aSeZ9BGPw2fZl34F3ve9+FHrwfX/fs2koZu9EiL8n5r23RgiZrahBrHn+pEW7JwfqmGlqymaCZaSkqaLtOax0LDYORWwdifHia9x6+66f3H/4/rd+9DvPTyrHjgF/fHQofGzPxnlGi1XaXZd6HRptaHYien5MGEOi5eCgp/5XO80GC/py1dhoFg/Wt3KuN1WtRYGttegz006+g8+bMWYe2G6bOS0xwbH7Od7rsrztmFIhpFz0WGnBmxdH6fas/KXINylG3xTEYBPZB7Vl6rXNpZGlX/Xlyv6Efqb0xBhGzFdeKXJ5xQVrjZ6Yg27izcqJ4FvjIv44mpJ+y4az39G8mYuHoWLnSMgH7unx+rkCpBZxknFxM8mjHpJ1eSaC/HCptdUji3rLdXKRdRT7xxuaCsoW2GbMa5d7LLQchlxBzcnzF600Xzn7YF8bDsmOSBH5nkiv+7x13tFck4iFWAsXyv67fioCuTU5o4dJmB3c+8CB/pGQA92JNNWEsaTnKayWidAGkQ9vXU6YXKyzYVv42PaON97uRZOq6kpKRcGMsJiaLzBUhVv3BYSJZqQEvm8zu+zQ6mZBQIOAzIRBhsngEtnCJwYPO2N+A1ss6zZfYs2XkoFQDnRsS/WNT+syvHNgF+w8x9vNgB3EXR5/XfCN48P4zZQtozGGVNimgbyJnqzn3HoN3IOqve57I+9cGhn3dgsBr1yUfOGZIp5vQUGhZOZBX09N3r7BZD1N+eMAztv499skw/W6eBQrKiXFxx72+dpLPV67aKGLCi+xsXKrsCGyotG3pa45w/u7b5EFduZtfSk1qcw2A8qASlFzeFfMvl0NnnwLvvZ6jcXVAiOOznoOVprHaqTrfPP5Zj8P2e8Xqb4vZZAjuW5fMojc422x1zetPjf3C/rhnlGc6eatrmZ+NcELQ4bLPlFisHWDYMeYRRzbLLUsvJ6FujQbUikFnJ6KOTcr2OhLrs1ZrHRiDmztcHhXj4dvt1lpFOh42QFHfn5OSxRnoYr9oEzNn3ytvQfipj9q0O3qA9Hot+nTdeDO0luzgPqQctGnVOhwbSHkZ36rwjMnRxgrWewcyX9QvtyqdfRkEDrZr9zrAjmVSjOlZFCx8+qtYiwrJAoTvvZygXPTBTBNhDRyUOVd2XWbSyHfxsH7f/V6RWV91c6nXfS6Tma6PkBnnVwYhooDW2Ped1+Xk5MuQWyRSBMvNbCSHEzJ+kO69LpXaQ3kWd5gPh5oZJHW/eIDisPbijx86wqP3XGDn/2tIS7O1SjaJiOOpuxoCkFe0U1y306/M9xvquXS7GAwei3Qc/D3f8tJQOtf/L50mvlUojgdRC4HYXaaxFInZc/2Hsf2JezfLFluShARZbvD3i0dJoa6BG4H9ftf/gJKGazUuxzc4fPIoS43lktZGI1f5dTlVY7smuGWfVn+oOdbRJFJEGVGKz+Qg3zoNWVA3LT8puu7YoMB4+y0rjUPuM59KOlgTMyx8lhiK6vYpUKAa3eZXAz59ScUn/rGBK12mdGCZKKsKbsC0+zLglnzZ2B7HcxU6psqtepTk7yKDxpPRsa9bSvkzJTgiZcK9DwLiiZSiIG3fU0e/GO6mAMvyrolbsDD+23N3Fn4x9hn13JNjMG0T6kU8r57A774nM/JazYoCz+VWDkXNwQYyRpNWW/vykYP1vh4ZnsVJHkgUxgJml0Tu15CCLjvQIvf+qllfuupFl94eZgrc2WqvqLqaCp2pmE7ZoqTuzEzL1A6MFv1m21CrA3SkbsoE52pXTolSzHrWxcGVTuLW/YjQdvT+LEmSHV28p6vGRnucfuelKXlEZ5aCElSgxurBvcc6DB29SmmbryBThPUvVtbCCmJxkKabZfTVyTzTcnmjRHvvbvNqWshv/1NB2ko4jjF93sc3R3zwGHB1g0OQWjjR4ogzHwn3+JvTkWeBy4zWpOuHTk6CHrsRx2bfR9KlhjV96JUij6u08MLfF67DP/wl0c4PzlMqWCyuaQZKaYMlQQlN9Nq16Ie1sbN1g8Nq3W7/Jv/vY5751M7sU54/EWX58+42XStNPJQnLxN/nZr7Pp7/T/+hFVtcPcLQ7o2jJzofq7JGhcPfJOHDvf4wP09zk45xLGJlga+UFhJvtkUGR8XCFB6LU1L60Hx0f0qLrMYCjOU9HyB3TUwDQtBiSg2GK5Y/P1Ptvj4A7P81K9UOHWlyvVGkYqlqLmakqkp9CefVF8JI/PxrzukALH2Iicp67JS8pG9PB9H64yGBFGWSOvHGtsNuP/WDrfujuh5kiROscyQU9dKnLkU8K47YPdYSq1icWNhAzeesDAMA41EPf66QZwaVNyAO3d3OLzBYLRuEUSaNy6EfPbZGo2mjWNlXuIgTnnpVMw3T7T4Hz+xzKZhRSosxoYERTdbajNgG4ShSddX+KFJEBpE8bq4CPoBP/1NyVr30DKzlnipEFBwPLpBwDOnBF94scxXjw/R6xbZNCQYdlOqrqZSEFSKklLByMPpRX4kYD/eOAN4H8zGuumTwcm/62LflBFjGJkc+tak5DNPlwAr076FMehcqn6i7dutsQPtu79aiXW1u1/JvnW6p+8LH9yJIDXk4POM87gHnSq+610e33jZ541rNhgRkTTwU4GZgpH2+a6GWJAaDKZ5+mliaZoL3/0X1BAYhoFhSIRUgMhPgjPoBhbbRzv84t/s8s03u3zhpQKvnqsx2ShQNhUVV2YJYQPL8rpI5sFnkYE7TjRRIvAj6EWSbpCl6GY0N6voTiGlUkrxdMrW8R4/8bEuB7a46LSEH1ikqcCxY27ZEfJHKiSMXM5NSmbqMFoNeffRlPGhlCBKUfu3a4RMiAKDs9cqnNYSQ0raHQEUObJJUNydvZWQvX1hnPL6tZR/9qmQ4VIKWnDs1ojb9sWkcbb0hJFBxYXDOzSGyPzjXc8iio28imdL9E2zfSrBsbMYYtfyqHdDnj4p+dKLRb7w6jDtbpGqa7C9llJ1EkoOlF1BqSApFxVFV1F0JSU3O8y14CYUnLwJkdMSYxDpkN1Krs0hKtk/yz3TvqMk5tnXXE5fyZQTZLa5tER/9O5tGyQpvkVJeTs9WaMoa98MBiC0uJmmrOtsZrp4NgEfhCaHdvk8dKzH2WkXLzFJpcIXJlYKKsk96flnnJL1BqTMLLaxzICevUi5b0PEmSDw/2fuv8MsS6/6Xvyz9353DidV7qrO02lyDgqjLISQBEIBE0w2Bgd+/mGDMb6+YAPXmCwwGCMhUA4jzSiNNDnn3Lmnc67qrnjyzvePd+9zTo+EMcnPrec5T1VLM1XT3Wuvs9Z3fQOSjprnStFhVamyiQQ13+IDb+jwzhvafOv5Dl97yuWZAwGnll1soeM7Kq4OlpYNvRlVisFIfr8oVVnrq7SiFEXrceWmLoGdkcSyfedJzq7tMbddFaLmCTU/IYsmuP+ZGeJYJUnln6TQwLUzbrksISej2c25YkOfJMmZX1RZWAFyBRGYoXz70BIckRJ4CVdsirCEQhhrhUfgkDWkqTkVr4v/RMgff6lOGOpYOrx8IiNw8+IvSubxBH7Mddu7bJ7o8YE39mlUbcLIIEnlmVhq9LLCBTbBs0NQQk5dSDkyr/DFhwMe31flwpKHb2tsqOWysE2ZdFYGQrm2wHM0WehOjmvLpGLXSnCspCjwBE2Tb8tlcQ3hqqzwOMzQtESad+oxR+cVPnGPRxjL2VtRpeHMELHIB7Dcay0iFF4zs3wHCOW118yBCCIbKfT8O8ziiY5rxfzIO3rc/XiPV88boOkkmSDMFInPZ3L5JRsKs+WyK5d6M4WouPxmeVbMwEnxzMkUuzQT0qA/lg64USRodw0qnsWH39ThTVe3eXp/mzsecThy3uXEvM9KbmJZKrZgcCdQi58eZQrtCCy7x4+8dYktE9JNtuoKolgb/L4rnko9MDAMjW6s8odfzLnr4ZCKLQZEMoXhn30c5+h6ys5NyHBeW8O2BGmWI37hZz8wcerUvl956pnHWVkVmEbOuQt9UlKaPZ1eqg3O33kmlzSUlKcP2NR9k8q4VMAriAFCkueQCej1bO55wqfXb7Np6jTvuS2m3bVIU634w86L6I+InIi9J+Cux0wefiHgfMvn1JKHb2isq+ZUrAzPyIqcHAXXVHFsFccWuLZWdHKZL+/aKZ6T4NoxjhlhmTGGSFDUnCyT/iNpqkLxkEmH2gxVLayXtYQoT7jrYYdXjhaztyIvl6ZSEqteq55/7Yn+0rl8AKUMunY5Fw+PPSVUWNoQ51k2KO4sVUk1efhJM42wp3PNlh7f96YOH/mcRS/TyTOdKBOyaFX5vUpSYZyp9FOIcyk8cESOo2ckCWSp/LuVD1oi7auzwqApUQokQxZ6GAv6kaDdM6m4Pd53W4+bd3ZZard46KUV7njUY8+xgHZmohkaQldRFenRkmQ5WT/kbddd4D/8QJ92a4zlps3K2tDvXVWg25MeiJaZ4Nt9bt3Zp9NfJENDiNF3NUgT6PUgSU06kUOc5Zxb6rFr57W/smXzrp8WTzy3UFldyd959KRLO1TZPNvl5AWPvUd0eiFF9qI0Y5EpaRKlMFSV7RMyBcHUR7MXi7dqJH7ZDWGxo2OZGaYekttSYCq0HN2MOX4OFk4p3Pm4wwMv+Bw559NPbHxLY31FGtK7RoYzYkgvg6BUHEuOJK6j4NkZvp3hOwmeE+M5xQxv9wmcLrYdoig5vb7J8pqUu+V5gdPDyMKVYIiII+cVPv+QC6oBqjECDQ4XuW/Db4tJZBT7HrXGGB1RXjuvlGSrfESMUHbwPFdI8xHIUBUkmk6exnzozT2+8mifg2dN0BLSXJDk5VAg/zszoJfAYiclDUMUVUUYBq6tUis8SJIsJ80zOaOX83qqSYP+VNJno1ghiqVSK4wEvVDHsSwqbp/peo+dc33edeMiD7y4xlcfdzi7ZHP8rOTM56oCZGhJRBRmvLC/zsXlCbp92blL0GGg7tJlQoRrO1TckA+/MULTUrJcIYwE/VDINLdE6oP3HI9YXG2xZVJncUVh3Ou/08zOVETFPYeSLLF+apHjFyzml6AXCabqNnVfdrg0hdV2ztJqShjLrdsxKZh98pqli5KOWkJEkm9imxm7NodcvgVULUE3YuJI4ZmDgvtfMHlin8PxUx4Xew5hZuEbGmOelES5erEoGsolnt2OpWKXxW3nsrgd2bU9J8Z3QgK3T8VrY1ltnj4AD+12CBOTnbMJr9sO/VAvIkBkKZQFLrSUTE24+0mHg0cd0OVyqSmS96Er+WtUO5eiJq/9PAKQfRuCMpi/CxDvUnz8UjRKGyh9VFJVI00E/chgx+Ye776tw7Ev2ESZSZ5npKgFG1AufaoCYZ7z/dctc+VcizjNeHC3yRP76vR0lzBVpFd7ESAlFUZJIYjQhm5YqQwMkyOLShRLbL4f6dhdE8/us3Gyz0+8K+SDb17l6JkVntpvcN8LDs8eMklDOWY99HKdhUWXK9blWGY6cgsZQry6rmLqGpYJjmniWAUlI1JYXFVYbcmHUFEUan6Ga8bojYxO3OfIko630iZRBSKKK6y0Uk4u+GxZl+IYAlWFireK50SoaspTew2SPMCzTbI8H0i+TEMyvgyjEOuKTH5daCkdKyHw+ozX1kjylPue0zhwSucT97gsLJmstBwixUYRJq6hMmbkeHrB+dbzoVf3IEZkGMDqWgquleM5Ga6d4jsJvhMVDMcupt5m74mQzz7s8rVnx0hih5qhcHQ2I+8J5iZzfCdCVeVbc7kP6HrMqQWVP/lKQF8zQTNRVel5YpZCX/XS+fsSYcMlVFnlr0MIh837EguJv4Yr/po5PEnlw6gmBpaW8s/f2+POR/scu2CRi5Q8l6d4XZNYtWfBVVt03n1rlZ0bNFynyw+9vc09z3f45MM1dh9r0E90JtKsKPCsKO7yal2kNKQKcawRx6rM6Ik1wkjFLubzMBJYholjhfhWyM07+9x6RciPv6vL/IrCJ++xOXDS5IWDNV5dyGh1Y+q2DBwwSzu90rum9KsxJJPR0GUAV5YpqNoay50uT+7TURSBYwl810SoAteK2TSeUnd1DM1G7D+hsnARzi7GTDYyVtZyFlZVkqxYupSMp/fmeFbK9dsUqoGCbWSYZirjPPQUxx4mjekFbzqMYzphQpSH/O6XdE7M17nvKY04Uok1nVyzUHQLSwiqBvh6mbIgzS7LpIXSzti21EEAq2OBa2VF904Gxe25IVW/g2c3+erTGf/pY+Mst2pUPMFskDMR5ExWDFZbBhVPUjvtTM6HqiJn726Y8rGvu5xbdECYoOromsyzGbWFUF6zQ16qoP8O/+dfU9RDPFwpjj7K4NgxtHoY6eapnGkTVUh1epwyM5bwU+9p8V8/ZdNMbVIhyIvxxNTBd1QqjsbCkoel64xVbeqByYff3OS7bl7gl/8i5K7Hp0gzsxhTSjgxIyszLrN8kIgXJ9LzPY7T4muNONaIiqiSOBGEsY5l6tiGQdXrM1EN+a1/0SKKOnzzyZAj86t89sEqLUzmV3XSSMPWJSXWEpJ/5FppcS0dmqNWPcENu+DmIGG8ASipRAFTweKKShwpzI7nbNsArqcgrtgSs22mzxXTIZ1+hfnQJgp1VlsSO7UMhZt2wEQNJusx9SDGdyNcq0gs02NWOxmqFoMSs/uYxlJL4cApwSMvV4DSHxyq/ior3YwotVENG09o1IwM35DHAknqYeDTLeNDRgKgLAXHynEtiZS4doJvS8JV4PapBh0ca42vPAX/4WPTNDtVJisK425G3YNGoFLxNIQ29M6WaIrs3pYV86l7df78y1XC3EbRLAxNxdPyS2Rpyl/zYuTr14oeXstHGV5889d0bkaOMeUIU+LiKqmSo6Ri4FuqIPH8n/6+HodPN/n4tzwS3SAdCD9koSdpzmpLxTLMwodEZnSO1zT+nx9vQpZy1xOTJJlDnJWeKbLIS0u1spsnibxeR4lGlKpESSY7eilzK+Ih01QjSzXSTCG3IAsV1jqCN17pc/1Wg++6ro+irvHobpX9pwwWmjr7jpr0Yg0lEbQvapgCbF3FNcG3EupeRrvnMFHzqPkycSPPclbaOYsJLK7p3Pl4zmIK66ZB9MOcpRWV+592uNDM+fDbFnnDtRYXlq1i3gLTSPGcmMDr4zs9zixmnDgt/3dVZHzpUZmYpagur560WVk1qLoaDTenYkMwoRIECa+/YZWPfcPgyf0BdlHcFTPDNWQsn2NQBD1J3q9VpptZKo4pi9uxMhw7w7OKZdKW3JRa0EY3Wtz1tMZ//Isp2t0q0wGMORk1F6qulEM5toZRRoGrw7nbNGJWmgl3PRKwmjgoho0lNDwtxy78DoeytPzbRo/XNuwhkUgZFv9rF8vRseQ74OOjcCJFkSeZNij4vAh+Ushx7ZTvvb3DXU93aPYtolQjLYlKeU4cZ3R6OWttFaHppakbWS6VWb/+Yy1U5vnKkxOcabuFbG44qiTFuJIU+tskHc7laQJJUgYbKKSJOgimkmnVGZ4T8eJhjT//ao03Xj5JxbUJvITAjXj7NX0+9MYui80Oh053ULScxSbc9aiNomnousq5izqHLugETZWTKzGBreLoSpH5AwtrGevX9fknb4k5Ow9OJSUwUsRELUYnYrwW0gpVfG8V1UgxbIc0VHjwBYskkxwPXc/QdcHLh3X2HjUxhIYQGr2ehq4oOIbChAOXbclxzRzf1gg8jbGqyuWbc67ervGNx1NUVDyRE5g5ngmuKXWWTpFqZpkqtqFJPNVUsU1kYVs5riUNgGRxh3hOn4l6i70nenztcZNPPjpJu+MzHUDDzqg4ELgKvqvhOQLHUrDMUVMfmaHpeX2+9qDguQMBmXBxdY2KnmGLYZhUoQKTo8QIq2MUBRwt7mFG/dAb5TtChJcUu3Lp9x3k38hlOEshSwWJkpNoElnJc2nVcOOODu++rsmn7vPoWw5RqhCnOXEsra27/Yx2V6ALmXk/TCqGsYrKr/1Yiyu2nuVLj42x50idJJejajLo4JlMLc7yYWJEEWggA8ZGaBnltVrJ0bQUcpX5VZ2HXhmjuWKyc4PGWE2n4lkErotjVam4MZdNRzhWhKrG3LpduojpesyeoyovHjYQuoxWcfQUJcv45tMGvUQlUVP6/YwoVLi4pmCREZEj7nnWZmHR5aVDAVPjgq88GXBiQUXLTCwNjpzRyXINRdEG3BKh5swGhTWxBnYjH/j6mbpSzMkavqtS82GynjI32SfLU0nv1AUVI8c1inHDVOT4MZJHKRdKRcb6FZ3btVIcO8GzowIG7DFWbfHqmR6//lc+D744geU5TPsZDTsncHJ8V8UrjkGureFa+YhgIsUwYhwr5Nj5hE/cW2OhH+DaOg0zx9Wlt7haYMpJ4WabAkomFeiDXKHR8UQdsgpLB6+Snz3AuzPI1SERLc1KIlppBVZ+r9ImWYLaaaaSJlohKRMkukQ5FAUqXsoPv6PDE/tbnFkz6ehaESgrvUd6/ZSOrhaBstqlXJlcoV5R+P+9f5Vrt5znV/48Y/fJBkmmXYKwlCNLOjKypJlWWDIrAxpAiRIpirxU9yMTQ+uhKHBqMcMUEa2uoOJp+K6Oa+s4loFt2EWSRoZtpQO+/rp6xvpbS5q2NPTMSZmoKAiRomodTp5X6fbrXHdZj02bQ7ygj6h6KmmksHEyJ9dznj1QQUtMNo7rVB2Fd14vCzfNclqdjGYnI0nz4iKmSpqrpiJ0yeM2DRXHUnBsqLgptSBhqt6lUVvmjkdzdh+t0PAUKmaKZ0mvuxLXHuTAWyq2RVHcWfFKca0Y147xnL4sZp8EKgAAfqBJREFU7lqL/SdD/tNHqzy4ewI3sJhyM2pWRuDIq5Zvq3iOwLPlcurYGY45ylIMQenx0TttHt9dwzJNGmZO1ZSCZ1PIgg1jhbVE3gVAGutrKoWRf3ElHEmG00Zel1gbU9omFwIFVfKcMzGyeA6cwMrUZslwRIGsULiHsYaq5JiGICkOZ5qWcfMVa/zM+5f51b/0aIYugaFgRxm9CMwwRdclZ7sMjhpI24qfnaYKr7u8yW/81Dz/8aMJLx4fJ870gVZzOI8zKHKZmifHljRTB2QxiU7Jd8DlNY8rN4Z83+2LfP7BGcRFlX4U0ewUNAurTJMWkpmoSbFyaeWnKDKhba0tueBZJtkT9SCn4uVsnHYZC1Z54UDGqfMGfsMgUXTE4lrMucWQV470qFYqXLNe5/L1MDcVUnFjkiyjE8plZX7R5sQ5s3gqh9ilXpDbDZ1BfrvnJARuTL3So1FZ5YuPhPz+FxuEqcuGSiZtICwF1youkgX8J3Fuhl3blF3bsRM8K8K1Q3y3y1itxYFTIb/68QYP7ZkgcE3GnYyqleHb4NkKnqXi2HLudm0F185xzAzbSrBNeUGtuF2eOpDx1aerxJnHlKVQNVN8S6Yd24Ycz+IEWlnGhbaKUFQqpuRDZPlwVBmIPBQusazQVHVQ5OURp/zn1RTSwjW35J+Uy2PpxGrqCbYZomoxax2fCys+USwwdMm1SVOpr1TVHNuMee8tHe57aoWH9pq0LA07UmQkeCjHMaEpCFUrHj4VRREjsjb5TvK6y5v8l59Y4t//z4w9J8ZJfZMkU4tsU0Y6+pDElRWYuYQ0c3KEfFDVHE1zmKrH/NsPrpIp83z+/in6scp4PyPoRriWHE3NQjxR2u6VvHKt8M8+dSHk3EqMpqb0+3Le913B3LjDzo2CjdMdPHuNickOtu0h1k8YBIZDgE2mhCy2NPpKwlqvS0qPF14V3P+iT80z2TyusH5CoeIp2KY822vqkNetCylAdcwE3w2peF0Ct8kn7sv5/S+M008D5ipQczICW5HknKIAHUvDsSQL0LXzka6d4NhS6OA6fQK3i6K0+NJj8Il7xnlk9wSBozPhyoXVtwsClq3iOkMClmuX87v8nq4V4rs9elGfu5+1ObxYoeZq1MwM38oHD4nvaLi2YMNUzo9umOej94bc/9IYqmJhaTlWPtBYSJ9yddT+WY4DujakMCQFB1pJKRbEsosrsigyisMTA92iZUZ4bosHXoaPf63BtknB3KTAdzQiN5Wpz0UhGSJlphrxzpuaPH/YZ6VXwRYKZliIrAc5mwqqqknPkpF3lsECi8Jtl7f4rX+2yl/eG3Hf8xPMt12iVIrMB0tnCmmakqZSSpamWlHoBd0gH/q7qkrGRD3nlz64hpanfPJbk6z2DcYcCKwMx8wGyRvqYLyTv7YMFd8TXLsNvnemQ6PS4uGX4LlXbSzTRDUVojTk+VcNet0GN18XUK+7iIPnVdpNhaSbUXFTzi4IFhYdBDZhLLvK1jGFWqAxO66xYTphvBrhWDG6kE7+aSqxZE3NsUy5/FX9Di8fjfjoJy3uf2kMgc2GKtTdjIorRwfX0XCLi6RjjaAkVlrM3HIkcewIz+4TeB0y2vzJXTq/d8cESVah4grG7YzAyvAtWZTlO4JjaTi2PAiVM7xrxQPJm6F3+dR9Gh+9ewxHt6ibOb6Z4VrD4q56gnpFMNlI2DJt8Js/vsTCisaek5MEhlJktBcjhVqaiipomvRsMQ154VWAKIEszomSDAWliCOXl9+SF136BipQKG5k9957IuVX/mIGJfKo6AmGkCf0AmApxNxZ4V3u8hPfvcrxi4v8xT02a30Du3ARMEQuee+D8Uni6q+NOgQ5Zty0o81Nu1r8wZdi/uTLk8x3AqJMIckoXmUHH5nNiwtolqlFuoQYCF2yTKFRU/k3729x9dZTfOzuOrsPV6k4GhUrx9EZ7DZJJpunoYFrZowFGQqCLGvQbFW4bCZjyzSEUY6qpOgi58KaSeCmbJiOGR/rI67akNLvxKxejDAMm83roOKu0eqanFqooCngOxm1IKFR7WIaPVyny+kLMcfnVd5wdcS0r5FleuHnF7KwGnHnU4I//foYB05WmfJUJtyMqpPj2yq+Kzu3a8vZy7UZICS2JfFtZ1CIIb7Tw7E7rIY9PvFNk//2+WkyzWfMVWlYGYGZ4dlIhqGtFiOJhmOruBaye9sZjpPi2DGOHRJ4HZaaIV9/ukov9JmuKQRmimuCa8rRyXM0fFdQ9SU1M0o0Nq3TGPNC0jQhznRJaGK0g0vDzzIxwjbl2KYL6PRylldTOv20CLiVy7umSqpDmuaXwIYSgcjQRcRqB04vuGwdl2jIWjsplOZqMcqI4p81ESJhZizkfbd0uPfpNU6vjOHoaiGsLoliafFAiqLA1ZERpTQkkjN14Gr82w82UbLzfOKbMee6VaJUp5HlJCWyMpjFh18PFtByCU0hjiV+Xg9MvufGJpdNLfI/727z9P6Ak8suqmqgCwXymKlqj9uuCjlxTuf0vMVapHF2OaVxRqPuy/rR1JzTiyHNvkLFsdEFZGnK1GGT6aaNmJ3MiboxvbUuj+2z0DWFrZMqjUrOzo1dTDPGd3s0uzEnl1Ke2Q9H5206XZ+VVY1Hd0f82k+cZdNUxvxyzleeMfncIw32Hq6iqybbGhlVOyUoxwZbw3O0osDVweHGKcYHxyqK245xrZCK38WzWzz0UsYffrnCE6+OoQiXSRvqg0WV4nQ/0rkH5/ys6N5J0b0jPLuHonZ58BWdh/c1CDxB1cgGcKXcAzRcS87ujpViGZJpmGUqGyYTdC0bFDeDxbLcSQpXAEM+uL6dMVaNWO2GPHtQo9VSaQSykKS5jrwMliiVvGqWSIrsiCcuCHJFiiLCOKcXpnR60j1A19UiaEtg6DqGbrLcdLl5Z8Sbr13lkw/ZLIcupiZzfoQmH5yhzXNpcaGOHKSKy2oxk/uOyr98f4vbrj7P793R58EXxglji9DViLNMFnqRZpykssMPl9CStCUkaSuRZK1O32BuvMN//ck2u48t8IVHTe57IWB+0WbjTJdf+cGUKzfnXGwmtHodji8oPLXP4cKizumTAs/ScHSNakVl+2TOpskIU/R44CWF+ZaBETiIoLpr7eiScs/hs5PvDUzwXZVMcVBFSJxf5KEXNDQVDp8S7DtRxTU0XF2l7qls2Sy7bxI1OTq/zK/+VY2vPDlJYJpMutBw02KWVfFsZQDVyc5aLH1Wimtl2GaCa0uJmmuFuMWY0+x1eWQ3/OpfNjh4qoHrmYy7EuWQvHDZceX31L59NLGzYo5PpK7T7lMJOjyzP+W/fXoCXXOomTmekUsCmakUKE5xYCpgxdLOQFVzxmtSETR6opcXQ7kQiYJLYZnyrbXixcyMd9Dba5xr+TRXXAxRshclsmEkJYY8VNeX5/s0hYsrEu+WxzcZt9ePUnqhitnTMEUZpKUXDr02thnxiz/Y5PD5ZZ7YK81LjSLESgwsG9LCQkIU70PqJcZEA0OiVCXwVG6/qsV0fYn/8lcxT+1rcL7pE7oqYSqja+JC3xmnKUlSxnbn8pQfyxS+MFbpFWhQp2dQ9Wyu2tTm1stb3P3MPL/+Vw0UpcLyisPz+3VqfkKjEjGzPeRtV/c4eCpk7ymBEDnP7DaIcwc101he1fFslau2aGybC+5Zv379mtaYcjrzF84f64X89MXVlCRRiNKU3Udznj9gsO+ox/kLAbbqsnVKsGlSY/OMYNO0YOusyk27EuYm23z0mzqfuneG6cBgQzVjwpc6yZon+QOBp1PxBIGrUvEgcDMCNyVwE3w3JnBiPDfCd/pUvC6TjRbnl3v81qds/uDLE5xbbVDxDMadnJolF0HXYih6KElYBWLi2Tmuk+GVRCxXXjwDr0Or2+F3vuDzzIFx6oGgUXw/b+RdxrU1PFsKKHw3JXDjQs3f4Xe/YHJkPiCwNPzBBVYdHqlMgW1JCq/nZFT8mKl6h17U5O7nLFbWbAKrdNa61Na59CsvUy0sM6bi9VG0iM88WMcxBJ6eDUW+Qs77EhkZWjWU0NpkI8Y1ejy3X2e5byFU9TVBYDlD/oxCXoDj+eClDukCmUxcG6/Cm6/vMD3RYd8ROLOoEytC+uZkUjCcpVJYnJUHoiLpOC6S3aRrrTwURbGgH+tkmc61lyV0koRHd9doNQXdHiw3BQvLJhdXHC6ueFi6x451OpfNqGycVpidkMtx1cupOCGKYbDUXPynZ87sflWEoUMvV/GsHrNjPeZXVcbMDC0zmaqYXLdZukmBgibKQ05GzY+ZavSYnVjioT0hX3tqgnVVndmKvB76jiqx53IetkokYyglc8xUGtxbMbYp/cCrfheULo/tzfmLuyvc9egYiepS9xTqZlYU1OhxSBl0bbtAYuTYkw2unm6BwjhWD9dr82ef0/nqE2M4nk61ZC8WkODQmkyR9mSD+O6CSKbHmKaJoqpDR6sRdb1WwFtl8kRZqKYhlUJZltMv4qzdWMr/kiQrTuBKgS+PGNEX3TPsQ5YmRKlJmChFNlJGP8owopx+pNKLFIxQw9QFXV1H103W1lzee+sqB09f5Hc+bbEsXNnFS1trFRQ1Q1EKLRjaoJMP+TIl4UsdRILXAo0feksH31jgL+7u8dzBOuf7Lh1XpZoo+HGGk+SEhlTG98v/3jClH2l0LY1uqNHrK/T6Gv2CY55lKt9z4yqvHF3isZcaLDZ1ZqoJVa+EEUHTVMDGMhxmxnJsO6Hbl6b5JxcNLEMwXkuJkxwROCFZpuIYIWoeY+oGrqVz0+UpqujiuSm+lbKukRHFOnGqUPVCDL3LqcWQ3/myzqOvTEJos7khu7bvani2JlESW4qRy4KTCImUktlFYVtmRNXrYTld9h1N+MidDs8crHDmYgXNMhm3crlIjggfhuKHEj+XY4kz8hDJZTXBsSJcu4/ndHliT8ZfPTBOqriMGzKhwDbK4lZG/PcUWdylRZwui7QTpvRjMRJbMnSVHVg1F8JbvfB3Kb3FVSVFISs6mXzJwi6XMoVkkLZWOhFI6ZgpQhwrpJM4hIlClMhUuyjOiKKUfqRghtKIp6drGLqcx03dwrFcfuitTZ7Zu8QjBwyWVb0w7cwGfJyBKQ9AEQ2ej0aflDj9gJcu8B2d7765w7VbV3nuUJs/+HKdvYerdEyTwFXxY/B16aPimBk9o/gcZvSslF5fo9fX6IaCbqjSK8aXmTGVX3h/ixsum+fuZ3x2n/OwVUHVy4gLn5TpsQTXUlhYy9E0gWMKwjilE6nEucDqasRpjtgwGZNmKrYhhQLGCcFaS2NxrcsLRwwyxaDihLzx2jaz9YS3Xd9n70mNz99j88TeOqurFmOOxrbJnKqnEngSn/UcVSIbToE/F2d2p1j0bFMebWyrj673eGJ3zqFzKl96tMGTe2uouk3FUqlZuaTSmnJGdgwFayB+0AYvxx7p3Hb5MMm527FCfKdLnnf5fz5V49SFKnVXJSicmiyjoGTqo1n1hbFkGUalS0ruV58UvHrclqT8gXTt0sul7OKSoF9aUpShqOQ5SV7yNsow1vJKqBYdnKHlRuFNuGtzxnff1Oaux6r0HEmCC2OIopzIyIiinL6hYkZghuqgwA3DZK2dMl2P+Pc/ssLT/5fDWq+OqamD2L+S1w7pcMnMtaJ7q4OwrDRTCysLZUC2chPBdL3Lh97UY/3ERe56rMmBsx6Pv1xlTZhYhqBq5gT9vAgtyHD6Qzi409fo9gXdvkq3r8uiDwVTDZP339bk9qvWeHxfky8+7PHSCYs3Xx+yoRHz5qtyHNNCVRNePGLQ6xscPZ/x0lFYNw6rHZ0kzRDf3D0h/SOyLuv8jFxRmF80CRyLt1yZE2UZj73s8cX7HBRjjY/fL5hfDlhetqlZKtsmoOErVDyB78oZ23fAcwrhr12e2COJaVt9XLuPofe5sBpz7ELOx7/pcN+LPu2WSze38VyNwJCqHtlhh132EvGDWXbvIY3WMbORd4myuHtoWoc//ZrJy8dqmIY54MLYRl5067KwVSni0Bn4qZh6IiNMzJC1HvQjA7Ms4teMJ5qmXhKspRVcEqkekqYnkuEnz/XJCHZcdvFBSGsqJVlJomGZGjU7IolTeon+bV08jFOMSKFfxpJHKkZYFLkwsEKHKzfF/Ox7F/nDu0yW+z6GqqIpWRFgVUKd6dBrHW3EZUodxh2OvLskqUYUC2zL5KrNfa7e2me1c5EHX1jlY9/yObficHHJZUkYuKZKxQDfzPCsTIIDVk63l9LpaXR6gk5fpd01aHUFYxWD8WqP993c5radLS6uLeC5Bno+QRQLHn5RkKQGYxWFRl0+nLdfkfDmGxOmJhKiKEP8wk++D8t2OX5kD6/uvpOZCQ2xvc9SO+TIecHSCkxUXV5/lcL5lsJH7hpjY9Vgx0RO3VcKsozAd1UCF4KysJ0E344kd9zuY5l90izkwmrEpx8QdBOdB1+ocfCUSz81yBUdW1cY18ETpaInw9aLwi6ptCXTsOSsDGi0o1BjATPa8mfXqm0e2Z3zl19t0Ik9pjzw9KywAC6799BU37jELChF1+WusNZKefmISTczqJtDa7iya18Si6iNBqJKm7TyoyRXlUU+OHmnpSlOQT0txoE4kSrxq7dFOI/16UQGoaUQxdK9IIxzzFhqZsOyyEOVvhCD34PRs6hVYn7ie1q8dHCJ+18yWNZMhKpK0fWoVyDpiBBDG1g857ladPIhspJk8gGMYkFoGJiGTWBFfP8bYr73dU0OnW7ywEs6nVjn/mcrsuB7Jp6uEpg5FTsvAIMcr5vS6mi0HMFaW2O1abO0atKo2kzWu9y66wK/d2eFlYs1br8qZnKix/Jqnz0nVJbWHFShUncUhP8mZrZcTrvTQVRcDcvWqQU5nhNydlnn0CmVOLJIEoP1Exqvuzwhyls8/oTG1oZgyySMVQRVXxB4srB9J8V3EwJHRpdU/D6WGaKqPdr9mEd2w5/f7TK/WuP0vIuq6BiGim0o+IWYwCz8NMwiFtAywNILVU/BE7dMFcuQnBW7OO2XxS3f9pLXdO8ux89G/I+vVDnRqlCxVHy9GE10hi6pZZy3UbIiS7s3aTnhmDEXmgl7DlaJE4GpjVi3DYJPS/5JPlg+S/+VoRl9PqDKStHF6Nd5MZYw6JLStkGgqoJrdvQZ93ucX/LoJwpRIq+jcVIUepRh6jJMtR+pGEZOP9KKTm5gdG0mvJifeV+Tk4sWxy+OYagCoSgD59eh3Vs6ohvVBstmlucDsYj8b1UKlY8scj00EJpVRHqnbJhM+Zfvi1C1iB960wLza/Dndwc8d9BjvmtzsSPwdIWqCxUrx7djPDvBcwSrbY2VlspKy2atrZOkCm+9epVP3bPKN5722DIdsH4qYrKWEiY99p/SWVhWafV14tQkTBLEUgt8co6d13jgBZdqYGEYKhPVjHoloVFp8+LhmJePGEQdm6s3CabqgnpFo+rnVNyYRiUmcEMcO8Sze6han+V2zKET8NgrBvvPVHns5YBcMXB0jbmaTHIQWsbwfiYLQqgF+qArWHpp16sMCtsyNCyr0GpaOXbBYZAHnXhY3GZIxe/Qjbr85qccvvLEGI5jUjPzgebzks5taIUNcKkxzUaSjRMMEbLSgk5mYQoNU5Px5MNxZCT0dCTCuizuUS390EW2LO588Lqkg6cy3jpONZJYx1bkFfXkQkovEcMxJYYozgqTSnXQxY1IRRcauhDoQkdoJrpw+J5bYjrRRX7xTwyWOzUZ1KVKYYI66uxKViApOXlxeh96JpajinwliSZ1kyJFVUrhRplpn2HoMYEdMVUL+R//qsMjr3Q4eEbj0VdcTi84HF81MRSdwFTwDag4CXU/wXdUlj3BakvQ6tbYsVHlQ2/p8MqRPi8e8lhsKjQChcDV2TUruHp9hy0zIb6boqsJQlov2AuNQLvvpiv9tx881WbPSRslj4mSFEs3CHs2Dd/guitVpsdUJuoZ040O9UDO081ujKqFnF5K2XNCpRupPPRynRPzNs1VC12orKsUiIWeytg/IYsgz5XCzkv+qWqazGcpR4eya5umNoDv5DFGHmAkO/A1xW2FeG4P3ehy11MqD71cQ9UdAgtc/VJZnFleAvUyjnBo1Dla5JYZcs/zJocXbAJD0jmFWrIqhyFYA7/CQZ78sDOWlptZ+cqH3VvaNZRfD5EUWeQq/UhnblzhnTd2ePZgRHe0wAddXNqVGXF5DJKWxn1dDJy9OiLFMmJuv7rFu29c4tMPGaz0PYRSyjJGpRzZEEEZ2DuPjilqMW4phRhC2r9JizYpX8tzSeOVbsFF9qkZc9P2kNdf0ef9r+tyfL7NQ68YdGPBK0dtllZMwr7g+KKGZ0LNTZipp1xc0bi4UmHzOodbdnS4YmOCa4ZEsXzo9p9SWe6M0+yI+1TNWojTHmLntsu4757PnTR064/Hx6befvT0YXbNZCyv6aiKg2erTNYU5iYzxmoxE7UultXh4OmU44sZppVw9zMGzbbNxTWDfcdsXFNgaCquAZMTMkRKzrvDojJ0mYKWpDnNTkY3TMkyaTth6sjOXXbtQgghi1vK26QRfuEZ/pqxxHP6WEaHbz2V81ufbHB2rULdVwn0TC6VRfc2Rl9CLX5ujimG6ImhJzhWyMJqyu7jPlFiYDpDc/fysDJEUYYxeUMRRD54lR59QzVPPhIGWxKVSts0Rc64qUaUCISmc8WmiPF6l3Zo0zeVQguZDz7H8bCLG0IhFKosciEK70eDtbbNWDXi3/1wi2ao87VnBUuhVXBSskH/lt07G6iMsjwny8UALsxzBihLaX8hsow0U+j2dVZbGklaRAjqOZZZHK+MlKU1B6uQQm6bibliQ4hj9dl7IuRiU2G5o3DP0w6modIPNfactLAWDCYrGodOCuYmKkzUczwnR9VClteg1+szNjHLakv543vuf+Lk933v98uMHkOLpJrZjFC1DEvPmBmLmagqjFUUPLfHaifk3GrEV55VEZrG/mMmK20doalcXBNouYpvKVy1riggkQ3ycQxdwRQj+S6mRD4sU0EXKSfO93n1dLG0Fdk8EiVRB+oeqzDUtA05ltiG9NRwCm53CT86Vh/f7bLYCvn43RVePV3DrRpUdKnQkZa/he2FrhTnbRXDGCYeDzu3NMJ3nZCX9yvsO+piqBqWJncGMTB4Lzq4dmmMt8SXM4Z//fJtW9oFl0r5giKbl3TT4aKZZop0lkqlaj1JDK7Y1OPquS7376nSswVhOYfH0sIs0rOikysYxUuPNfQoRxeigC0N1touW2cTfvzdqzx/wOLkagOh6KhFQJV8EMuocWnvlmWQZwlZphVUWGWECz8M3zX0lGPnFE6cle9wpik1thIUKMOrRqLSiyhHU0+oeTFzYyGQcM0GKfZYa0e8cjxGiJQXDplcXDY5ttfCNwWNSs74WEbdhSRLWWsnrLViwigGihCq8eldGIZDlIRknKLZVdgxm7Bz8xrzqxFffU7lhf06Ch7drk7gCAJdwa9AlORMOvkgL17SQ9VLYpuFphZFKy+NrgWek1PxYjata1I70eL5ww0qpjw3lzEZlikGSIlt5nIsMSR5Sp6xU2xTZnLaVoRthbh2j27Y5Y++aPHY3jq6ZxHocjSRnbuEAJXhYlmMJ3qRVW8UIbDS5TYmjBOeO2hwbtXC1hUMLSv4HKPY90iMYBnrp8qYkCHOPMLxKD9no86vxa8LHDwpztpJYc3QjwXjVY3rd3Z5/FBIJxKEhhRjlJBhHOdEIkMvu7iuoBejipzFM3RhyMJZc7ltV5N/9YElfv3TOmthFUXRpN4uz2SBk3/bniBtmAVFngcq8h3M0OWC7Ttdnj+SsO9IhS0TDNmjBb/HMmVSnl6MqZKFmQ8oCnYhWVPVnChWSTO4fF1M4IXsWJegqE2eOdDmkZcd9p5y2KGarB/ro2gKGzau46brL6fT7Q0L3HJn2LRh+v79e+/+Lceyf6mbZrRCnT2nIr70iEOraVF3BWMVjbFKiZrkxEnCgWPS906KhjUsS8MQ8omOi/QHTZMLo2MjXajclKoXsW68Q6u/zF1PeXRClZqTD8KnBmp6awQGLPN5THlVtMykKPAI25Q2bcLs8Gd36Hz0q2N0VY+qKUcTx8gGB51BIsFo/EaRGFZ279Kw07YiemHMvsMVOl2LqZrUoopL8G8kr1pVvm25LG3hXivDH1XSl0VeFlCSDU/2gyJPVXqhTsUXXHVZRMXqsdp36CUKTpwT6RQdPMdIioUzkYiKIWRqsF4snUIIdGHQ7qdURMJPvK/FhbWL/NEXBK3Il2f6XJXWEXnpi8KA9106X5FrKLlWMCJVLFPi+I6V8d7Xr7L/jMq+sz5z9ZTK4C4ibxeWLuWOaaaQJFLbZgj1Et+bOM3ZdzwnjXN8R+C7Lo1Kxngt5pZtPXbMdbnjEZWKaRPHGYawWVxa+q3Nmy+7v9NaGBb45o0zfPIvf7lrGMoJVJ00i3jhiMahMxU2N3RuukZjegyqfkrgRhh6SOC3eeglk17sM1bRqVc0Kp5C4EqnqTyHhWVBuyefVOlCJclVNT9kZrxDJ1zlNz9n8vT+ClvqygC2K9ESx1SG/JXi8iWLujQaiosk5RDb7OPZbfadSvn8Iw3amY9tC4JiLDEFmGX+jygppip6sfAOs3syjCJlzdBjDBHxwhGV54+56IbAKiOpB6/h7F2muqkjZKbhgvnaAh/N5Sm8CQtfwDKTJhkp8LhwlwpDg2s2h+zc1OHhvRV6qS6ZfKns4kP2Xk4scqJYIRQKelwQumINPRKDhIuuZlPVYz70xi73PbPCKydUWooLSGFz6VOYpMMRKssysnyIDCmqdJ0yjTIV2eCWnYJf/qEL/MpfCA7NO2yoy2OUxO4zIktD11TavZSLqwkKkoLhuxq+q9GoqEzUYhTR5PG9ChXbxNJUfEel6gqmxwK2zjr81LvWOHy6Q6erIQzBwuLSif/rN361++v/8deGBQ6w+fJ/gm3bHFt6goPHnmM8ELz9KoVdm0IuNCO6GeT9mFDp89Q+jX3HXHxhMjemMz0mmB5LmayHjNW6ZPQ4ek6j3WugYOFZORUvperH1II+E7UWvbjJ155T2HOyxritUXMK59iSi+0o+M7Qms21kkJLGQ+LW5cZOqYR4jpdDp5K+NnfrbP3eBXdNqno4IpLR5PBeCJG08HyQRKEITKMItTUNGKECDl4SuPwWZfAlWG1ZYqY7NzlgUe5xG32Ulu3oQNhCcGNulfJIn9tcTOE4AYXTUG3b7BpSmHn+j4P7w7pJjphqhDG8n4QjXTxKFHQY5Wo7OACjCgnFDl6lKFrOkKktDsOuzam/MkvLPPTv6Oy9wQ0c5c4VwlTBSfJccqrqVFcXDO5GOd5UowYGrquYBoaay0T36lw+VzCe2+9wJeeGOfYssu64p0lTfOBTbLnwkKnz7FzCkqqMx5kTFRTolhgGRpvuUbn3betsO/ECo/s9TBNDd3IWWrn7H/S4/KNFWbGEhpBm63bruayHW8lint8W4FPj1WxbIctUwYXJjJ2bUo5u5Ly0pGM3UcVuolJJ9S5uOIz4amsq6nMTQrWT2lsmIqYnWhj202OzId88xmbwyccNjYUdm2SapqKH9Go9plqNLm41uQ/f9ri3hfHmasYTFelCt61NRxHDHy+fSfDc6Q1m2tHkpxlxFhmhGXEqKr0zLCtPrEW8j/v9tl9uEpm2vhCwRVZsfAy6NzlaCJfRdFfEi1YdG8hH6aFlYyHX/ZBMbAEGGpWjCejs/fwijlIPFZH6KgUPsYDnsdoYY/yrkdnXaUYDS4dU6JEkGYGb7o65BtPdjnbdugZCm6aE5UkrgIy1IUqu7hQMGKINImqiBF8XEQ6umbS6ydcubXFz7x7lV/+Y512CJ3cItQEZqzgxiqekeElOXFBf80K9bSipKiqgtA0hFAlPWDZZmqswr//8DI37DjHr35iihPLvvx3CqWS5+ZcsUHhXbdG7D/T4e7nTI6fcVnp6vTCnDQVhJHPhhmTm7d1+O4bOyysQrdrEKUZLx8N6fUSnjngsHHCZHy2ghfU6fW6g3fKQYF7jo5lm0fXTVjHDEvd/MKrIWlmUXF0vueWDNQ+h8/GHD3uMjuuMzmmMTuRs3Gmw2R9lReP9nlkj+DRlyfwhcmWSZWZcYHvymWyUekzM7ZWFLfDvS+Ms75qsC6QtmrlyT9wVXw3H3DFA7ewQrZDqn4P3+mRKxFxLC0pUBK6Scpffs3hjodrhMLGEjq+kJEaphh2bsmhllrJMgtdLpaXLpcymlpi+0/u0Xj0ZR9D1759PFG//cAzepofNeYcdScsF7dhfMmlxV0unMkIq7C0WktiQRgZvPGaHjdf1eLLj1foxCZ+ofyXI0r5OSNOUqmgiYtk4Fj+/qNII9QkdBgKHREZCGHxfW/scujUMh//ek6nE5EgcAKVlY7OUtsgsFQarkJcGnXm2SWuAqqqIVSBpppyV80V3n7NEuTn+bVPZJxcrqAoGUKVI+fZizqO1eCmy3Ruv2qZh/Z0eXS3y56DPotNWG3lLK0Jzo9VWT/lsP9Mj8OnBBomm6czGmMhE7UOKBa9xDuWK+bRJEsGf9pa+cVv/87v8obb33gszp1xW115o8Yy3cTi8i0dDKPFAy8IVpsel82aXLFV4cqtIVtmVwjTVZ46FPOHXw549XiVTXXBZdMqs5M602Ma042EyUaPuYlVFpur/JfPutz3wgTrawbrKhl1H2q+RsXXqfoaVQ8qfkrFS6h6ERU/pFHtMFlf4/TFLs8dTnjxmMK3nhO0+ilRlvDVR01+8+N1Lqx5qJaDryuSTGUyQtQqed4lpl6iMxSHoqzI4JR4uuf0QenyqXtMHnlpDNc3qBp5YTMn+TGDQFRDK76W+kv5KuIPjQTLjHGdPotrEd940uHcii8tLcoHUJQ+IIUNdRHFJ/M9uTR2XJfMxImxkIXllKdfcehllkxU0PLhXjDCkbkUox+h96pDvkxptFoPEm66okerlxP1E26+vMX3vbHJhnqHjZNdwjzjxIJBnGuSOT6SkzrMJZIJEaCQ51Kve/XmkNmJJs8eFpxfsbE0aUMNCnGq0wtNNGxu2JZx0842i62Y82s5J+ZVVpo5vZ5Cmgo2TMGG6Q4Hz4QsNyPqfsbRsxq+v4mbrl7/3+fPn/zojl3Xf3sHB+iGOoZpf3NhWX8PuXn1bKPD3hMKYcdn3HO4blvGltkWUdojynt880V4Yo/NqfMuNUNw5RaFRkUwVhNM1BSmGhHTY13WTy2z2Grynz5V4ZGXxthUE0wFKTVPoeprVLyiuH2oFrN6xYuo+j3Gqm1QWrxwNOW3P1PhmcMBiqrTDcFS2/yz77nA3iMaC0s6eDpCVXG0onA0inxMZaB+McqocF0ZBMKW+Zl6uWDqCYYecepCxmMHHBRLl/bJWhFTfQnvRBkpqCFMqJRdXH0NDl508dFzfV4o84eHnnywZKbfYdGME0Gva/K6XV1mJrocOO/TSzXCFKy07N7KSBdXiRLQEwU9gSiWicSRLqNJDF2GW8WpThjpTNZD3nVrj9mJmB9/V4aKQ6efI7QWLx1p8duf7bL7dI3TqzZxqhYHoKx0piuJF4A+oNpmmcJbr1pB/ZGL/N9/BUcXK3JRzWPSNKcfClpdh4trBrMTHj/z3S2OX2jy+N4ue45aHF8yOHTOZuuMwfXbKtyyPaIT9jm1aOLZOuvGk1cmxoxvdnvpJcu8NvqLL3zuE+zYtel0muc3XlwNr211cixhc9WWjOt3rnDgXMir8zGP7Mm4+2mLlw/6RD2HjXXBpimN6XGDmXHBzFjO9FjI3GSbmfFlFttN/u9P1Xj85Qk2VFVmKhl1X6XmC6qBLO6aDzU/pRbE1IKQetBjvNYkV5r8ydcMfv+OSQ6ebODqFnVLxzcEFS/lB9/W5PZr+jx/xGKp5eMYgooBriGVP5bBsHMX3ds0pLG6vIqWp/4Ex5SwoGOFuHaHPcczfv9L45iWIy2eR2i71kAgoWGaQwVQ+TKNdPCyDNnBL64lfONJl3OrHral4o50cClbUwYjlF78eiCeKLq4KEYpVU1ZP9nj7mc0jp5zUDUdSyspBJeyHOVnddjFy3hztbzGFiFcIsUyIo6cyfgvf1llcc3hmssset1xen0fVbHYOAmvu7JNze3wzKuClZ6JqqglsZbS7FCSszQylEKdr5HlOrvWp2ycavHc4YwzKxZJqqJkKXGc04+gF2q0uiZxYjNV07l6c8oNO0LmpvoEfoTvtHnoFZVmx6Dm6tR8aAQ5qibuPnLk2H9/+7v++SUFfkkHB0iNKVBUfK+FrkSkWYfH9hpUbYvTFwUX1jSiMMczNXZMqwNL4qqvUAty6pWQehAyPdbCsVf56DdVvvHcFGfmAzbXlUKrKYURVU8Q+BpVL6fqJVT9mKof0qh0aVTWeHRPnz+/u8Jzh8cQmcnGek7dyai6ChVfcOU2h2u3VFk/eYGtswmHzisyw1KVRChdMNK55XIpo8KHi2U5f5epx0aRbtyLIz73oIei2JiailWQq8r5e+Bapf11MzhDolXJJFSGnhCjPJRRuPASt6iUwuxSGXFvVQs/bp00M/nBt3Z5dl+XTmJJTLwU/Sb5iOi3xMXVS7p4pKsYsaS7Jok28Gl59YzgnhfrzDZc/uIuhau2WNR8qPohVd9ism7xk+9qcf32c/zp3TUeenFM5h5lWYGTJwNcX1pG6IWtm0KcqNy8vcmf/Pwadz/f5c+/PslK12Sum9FoR6y2NJbXNC6saJy+ENCouEzWInatC9k8kbG4otAIVAKnx4kLKmtdjfXTNjddM06WvdYO9TsU+Aff83Y0VUSPPLjC2TNr2IYgjhLWb3Rw7IjWgZwd0yYTNQnleY4cK+pBzFi1Ty3oYJkdXjoacccTDve/UEdPLTZWM8b8nIqrSvGxp1PxVKpeRtVPqXgxtaBHPegyVl3lyf0Rv/aJBkfONZjwNaZ8aYNc8xTqgc7MuGDDBMSRSxiZKMUmZ6ilg5OMUNG14Xgy6I4D9CRD6MVoUqh2hJ5g6hHtMOPgaQdVMbA1MMuup712rh2Zb7X8EoqsqgyXTZTvNKJcWuTpYMks1D3FwSdJFeJSRZOUY4pOmhpctq6DY/ZZ7Sb0Ul06yiZIV9l0FBfPiIVCHCvEQiESihT+6sUDkxR+3plKlqtouoGp6Zw5L/25Z8Y1+pFKGElabKMqeN3lq6wbW+QXw5SH90yQ5jpZng7O+mXY6yDjMzWLMCuN2brOT7+zyebJM3z5cZ8XX63irQrG3JTxIKXmqVRcVcZCOjYTdZuN000OnspZWtW5flefNHbQRUa1PsNlu94XJUkC/Jv/dYFvnBnD89xfPHFky041OX77geNw7bacKG9xdtFg53qDq7Zm1IMYoUnPkFrQRdXavHwkJSbhyQMGdz8zBqnFuC27dtWVSEngCgJPHoUqXjrs3F6ferVN4K7x1MGYX/7YBCfmG8zVpIF9zYWqp1INBI2KTqMquSgM6J3SMdXUilx6fQQaLLq3LsqIjGJxK+dvreze8rgj9Ii77jfZf9xDt9SBK5R+yYGHkUIfuWoW3Vsb4YGryms6S/4aNuHgFK4MEJQ0K010CknbwFx+WOTdvs6ujQrve0Obj32jSjfV6ScK9gBJKTSfiTToGc7ich4PEwWjyNuJi5DZJBNk+RCF6McZy2sJQqhkuSzSMrMnjlXmGk3+60+s8ksfy3h2/7gs4tInZWAGJFMfokQQxvIh6YU6jYrJO69r87brmnzr2TZP7neIc4Pdh1yMZZ2GKzW4mga1QKPXt5gZ77LWbfPCIZuZesL5psvszMZHLG/jL/Z77b+5g/u+x733P9ASuv+q0JzXr59a0o6ds4gik6s3K6yb6PDKsYjzawrvvAFUrcuRhR6feTDg5YM2YayjaRo1Hep+TtWVWk3fLYrbVQk8afVbIiXlMtkJm/z6pwR3vzjDhcUKc1UYc1M5kngqVV9Q8wW1QP77rh3jmhGdMKUXG8UokWNqcsHUR3FvMXq5zIdzrZCKndIn3NRjllcTPn1fjX5u4msKppoV6b0lPDi6XA5Dt7SBCHnYuVV1eOwZVDeSQZgWAoJS2TPAwNOcNBkRIhfhT8ng61IqpuNaOj/49h53PNFhuWvTS1XcTBl08CgFPZWXTaFlxJpCVCzakVCJRD7MwUxkkVtCIbBCOqFDuw/Njjx8aaou17ZR/D5TWddQ+d1/1ua+l/v8yV1TnFr1iJLS9SojSRNJI4hF8bN0+pFkCXZ6BoHn8I7rIt59U0KYdHj+cJfPPmhx/FyA3hO8/aYurh3z2D6fuYbDtvUJYZpw5ExK4Fmp5zivPvf0va2bbn3n31zgA0Sl2/65Zs+/8fRC85oUjbfd1OLIOfjyYxqdTsAbr1KZX1nhMw8pvPjqNDXD5Jo5ySdeasqCqLjKoGv7rkbFVQi8nMBLqLgJFTekFnQZrzdZ7XT49U+6fPGRCVzHYX01o+5kVBxZ3BVXUPEFFV8pRpqIwA2peB0++aDOK4c9PKFg61khFlaGvBMxctgpjzp6OXcPTfBL9OTw2ZyDpxwUoWNrDLv+SFGLQn8pymz2kjpbRIOrpQ4TqcUcJVuRZwXywIADng0696iELS+KuujkiTKICBlk4UQGO+b6bBjrsXgsppuaBcNQKebwAlXRckSSESeSK64LhVArLrplNGAo6Ecm12zt8OHb1/jkPRVWeyquKQULmgYKssiltdvQ3mKsqvEz373GeHCGX/34FEeXA3qJRphkREkmbS7inDCWFhHdUKMXqvRCKTLWRcbimiDPVDY0+vzGj63y/NELfPa+cdIo4NpdfTbP9HjlcJ/7XtK5/aqYTdMGQWDv6XQ6P+d53nes4+9Y4O9421v51Oe+kDYmt+bt1hnOLPd56MWcdidgtqZz5Q0xlUqTzz+cs/9InatmDDZOaWyeTelGfb71lIZraoxVpayt6hd6zYGBTkzFC5mot9G0Fi8eTfjkAwF3PTFJPdCZdDPpQFtk0FdcQeAJKq5K1c+oFtEX9aDL/ErIvc95dEKbuSDH1imOO8OkLt0oTvIjxjrD0SQvuCcJupZgGCF3PGrTjS10U8Mu5vkSmRCapPSKsshfi0qUfiNaSbrKhlzwgbJnZAYfjCUloWnEc7scU4ow1mRw8ClfgjjRcQ3BB29v89KhiH5qEpbJDqmcxZNEIRY5oji3a3E++O/Xo5J0ptGPdNpdk8m6zTtu6nH3Cy0utKv4JoVpZyJZoqqQRT64wkrtaBQL3nPzGkm8wGce7PHi0TqdnslkJS98URL6UUa/n9LvCznPJzLVz7G7PPpKTKdjs2Wdz6YZm2s2rJC8pcldDytcXLG4crPD5etD5qY6KFnGasfiphs25kIL05tu/f7//QIHuPWW15HEvc8b6e5t3WjNtYXF3PaYzbMtXjic8M0XBEvLFW7ZZrBjg8KOjX08f5W7nlTJ8GkEgsm6TqOqUPVSAjeV7lJOVCyTLRbbXb76tMFH7pxmqRkwHSg07NKkUymEzFKtX/FUKl5GxU0IPKn5rFda3PeIwrMHa1QMDd9MC564MlDKm4ZWyNKkzlIXIy9djiiieBlGzMVWxjMHbdLcwtUk9m0UiEx5RBl0b604xpT8FFH6/o0cTwaC41FGocyPT3JlxF+bgR3xIPBp4Jkiu3hcdPAkGS6GUSLwFJ0bt4eMVbpcDB16qYaXKtJ3pRhVRCIfQi3Ovg3Dl7CkFCibfYNO3+aGy3rcfvkqn37IpWILDK2wrlOS4qAjBp18oOrJJJXgvbc1ecNVq/zpV/p87akah5cCxnsa415KJczo9jI6/YxeKMcsoQo22grjjRZP7Y85ueCy46LO8toYm9Z1+Cdva/PM/h53Pulw2bTC+okAYUTEymTn8itu/bxjW39dGV+Kg49+fOQPfo8Pft+bXlS0+k8eOHq6gqqQ5F3W+n2+8WSAngfcssPg5itjZqeanF1pcu8LCi/sqzDX0Nk4rbNuQmFmLGbdRI/ZyQ41v8u6iSZxtsadT6T88V0VvvjoBGnksc5XmCjm7cCR1sWD4nZVKn5G1U+o+fIBmWo0Ob/S4ffuqHH4XI2ZIKdWpDq4llJ4jovCN0UZ4N7llXFojSaTHiwzohp0eWJ3xqe+VaebeVRMhaDAvkt7Nvs110ur8FUZuGAZGVZhEmQWek7Jl4lYWM34xuM255YdMHQMVZHZm5cImIcmnnLkUQeFKN89ygdpCG3qIsXzQ146rPLqSQ9hFqzHESs3rfTbLjODBgFZpdyuPFTJnaEeZARuj2cOaMyvOVi6griEIVl66qqFQZAifcFTifB4ts6tu/pcdVkT0+xz+IzGmRWTKFVYaUtyWJZmha+49HG5cnPGWK1DMww5dk7hzAVBr2cyO2awY0PKUieiUYnxLdBFxjXX3DK/sNj6kSuvuD7+6+r4r+3gANdefQWLK2t865EXMLQu55Zs9h4LeMMuwdVbQ3yvw6FzCV94HE4veOi5yfZpg83rNDZMZ2yY7jA7sUYn7HLgVM6bruty6HTOZx90+ewDY8Sxy7inMBZII02nzKG3JEHed4ql1JXe5RVP+vQ1Kh3OL3f4zU97PL2/wYSnULEy3DLu2ypzfrRCeV8UoF6qSIZG8EJNEZpcouIk4en9BmsdC2HKhbWEHAcFpknusyiOMKK8bhZZMnph9CPUrPBDKSwZSilYDiBn8CRXifN84MY6GElG7YiTrOjYsoMng9doF9epOCq37OpzzwsRYVKMKSPfL0pBTbIi0SEtXKwUVKXksUsUSmg6hp6xtOZx8/aI//zjF/lPnzKYXwkKJ6/SlXbYyfNcJcsESZGC3I80On2DWmBy2842N21vc+Vcj08+EHDotMMbrk159bjBySWL9XWFbj8iTnSiuMo1mwXXbVvj1OIiDzxv8+g+hxePOly7JeD1O/ostTKWWxrbp3VmZjZjmNX/VQn/rwvcr0+HvX7rn9963cwXn3rxqDtdVblxW4cLayGfe8JEqAqHTtikscG6mjTkXD+tsnkmYmZ8lYVmmy9/VXDuos/uIyq7HlU4csbh9EIVW+hsqOZUrRTXGirnS2mT6wj8glUojTqlcr/q9/DdJl9/RuErT41Tcw3GnBS/sFB2RiyUpfWx1HCaeoZhSMxbiMJ1qhwjipiQtVbKI88HdHKDajGe6OV1sMDUxSieXsz0+si5X14EMzRRBOkOHFxHggILtUyUSTPKWCvy4ksrN8EQvx45t4+OKXE5j6eCONZQc5033RDyR1/ts9z2JG5ezvdF/F+sKChKVnTc4UlbQZrgl6adQuToWoqp+7zn5iUeenmJT91nsSj0wuwoe03oreSeJKlCFMkC7/Z1un2dVsegUTH50Jta3HbFIkfPKuzabPHSIZvTS00efNFh/zmPVi+n2xc0Ox6b1plcNtVm43d32X+yhaause+oxj3PV5id0Gn4fTr5jk4Yq/98enoq/DsXeK+9mk1MbXru9bepzVOnTrhxFPPiIYNzixpJYhEnsC5QmKwLphsqs5MZW9a1qNeW+fwjOV97ooaWmUwEgqs2pJy+EHHwZJV1VYPpIKXmSmtl21SHPJEipU1aLudDvxVXdu/Aa/HwKzG/d+ckpuHI6BI7L+yZh86wriP/fccqRhK9tFEbLoOqNnSe0tSEjIx2qINaoCcaA3hQns2HL12MCiXKY9FQLKFrKUIkRVxIdqmqJ5e6tDDT6GdgZgpGKrWVQhvOyxIFGXbwqEwYTpVLMfFUkGY6vhGiE5NlKVEmBhK4dIRjnlOkMaQqWSbNQHM0UERR5BqamiM0EyEyLCPhX3/vGmeXLvDI7ikZHVm+M2nDqERyGVsSxRqdUMUUstF0+4J+JBivCbbPJrT7OXsOTVN3LLav6/LWa5p87ekuX3iwzkonp9nOWFoTTI/VmR7zmfQToiTl5p0hZy4mXFiD5bbFW7/rbc116zY+1+s2s79zgdveBGAsxsmRD1y+6+qH9+19Rq+4OSCoejHNlknN16kFCusmQjZMrXH8Qpvf+4rF2fM+E7bOhkmNzesEN+1qsvdszMFTKjOVlPFAsgh9R44SZUCTENLzxLHywn44xS+SjOtBm+PzPf7dnzWYX6kxW4GKnV1ie+zZw87vOYUKyJCFLU/lSpE9OZSTKaq8ZH75UZNTS9LmwlSHwgZdDMeT0tzeEMPObRRIjKGnA7GErieyyLWk6OBFx8xL+U5Clun0UhUzAVEch0RhR6FrBa87ydGLIk/KAr/k6DN0lppuKHz/7R0+cmdKmuuFKHgIT5ZITRRDpGVEiRyFBhlDCFRVK3S0JcrkMtWI+d2fWeHDv2lx4mxj4E4rm0U6MD7Kc40wkj9LVaTdR9CTvuB5DoHT5VMP6Bw9anPjNoPN62w2zri8+4Y1rti4yCfvc3nxhM9KJ2O5qXH+okqtorPczWl4gmYXup2Ya667Pk6y5ANzU/5it+/83UcURTFJwkNs3rLubJ53ju3bf3B7xW2y3EppdTWu3tah2XG5bC7BdZf56rMxj+/2WV32uGxaZW5SZ25SYcfGDkGwxCuPmayrqExWYKImaFR1qr708o6TnIurKqoiEQ/blOb1nh3juSGB3yFXmtz5hMn5pTqTgUrdLsKsbAXXkckRnqsSFHxy30nwHBlipWvyLbDT0wfYbcn0VJFhpcfO6bT7BratSH74yHhyKRmq7OCFGtyQD9GojM7QY4SI0bQETU1QlYxBC89TyGJyRdBLjcHypylD2wkRD+f7IZdEG+TEl6ZA8gQuDToDW2XLdARpOuCbl8JvtfjR3RC6oTTedE35vWUiWl4UpijmcVHYz8mRa7Ke8OHXL/GRO0wudn2M1xDApNmoHIuWVmOSJMe1Vaq+RhgZZBl4dpXrNq3x3L4ez78Kra7OctNi/ZTBZXMWP/eeJg/vXeSR56v0QgMxm3F6KefKLTlCJCytGUxOuMyu337MCjadfeLlU7z+2g1/9wIHucUf2f/UyWrF/+nrrr7s0fseeZ4NkyqqmnDkrMJMI8EwV/jE/TkPPzfGlkmDm7ZpTI8LNkylbJtrgljmf3xd58mXa2yfhKmGzlRDMNmA2Yke47UWe4/pHDvrE7gCXYBlSoaf58RU3D6W0eaPvqzz3786ReAYNOxUBr06RZaOI11tAycfXEkrXkgt6OE7HRZWc84v1yGzi3SFXKbxlrmrWoYwFBkdrTKwhRjgxSVPW1ckll4srVaJxhTFbRkxlhFiGhG6iAYdnIL7PJDz5CmkITnQyXVKREJVssEsrCegxyUpLCu4I8pg4YxHrpqy2AVJXFyOCrGFpsh3A8uQdwHPjziykHJ2xaJqaYwVBU7hR6gW6WuaqhXYv1ycDRHwz75niYR5fueLBks9E1Ok0tBHl0xKGUabc/pijz3HYcLXmR1LCWOdLDcQwueNV8Xk6gof/VrO84cdmp2MZltjuVlh84zNj79tidmxFb74QJUoM9myLubMooKiONT8PvXJnSys5D994tyTJ6+58uq/qXz/5gJXxGVkSRtFc89Przzx2PTk4TecW2ijKjrtHly1tc2XH894bk+dmy8zJYIylTM32SPw1miGLT5zj8WTL9W5bEpldkJn3YTOuvGMzes6qGKFA/N97nqiQcVI8V0NQ1dwzKJ7OyH1SptnD0V89OvT6JrLpJtRcfJh7k8hcwvcEe2nHzJW61ALVnh4d86dj/kokeCaLRqTDXnJTFPJ1Na0nNU2XGzp5AgMdYS0JZRiuVQR+vBgVJoDmUYphC68EN0evtNFFyGalgxm4Nfi4LLAc4hiclXQiSwyyyBXVNRCFqercgcwdJnMZhQGP6NjSlK+Uo0sFdT8GM9PyFOZ06CpkpPj2SoTdcG1O0MSZYk7Hjd47JU6/VhnKi/NftLBTK1pMhxLaHqBEkmV08+8e4VHXlnkqX3TuLqKpcvbg5NkKMB4NeO9b+jRySJOnPdpnzGI4pws1QETRalz+xU55Gt85sGEA+cdzq8YzC1pXFw2WFyd5HU7VgjjFo+/IrhyS4ohDOIsIkyrXLNz52NvfN2t51ebfWoV++9f4ACq8Dh+9Ikjk2P2R2bXX/6G0+eeIkHOYAfOaBw4XuP1uyxu3Jkw2eiQKyHVWpuHXoE7H6vQaXrsnFGZnRDMjOvMTSZsnW0Tpiv86dcU9hydYMwymJlTCveqrPD2jhmrdDhzscsf31GhnwdMezkVO5NZmI7Mn5eYOQReVpC3QsZrbeqVFe55MeM3PztFv+Vzw0aFVhd8V8F3lEHOu2VkvPSq4MV9FjlaISwe8qpFUeRSKCEPRhJHL20sJI+84nUx9DaHziQ89LLBVEPhvbf2MTQJpcn5X5G+Iyi4Rp/vua3DZC3n4ZddDp2rstx1i6yfvBhRwCi6eBxngxElTriElxIn0s/k+ssTrt0W8vwBBtGGQkgM33MEQvW5YVvE5RsW+W8i4d7nxkExUCRzG1VNBvHj0shHFNi7hSFSxmox//8PrPLvlmwuLNZxjMIANcwIo4xWV2V2wuXf/0CXl09e4GNfbXDwrE2aRWS5QZoapOkYt2xfZef6Nb78RJ9HXvJgVXB2WXD0nMlqq8blG1XmlxLiVEEXMWE35dqrdoAefOTBx5878tY33PS/U7r/ewUOsHHjelD957Zs6d916OjF7z19+jiBp/DyqzY3b9O58fImF1sxe072eWyPSpjZzF90UBODnTMqM2OCmXGNdRMJ29Y3ibJl/vhOncdfqbGpLlg/JgUQ0nNFms1XvB6W2eILj+k8tn+Mmq1RHwmRlTF/GoGrELgpVW/IJ69X1rj3xYRf+9Q0nbWAXdMpjqUVMdrDGVxB8kfavZx+V0dX1EvRk0FhqwWvZSRDx5QZOrYVUg266HqLv7xX8PmHxnn5qMdYEFP3zvGmqzKSRJNdGxU0GwXBzVf0+c2fimn4CruPr/L5h3r85T2TLHWkd7ehZXLOj+UiGyXFmBIrw1k8UYsTvkaWCTwrJ7CSAh0ZCafV5MPV6amcXvDYOhfzH35omZwL3Pv8FJoipI2ymqMqCaoGQtULvo2Qo4pmYRoeN++I+IHbl/itzzssdszCmi/D6aYsN1VOLzjYZoO3X30RQ7vAH35xnH1nHJIsIk514tQgjOpsmTX4kbes8earl0lzhcd3eyyv9rnvRZPVjs8NW7qcmpdOa1ft2sTGzTvvsquXPZfGq/+7Zfu/X+CKNsepU+dPXnfVbT//0OMHtZmJs+9prkXcvC2nXmtKlUXTJY5djp/JWW1rbJlU2DCrMDVmMN1QmJ2I2LSuSZyv8JGvmDy1t8bWccGmSZXJhsFYTaUWJFQ96WI0UW9y1xM5n75/DMswGffywmJXLbq3hu/IQ1DVS6h4UTFzN7n72Yhf+9Q4K82AbQ0ZEmsasiuVN7gypk9V5PFHERq6WjpXXQoN6ppamILmGOXF0pS2yoHTB9r8+d06v/3FaXrdgHUFwnPy7CwXZrvUqy1IO6DqqIbNmKexodFgcblC2E/YOdfmFz/cxBALfPQejeVeEftXjkK6colwIU4KPnd5vi+XzVgjSTLJyc7V4cify/N/L1JpdXTml1zWT0X82o+toukq9z0/heiow+OUmhYnfSEPW5pAF6Y0RdJjfuAtK7x69iJfemQG15BLuSmSYqTTURSXJIXX7Vgi+b5F/uCOBvvPukRxTBznhKGg2w/YMG1w7eZVVlvQ3eQSxjmrnZDdx3PaPYN6LaEV6zRqta9df82tP7+8tHBqfHLqH77AAdavn+abDz5z6uqrr937zFNL76n4R1CNmJPndGaqGrvWRay0PITVZ8+rGVunDdZN6syM58yM9dm8bpU4X+F3v+Dy5Ct1to5pbJyQxT3VUJmsJ4xVQ+qVLuO1FovNLnc8WeHCSsCmuhxNPKcYTexyNMnkQulL2m2j0qQVtfjtL44xv1hj81hOYGfYpoapawhR+plI0avUT6bkqgKqjqmVEjG+DRrUi+5t6cMzv21FVIMOTxxM+bOvTtLvVdg8ljMVZKyfFORpnTMXDCwzJUtDclUnMDU2NTK01OXFg4KN0316oWB2Ev7Ze9bYc2SZB/aauIaGrStYUek5qAyOP1GiFGSq0XlckGYCJZMFnuTqJXzzJMkJI5VOX6PVMbm47DM3FfFvP7jCc/tszrWq6KoiF10lkwiQpg4KXCqhTEzDZd14yPtf1+LxPWucb9UKI/2cnLig0wry3CNNNd6wa5H0/cv8zudh31mXMInpRyn9yCBObDynxytHYg6f1FnrxgSuzdapnLV2j4VFjdffOM3lV9y499zpJ0/NbXrd36Zk/3ouyl/38Qu/+CtcuWvH8y/vO75p4ULzClNNmJtI6IURax2TnZs6dHp9ksjnqq2CresTNs10mBlf4fTSGh/9lsuTLzXYOq6xcVJjZtxg3YTC7ETMuvEu47U2Y7UWmtbk9+8w+cKjk0z4OpN+Ts1VBoqgSiFSrgWljlOiMYq6yu99yeGhV6aY9jUmPEnblXYUohhtcnw7xXMSqn6fPO/yZ183eXhfjaotqFpSkS+DZYvLqK0Vick5rpPi2zG+G1ILOiysdPjtLwS8dHSc2UBhKkgZr2pMNnRqgYbnZNT8kLVuyN3PefS6NnO1nKqvYuo6hpA2ZoqiMF5NqPodXjiis9SxcQb89eLdRBtClXLhHWYJ6XrCeK1PP415dH+Ahk5gSoalVehH9cIDXQg5uoDCVD3B1ts8dcCgFVkYKgPeieSnqAV0KL0jS5PRyzf2MPQuD++xWQtNeWmNpV9KllLkC+nkucGVmzOm6k1OLKWcWDDp9SEKU5JUwXN0ji+E7DuhsGlakOQh80sQOBo3XGFz6w2zn5/d8t5/b+hx+Bu/+ZF/3AL/sz/5Q6Y3XxlGTN593cYTt3e6rfUnzuvYhsm2DT3OXAw5dLzOTTsFW9e3mZtcpFG9yD3PR/zSn49z4UKVLeMq6yc0ZicM5qZg07o+6yfXsJ1lbHuVqtdm74mUP7prnG43YDbIabgUKiCdiifFptWiuOtBn4l6CyFW+a3PWXzynnVUbYNJr0BbnNGRRikMhVK8IolCUdt86SGHg6erTHgKgZWNnP1VHEsUMeHg2imeneK5MYHbw7Fa3PkY/PGd0zR8U0rrPIW6r1ELBFUPAjehUenT7PX45vMO3a7NZJDL2HFTwzSl+acoWI7X7+hw6kLGc4c9dEUrrqr5iJVEaS9Rer1IkbOhp9T8PgurMV9/xoPMpGIyMEU1Rq7FesFfL11hb97Vo+K1eGKvTTcyMbXCVmKkyIcBW/Lf9eyMiVqXFw7lnLoImhETAs2ORhLnKHlOlqukmU6e61y1KeMDb1rm/Fqfl49rdAobt05HZ9ucTjfpcvwcjPsm6yZyWv2c+Vbj8Q9/aOMHV8492w7G3vK3Lde/3YhSfvz8T36AM6ee7ebZ+6LDp7/Ojg1nOL8W8rFv+Vw24fG6qxRq1WU+90hKq1thdgKeOKBiqR5bxhhBU3I2TneYHFtm/5k+H/lSQMUL+Nffe54zixmvnnOZrUBQnOJL1CRwFXw3peImVD0JB6Z5k9/7rMEn7p3Btiwm3FRmv5hDA32jsIoQJW9EZBgi5swSzDdNLF3FFEP+iV52yxL71ksWosS8XTvkYjPi0w/W0HWLapEe4ZhSwW8IBU3LvqM3YanBjJKcfqjS7Wv0+jqdrkUYOvzgWzrc+3SbhWadiiVlaHaRyRPFGXEsjz4D2DAuvAsjg/FKyNxYn5Pn/YLvUsjWkkz+vEilG6oYPWnCKTQHTc34kbetkHOW3/nCHOeaDpqaDtT2UqwtMHQN0xDYpsFqy2HjZIvN0wm61uNn35NTDWL+4MsOh074hEnpaWiQZRZZVmPrHPz0dy1wxVzOVC2gFUbc+bBPe7fD1VsD3nnDMk/sbbH/RIVrd9a56fXfGz3+nNp9w01/M+b9D1bgAOvmLiPLsmd37Lr61vsfbNmuGbJrxuCGnSEX1vrc/7Cg1/W5Zbtg0/ou+04IJg1Z3LOTsri3zbUI0xX+57cynt47jpHabN+oMlNLObawhmuqBCb4FsXsXZzhXckLr/oh49UuKGv8wRc1PnHvJJZlMe2lA065bRUGPSUKUjAKRWE+aVsxT+0TPHfYpmLJBXNUjT90wcqH4VSFFYRl9Dl3Luf0iodjanhGWvDOC6GFKJLWBub38qN0s0oLUXAYK/QilV4k6IU6nZ7NZLXHTL3DyaWAbqThGQphaZGcSEQlSrTC+L443ceCbmhwzdaM1+/qcfBkTlRyyYufFcUZYaTSCxXpNKvqlxj1/+g7VlDUc/z252aZb5mSZ6Olg2OXIQSmLgs86Jt0QxNUkzPz45w4bXDT5X1+6YNLPHHgAl9/osGhsxZZLiFCsDD0Kpro8cTLPpsn61y/M+RDb2rz1IGUJ/fZxEkN10y49QqVHVdc29s4t+VZRVH/rmX6dy9wRanR7fR/5fU3vyV/ac+Zf7N28Yg10Qg5dr7LwpJH1bS4+TKFXVua3POSStp32bJBsH5KZ24yY9NMm16yzJ98XeWpPePsnBJcsVWwbb1kpXX6As/QqA4Wy3KpzAtzoIh60GNqbIVPPZjxuYenMU2XuSCj5ub4ThkWK/nb5ZIoF0f5l2boCVkW04lUFFXHEgx8DPXR12i0iZFiFr7hvSjiCw84rKw5zFZL4//CVEhXBnI2VS29CWWRl4LjNJNdVRaeQhiphLGg3TOYHtP5wFta7DldoxV7BInMxYwTJB4eZ0VRS6V8FKtERSx2kug4ZoKqxfRjY8hUTIdWEmGk0NVUVEWMJExIysCH3rjC3mMX+OS905i6JjkpWjp84Avvdr9jUvFsXFNycQ6dzBGaxxVbNH7g9gvMTlzgz74yztF5mywLyTJZ5FdsqXPlth4PPNun3bPZsUFn63RI1e5wcU2j4gg2b9zQv+nGt/6BYZj/0bLN//MFDuC4VvalL3/zV6/fMRX3Zi/8+3ueumCMBy5XbIpYbhqsm4p4eG/C7kMBN1xmsmsjNKox68Z7TE8s8jt3KDy5p8aVM4Jt6wQbZwTb1nfI1BZP7ncJDI26lxdiZYmRVzwpe6sFfaYaq7xwNOIzj0ygaB7r/ZzxQM7crqViGKWTlVqocEaUNyLDtRLOLuY89oqNkuk4el5wLEqjzmF2jzmIFkwHls1Hz6V862kPSxe4el6wC4uTvqYgtEK6po6MKYUpztBFthwflMJSQSWMdPqhxXfdssJH721z8JRLr0BQorjs4lkxrsgOHhV2DP1IoCoGr7+6z11Ph3RaZiFYLhxrM6l2jxIFLVTIcnUw5iSphBXH6zkfemOTvSeX2HtsHEtTC4uNssh1DF3DNg0agcutO1d5+KWIw2d1HFNBVW3SbILX71xgfmmJ3//CFFkm6EURy02dMAq4brNCP+qw57CCaQqW2wpbpk3qQZezy1NRP9v03/bsfvY3XveG78r+PjX69ypwgJuvOBZNjDv/9aXdlWjHuc5/nl/qqhdWNcZrIU8cTDlywueNlwuu3d5hrZ8y0cgYr7d5fH/McwcmuGxMZ8u0xvppwda5PuP1Ze56WuPAkYB1VagHWqHrVKj6EhKsBSE1v80LR/r8l8/U2X+sxuZ6zmQllz6HroZtC1RFwmNKcX4u7RxkoWeYRkK/lbKwZGKgyQIvO7hedKtirCnjvCUOnKBpEXtPqCwsu1QrI9zxAjcfKHPKtIdBjOCI4WaaD2is0t9bKQhVGt2+wdS4yrWbOxw8mUib5DiXY0oxi8exDKCKBh1cI4oEWaYzXe9S0SNW4pw4UwrlTF5YHstXlEAvgpai0O0LokQ+eIqSc+XGlN/4sVV+7TOCIyfrMqxLyxBqMrhwGkLHs32u3BjyrluafONxg6Pn5eVXU20sY5xbtl/k1itXeX5/A01kGGaP+1+wWG66XLdTwTF6vHrKYbqeAxHnluqZGUz85xMr4vcOzy9Ef9/6/LsPN8XH7LZ/wdHTY73ZuevuuuKKa/MwEmxeF3GhGTI/7/CO61S2bWry4tEedz+tcPqCYKWdcscjPnHX4rJ1GnNTOpvXxcxOrnLnkzGfvKfOmK0xO6YyVjMYq6rUggLv9iIalS4ZLT73oM3LBxvMVWAyyGkEKuM1nckxg43TKjNjOVGc0o8yWejIcUGokryUZTH7jqucXbNwLAVT5MW1csQ/3Bg9zcsjh2HEpGnI5x5yQBS2yoVucxhIVaIQ+aUWyqMFXuLToz6EiVoUuSCOTD78pg6W6NOJoV+MKWE8TDeWSnVlWOSxRrtnMF5R2b6pR6KmRElhKlSyJ1UpszP0nPnFhFPzEecXMxaWNS6umlxYcZhfqnL9ZSY/8tZlFK3HhZbKWjen2c1YbScsrSYsLCucvmCy1qzyo2+D73njEieXU06ejzm9kHH4tIOjV/jAG2Oqfp91YwrfdWvK1Tta7D3d46HnbOYaNhP1PkfPpghVZfvO6/KtW6++a7Lq9H7p537071uef/8ODuDX5piZnTh86Kz1c1sui//06b3Pq1VP8E/e0sdz23z5MRuyCrYQJHHE6UWNqG+yaUJjblKwaSZh3cQqdzzW41MP1JhxTTZNqcxMSD5HPUhwHWmC7zshgdvm0f0Z33yhwUxVY7KSUQ9UGlWdiZpgajxj3Xib/Se7HDnvMVPT8R2VnIKWqmVy/iZh/zGdxSWLDeMyXa30EDcMtcjqzAdyN+k1GGMaEYoRcaHVQCk8AWXuu3KJGZDM6BlJWhsxwB8mreUypm80H7OUo8UGY34fNenRVV06sYpTJhrHOVGUEUUZYaTRLwx1wlhSgjes07h8S49vPJ8SJtpA/ADyeOW7OTPjLQ5fiHj1tMm6WkaS6pBrqIqBEDmWWeMd1y7w1SdXeeQVk4qloGs5aZbSL7gnaaqj4LJdZPzUdy1gGovc8/gYuojQNZOa5+PaPdaPRRiaR6/rMFWBiWtD7nq8w4mLFtdutXndFT1uvfnqbGJmw88dXb7+cM08+Q9Rmn//Dg4wO3cN9z95IXrz61//MSHcX9gwO8N0I2S10+HT92lULBvD6BHGCY1qn73HVMKuy/b1gk3rMrZtWCXTlvj8owHjtsllMypzkwYbp2HHhi4bZtbw7BDTSHFt6Sp65xMeSeQwFWTUXYVaIKhXBBP1jA2TXVxnhYf3xJxdUgbdSyn8AjVVsuMgoRvLeD6nWBCN0XAqg0KgXIqTpUDZtfo8/oq0ATaEgl4Y/qjKaFErw9HkEjXPa4p8kM9Tmv8UQaupLNbxqsrrr2mThjGtWKEXK/RjCKORIi8ivMPSwCfSSWIDR4CmJERFcluWl5xv+UDOjofcfu0yzTjm9MWMxZWYpbWMpabGctPg4qqNUH2+77YOgd2n1VcJE2j3M04tprx6NuHkfMSpeYXDpz1W18b40BtCEq3N/nM5J+djDp4U2CLgis05iy2Zq5SmTTotmx96e58g6HJsPiMX69CF+wsbN7/xY2+9Zm90/VWX/3+nwAHe/rprWFo8n/7EP/nuo299022tTtzguUMunhlw0+VrOHrMjdszDp1LeWF/lWu3Gly+OWPHhhVybZE//kqVmm6zfVpl/aTBllnYuXmNVL3AN59v8cwB6aOhi5iXj8GTe6pMeVDzoOJr1APBeDVnqhEyWW/y0tE+j+9zqTjD+Vst/AOFkKPG/pMKX3zcw3UUbJEP4k0GcYdGjmXmQ8ZgQYnthiFffNCh3bSkZ6EyTFVTS/V60bnLwh61T85zRjxFRqP6hhHZaS7jA2u+yofe0sayu7QiaEcKvQj6EdJjJM7oR5ks8EhGeIexoNm2+N7Xh+zc2KMby5P+4CEqHqzVlsnrdqVcua3JuWbOhZWMpdWY5bWc5aZgZc1iac3ntl0aV25tEWaSE3PjzpS33bZConc5cDrh+LmIE+dVDp+u0OuO8a/f1yHRmuw/l7D/eMRLhxxu2Oqwca7P84dMepHJs4ciOm2fazbB9g0eV179xtbWy99/9MKF+VTRb/mHKst/uAIHcB2b1Wb0te07bv0XWy9/y3KqVtmxoceeowaNiks3C3ngeZedsxY3XR6xZf0SD+9t8csfrfPqkYDNEyqzkyYb18H29WucX1nltz5r89hzE0R9s3iLjXn4ZZtOy2YyyApLCUE1UGhUYqbGuqA2+dozFq6wCKxcoihCKSRopRQrIU5TOqGFU4wiZjmaFHYQdlHcpSm+bYVUgi4nL2Q88rxLqgl5ui4SHEobhjLRYfAawcALycNIYs+wm+e5Miz+wmckTnTedEPEtskWYTtiNVJohyrdMKcf5fTDTH6OoB8pclyJpOOVY2hYWkyUSTw8TocC5ChRaPd0wr7Pe29uEat9zq3CSitltZmw2oTVtmBxxabq2rz16h65mqCgYGgeb76iwi//YJOxiTaHziacPBdx6rzK8bMBV6yv8F9/ss3rrl/k1YWQZw9EvHrC5R3XqmhGn4UVh11bVF46mrNuwuP73/O65Ruvu+VfRP34a7rxN3O8/zYf/yAzePlhuzUATs+vffLmm94gZur81r0PPDjuWWs4do8jR2y++waYnWxydqXP048n3Pt0DSM3uWxaYW7CYMO0wuaZFscvrvFnX7PotX1uuExnsgEVP6QThRw8U2MioDD0FNR8jUaQMl4L8Zw17n0pY++xKnMBhWJfLeLD5QXTNBLiNOb5QwZKbuCVufXGMDrctmTgrGvLfKDA7eE7beabfe550aSdmqCqA1biyKfBL75TfODgY5gLS15W9UjRl7/IMhVH03jn9U0uLJoshHUMRS8EF5L4FYYp/VClX3bwSKMb6vieyQ3bu+w+lhDGesFGlAtqP9Ro9wQXV12u3NDhzdeucP9zBkFTlaNYwb/xHYOLKz7b1vWxrJCVrs7Ccsreoz437kr5+fcv8adfyzm24Bc5mTqqWmHLrMaPv22Nicoyx8/aPHXA5tRFh52bY148mpJlKtdu9xjb8KaLu6667ZfIe59UKuP/oMUN/8AdvPyYm6oQ9pOPT869/pdff/P2i41Kj2NnDSZrCbs2rXFiIeT0gsaZ8z5XztrsmssZrwmmx1W2zvYwrGU+9YDgwmLA5XMy6GpmLMZ3WnzrecErrwZMVXICVysKPKdRiZidaHHiQpff/vw4vjAY83M8R2YvygtjmYGZkOYJj+x2INHxzAxTB0tXsAwNuyDxy+KWav6xapMXDof8u49U+a1PjtNqCfIsIyne7nOG8jcUBri3Qv4da/zbMx+Kf14Zdn1pw5xR8eAXfzjkd35+gVu3X+BiO2axp9LuK3TDnF4ox5ReSFHk8uwvVIM3XRXiaDG94khU5tl3+9DqaCytWfT7FX7pgz02TK9xYkllpZWx1opZbeWstAQXVmyu3WLxrhubrIYp88spp+Zz9h2rMFUJ+MG3tejmIcfOp5xfTJhfEhw84XHg6AQbx23WTyhsmAk5cCZiaTVh+3TGUifDr++4+I633PLLkHxcURv/GKX4j1PgAJvnAmasz3zsxiuSX1zub16eX8tp9VJOX4CVNZ/1Yzq3bNN4x01tqoEs8NnxBM9tct9LGfMXAq5cL9g4o7NpJuXyzSvsPd3lz7/eYCZQJbPQk/h4vZIwWe+y1lvjL+51yWKHddWscLXVcW05Tw+ukSJhtZ3QiXSZ01Oy7cxh95akqoSq16dRbfLsqxH/8RMT3PXEOjTd5YadLTQ6dAucWRZ52ZZ5TSv+mz6UwUMgVTUSp7fMCE3r8ewhlV7o8d032fzaP21y886LLLQSlrsqnT70+hm9MKUf5vT60rU1jDQ6PRNbVwm8kDCFKFUK7ktGp5ex1lFZbuqcX/LQ1Qo//o413KDD+TWF1XbKWitltaWy0jS5uBLwM++O2LllhT2n4MT5mGNnYe/RBnM1l7fesMZaGHN+MeHiSsZyK+We51Oe3+9z5oJNzbWZm0jxnZiG3+b269Ytn1iyf/FXfv++jylK/R+rDP/2bMK/zcev/7ev8aM/+5F9Gzbt/NHm2tLYmL3A4ppFJ1JZWNaZaaTMr+TUfYPJhspUI2Sps8af3FlhrmJz+SadnRsztm9Y5smDLT7zkM/Cgs+GRs5ETTBR05lq5MyM99mybpEvPp7zuQem2FhTmakrjNV0aoEgcBRcO8OzZZBt1e/y2O6ULzzQkAnOXkbFkz6IMq0ipxYk1Ct9xqtNXjne4z99Yoyjp8fYMiG47XKFX/jwKrbR45Vjlkx1M7OCGqBgWwLbUnCtHMdKcW1Jy13t9PnmMy6rLYeGm+NaI05cllrQcWV0YuD1ce1VPvGAwR9/aQpfr6MSMDehcO2WJq+eVzh10cERFOOXUhChCvTHlGZGG2Y67DmtcOCUT9UEx5R4vaKU7y1q4W6lcs3WPsvtHo/u8QhMpbCj0wZKpslazkyjTSdJ2HvcRENBVQWBo3PzrhbPvarQbuuoivRDrFRSVtoqO2ZzchJsQ+f4BcEV2+ZaExOz/2K2oXz6Z3/sB/5WreBv+/GP1sHLj81bNibbLtv8kzs2z/2I4W7p63rIhZWU8SocPqehaxZhGnNqIQMl4qtPGTiazfY5wfYNOTs3L/LIvh7//c46J05WmKnkheusNuje0402D+6O+fzDdaY8jekajFd1Jmo6kzXpjKUVv1NVzdFEQidUCGMD38yLfB1F+hgWRenZMfWgx2q3w+9+0efgsTpbx+DydTnXbrQZ88b4+fcnvP2GVZr9URuKwotkENWtfOdmPnLZVEZmeFWRRkSeHXP/iyp/fMcUK0s19rxa4eDJgFPzNXatd/l3H1qhEXRZbKu0+zndUHbxXtHFe6G8hppCxzMTwlT6kOcFB6bVSbi4HLGwlLGwLJhfdFharfHBN6S84doVzqwqxaiSsNZWaHZ05pc8Lpuu8q/el3LbNavsOxPy6qmEAydMwn6N77mtS6rkrJ/KEUZMHOlcti5hcVVhuh7T6Xa58Yq5vuFs/qkobXw+jPS/1xn+/xMFbihK/kd/9pUnvvnc+s8Gtckfnpne2J+uw8mL4Nsqihqz2hJsmEqw7Q5hX2fbjM72DbBr8xKPH4j4yqM1dkx6bJrWyJB0VN/RqPgZY9U+hrnG5x9xaK65zNZgoiqYbAjWT6Vs29DCsbu0OvLSJ4sppZvI8ChHLwrc1LBMBcfMcS1pNmQZXR58WeG5VytMB6q8llYFtqmy1jZxDIPJSkwYD+2Q89cO1t8e7nDJTD4sbqXwC5SojKknXFhTpWzLzen2cy6uCC6u2MwvV7h+i8rt167QSjLWehJV6fVTumFGN4R+KNGUbs/CEhmqkpLnEuf3HY1OrHD4XMLZCxHzSxnzy4Jziy41z+NDb2rRy3pcbErz+1YXOn0NRck5esbgyMkp3n+bzs1XNtl3ps+rp1IOn/JwdJNeHHJqAeqeSk5Ku6MxNxFx4rxgw/ot/Q0z4z/8/u+b/NLlG9vp93//h/6xy+8fv8ABfvFffoDvunF/6lcmvzw+OftP/dqGrqtLqG5pVeeGHR3StM+juy06HY8bdqjs3LzG4wdC7nigylzV4btvzdm6oU2aS0OZwFOo+QmzE2s8tDvn4ImAdRWFiarKRF3K5LbONTm/uspdT8ScXpDQGAosrMDHvxUQWAqOCbapYpsarkUxIsQEbp+Vdo9vPOOg5jbjfobvSPcss/AAiROVNFEgHwp8B94+DLu3dJgqK3r46duWz3z4haJk0ndcyKjBKM5odaHZESyv2eSZy7tv7hBUeqz2FDp9uWzKeVyh01el11/X5Me+K2S6HpEjuTKzk4L3vbHL2ESHI/Mp84sxC8swv2SysFRh16zB7descXI5Z6WV0WyntLrStPPA2T5ff0pwbqHOh96oc9OVLfafDnn+gIJneNx6ZQ4Cnns1Z7wCUZrS6irs2jbXnRif+aff894rvnz33fPptmt+8P9E6f2fKXCA73vfT2Boq/km4+wX33LD1E9t2zKzNr+ic9lcj1Pndc6v6uw/YXHTdo0N61Z4/ECHz93nMe5Y3HK5Qr22xoHjGVNVQS0Q1IKMqXqPZr/LAy95mBjM1BXGqzrjNYXZiR6eu8LTB+HUeRNVkbEhQk3JSeiHhpRzmWBbKo5dzsBFNIrT48xiypP7AsZ9Ba94ECxDCo9FkeKgFJdLrTwmKZceLYevssiHh6fRFOTSZzsrcyVzhTxXBozDMM7kcthX6fR0ltccXrcLNky0WAlz2n1Z5N1+SreX0e3JAu/2TUxdR1Vi4kz+3CxX2TipcfOuLqthxJnFlMWVmIsrKucvOmRpwFuvjXHdHvNrsNpOWF6DhWWXKzZHLHfaPLNPYbVZ5YffmnPz1SucWOzwwkGTnes1pmsh6ydV9p6CySr41fVry/3NP/WF+9IvfuGLh/J3v/uf/p8qu/9zBQ7wrnf+CC1jludenfxsUL3yX7/z9huXLrbGaFQSFlf7TPiCMG3zlSdj/ujLLrZmc9UWKX3bezqC2GH7nM6mGRivxtQrHV4+pvDqSZepispkXTBW15hsxMyMtzhwJubxV3wmfKWQbGVYRszTB1SyzKRiSd2lZ2v4NvhOhu/E+E6IEF2ePCjjrQNTeoRLjFwp0BjJJxdCQVeVQS6lWhx78pHLpCxWFXL5x63+v+2daYxd93nef/+z33vufu/s+05yuA8XiaK2yJIdu7ZlW3EKo62ToHuTti7gwk7RJAjawgWKtP1iNAXsoHbatIGAOrGDmpLlyhIt2bJIWRIpkcMhZ8jhrHfufu+5Zz/9cGZoOXUKB14oKX2A82GA+XLPec4f73nf532et0xWpd0aJdr93z0tiu8rsYQ22FUM+vFgp+sILCe2J3bcBGf3twkil7od1+KdbkCnG9DuQttSaFsasjA4faBLZ7dV6LgRO/UED8wLZsY6rNUiynWf7VrARkVhu5pm/7DG4WmLnXZEpRELqK6u6KjkmBu3WNxweHVRwbGz/JOPdPjg/S00o0GjodBf6FKueBybyzA0eV/lzPFD//gjD+b/6JHTSX754z+5gOovg5/qoOfHwcn7fw2AayuNLwlJUUrF/s8tXf2TnmLKY63mUmkoZNM6oz0+w0WZI7MOtystzr2QYX5E58R+Dz/yCUOFatvj3EtJQkdjZFiiN6/Qlw/oL9j4YYenL+gErk4+vec7HqCoNk9dMJEChUySXW8VaTc7KF4kTptdHN/h6y/3ogiFpBqga7HQPx7nx730aitiZVvH1MWd2BRFiU/oKOJOBGDs5Lp7gt+R7XLH9F5IcRni+QLHEziejGXrjPW0KGRcbF/dJfmusMqRsB2FINB5bKHDH/yZRdXWyXRFnHCh+SQNiZYZB6YOofPoQotnvudjOQqWHVJtKowPJHj0RIOl1RSbNY2E7mJoGmZC53guxS+ebLC86iBLBl3P5ntXdQw9zQdOeVQbLV69rjI7qqHrKdotk7HeAMftcHMzQTZncuzIQ+VHfuGez4D3JSFKP2+qAT/nE/ytmBnPMlCMvnjk2H2fHRp/vFztpul2Aw5OyBh6yIExwaGpAF+0+PZllbGiwX2HA6ywyTMXIhodwfUNmaXVBKNFmeFelYmhgLGBLrm0xZurAee/b5JPSmRMiVQS8hmX5U2PlY0EfSnIJN/SS99dXu7Jdcim2ly4KtjeSZDRf7DIsOeLEktnPa6vR5z/fop8cjcBWY+TlCURe3k7bvxh6/kSQSjdyW+Xdt1j1V1pgCIJohC6Dli7HZBGW+P+wxETg106Lj+k/46DpOJTfKAocWxfk6YVsNaUqbSh0Q6ot33qbWi0Fap1k8k+wehgl0qbuAfeFtTbSR4+HDAz3qVqwa3tkJUNj9UtuL2VZmZQYXzAI2XKPHQiREl0OP9ayO3NDPceDInUNq/dEFxeSWB7gleXEkgCDkwp/I2P/mL5gbNnP+s68hfvFrnvKsEBTDNFMim+cPb+059+7yPvq91zdIi1qsD3QvoyMNLf5emXPZZXTeYnJHasNk8+qyGFSRK6z+JtgSGpjPcrzI75jA9WuLLmYbsSq9sy1bpKKROf0hkzIJu2uLYOO9UExTRkUjK5tEQx6zNYshjtrxFSQ5LbXF6WqJZjrfeeM5Si/GD5WFVcOh7oqkJaDzETgkxKppSTMBMBrY5Py4KuE2/pBEEc84GIT25NgYQW26mlU4KOHbBTj1tybUuhY6s4XgJTc+kGEY4Xn+C+H+EFuzoVT6KvFHFk0kKlSah2WNqBtaqg1gziqyVTaRr0ZnVmhyxqFrSs+IN1p6HTk1EY7g0wNJges1kuO1y75XFjXcV1U8yOuFhugAiTPPGgTy7f5PINmel+nUdPt1gpB1TqCqocMNTjUeuOcvL0B2sj46c+Xa6JL+hG6icnyjuV4ABCJNHU5Jcf+4XTnxydmPnUvScXPE32iBAsrSuoks7xaYmxwTrPXpToSyaZGYZM2marKsgaBnPjgqG+Bucu+nznkk61paPrSryBnxRkUvEJrSgdnrqQpGjK5FOxxLaUixjrtzCMKt+85PCZ309x4arGvjGfdN7FD+Kx+V5HY8+iIYg8/sf/NkmoMikjfonyaYXZUYcDkxtsVi0qjYCOHctY/UAijASC2HdQ2zX6L2YlBntt3lxvcn3dpdYMaHZk2l2VrmPw8YctZCXA8X4Q6hrsKgNlKaJaF7x+M8GhOZf/8Pc3ePDYDq3A5VY5otb0qTWh2tSoNVO8d8HGjjxqreiOq2ujnaBrK+RNOL1f5ZFTHW7WXK7eDGm1k/QVZBqWy7VVhUYtzXuO+6yUO7yyaBC4CaYHfXw/otWNmJw55U1NTX4q13v2k8lk5stD/cmfnCDvdIIDCKGE3ebmVz/8gQ98/tih+V8/fvzBoNHVQ1kE9OYU+ksRb6zA/IjGI6camEmXStujXDU5OKlwYKLN175r88xLafrSGpKIBfl5UyabksinI/qKXZ56OeS1pRRFU8QCrazEYI+NrDT44jnB7/1RL+XKIOXKGEcnExyb62D5APHHoyLF4Ue66qNrDre3DdJqPI00E3FA7WCpQyi32GoEtDoBthPnwvuBRBTJyCK2pNCUuKTJpiL6Cx1kucl6NaTeCmhbEZ2ugm3rjJQkAs/D9kVM7nDXsF6Apvm8vChxcbFEb7JIKTnIP38i4lfeX8HGZb0SUG0EVBsy9VaCI5MKj56qs16HRsun3hLUW0kyukcUBVRqJo8tKLz/vipvrLpcuq7Sl9HJZ306tsczFx3eXE5zYDxgYydiu2rg+yFjAyI8tXAm6B88+Ov7D3/487fX176az4qf+RDnx8HbguAAuZ5ZVpZ33FJx+Mt9/RMHFg7v+y2HARxbYHsO5VqSXC7iwtUEmZTH5WVBWktyz0ELV1R55XqCfEJjuBeCyOVrL5gM5gSFrEwp59NfbLC8o5KUVQppsRsJHjLS2+TlJZdzL+XoSya5/6CGrqRRpBS/+r42SAHhbntNlmOTnYTu8dp1aNk6aQMSemwSlDEDZNnlD58y2KzKdxaD/WDXyZa4wyKLuOSJF3hD+osen3isgxNGtKxwV18i0bE1TENhfjquw/diAcNod1Mfjy9+PUXgJghthedfybFT6+N9JySO7mtyqxJS3TvFGzqOk2Ksx2Or4bHTDKk0QjYrCT54r0ukhKxuRzSaaY5Ogqw1+e6bAVYnxcHxkIblc2xWYqcR0JPR0HQHWYQcO1Ck0Hvgt6YnRg70lwa/rAbb7sljc3ebTnfwtiE4wMTkNKW+wa7vlhf/9sdnPzc+uv93jxycCTpWkmOzNr7foZSVWdpwuLyU5b5DIYra5KvPm9RrBj1Zib6ihx91UIXOUElmoATjAy1evOLynUsmhaQgn5LIpQSDJZt61+LZ7xsUEzrz4wqzIwGFrEWzk0RBI/BcQgRCivXkmhqSNDzOX9ao1jVMLbqjHzf0eBWu1ZXxQ/FDWzrRW6Iyf7CAIe50U5KJCDvY3dRxQ2xX0Okq9GRk7jto0XHiJeF4eTgum1TVww8NCklBpe2zdNvj0nWdRqPAQ4cDUimHjWpEox1QbSo02knOHIg4cbDJcjliqxKwVlYJvAyK0mWr5rNTV+jNGHzojIQbdTj/usShcYPpkRY7NQVNdXnpCuRSumNmxnZGh/f/7po197nFldri9MxId27/vrtNox/C24rge3j00Y/xlW+0gl/7W3/9t88+/Cv/9v2PPux0giKNVpbp4QZyJPHeExK6bvHfn9FIaWl6SxEpU1DMWXz9JYOUajAzIjMxaBFKNb7wdZONrSTFtCCdkslnIjKpLpdvhqxuJJnsU9k3BqFU58XLFtdupbBtg6Tu7g6I4rJCV0MM3UHVRGwAr701MjzOrYwjr2NE0f+94CDED19RxG7vO7aEcHcXiW1XwXZ0PDfC8uI4bM+PCOIUQGw3IKnJzAzKnD5iI5QWV2+F3FgzmezT2DfRpW4F1NqxKrBSNxgpJvjV97XwZYvl7YBrt6DbTfHeUwGVtk+rE7C2E9Jpm3z8EQ8naPONl3SIDK6sueTTKfbP5Mjmj3zL8fwRRc386/39VvD4h375btPmR+Ln3gf/cfHRxz/M9k6TnqLzL/pKD0paZuLe9Wt/Il1a0u/NJGpKX6HKxesJ/CBJT96hpyIxPRSyUbe5sZrm5LTM/FSHSCrze0/q3FjN0ZcWsfVyQiZj+iiKzeJtlcBLMNYnMTls8fqqzdMvFfno/RpjQ4L5cY9Oc89CAhK6j+V63CwnMLW4/x27r8brcJIc3glyeuuk8q1j+bdM5HcHQrtBqlFIEMq7jlexEZBl64z2dNANj66r33GXFQjeWFFptyTGizKPHtP46ksdrlzzGO/X2TdmMjvS4LWrPq2OTLsb0bQUKo0kM/0Bn3qiwX85B6+vQDalsbDfoLfY5fpahlTaYLsZMNqvMzMU8sq1LoGQePhE1l/dTr/4G594LNTTMxeEwB7ozd1tqvw/8bY8wffQW8ogRA+yUvhseX31IcW85wMLx048OTo+Eb55K0+z5bNvOKTV9TEUGdPs8uJlhbGiQU/RZXG9yQuXA5r1FA/MS+QzEdmUEnsVqiGbtYA3bygMFyX6S5AwOiyuyvRmY034RlXm1SWDTJI4HlwPSSddbu+EPHshTdaI0LW4No9vZoQswjtGlXs7mnc26/nhZeMgioNag0CK41TC6M5IPwjAdmVals7Dx2Ckp0uzSzzNdKFpKRyeiugtRlhOxE7NYN9wSMeLxVO3ywmOjgf0FjwcD2wnpN4SVJoSL7yeo8dMceZQi+nxBtt1i9XNNPccCGk5Np6rkDNtrt5SSRg+C/sTjI6NhzNTJ5/8mx86/YG12+WHBvtyv/l2Jze8jU/wP48PfeiDXF9eaqma8Rv16tSSrLx80LhVf1wNrtKyI/ZPCJbWPTa2ctx/SBBh8cJrKRAp+vIKx2e7KFKCUjFkoxawfyyi0pJZ3kzywJxgoORz8brHq4sZjo7FMYmh4pFMpMiZgrQZT0I11ePFizKGrFJMC5K6vOsUFWtdEFFcr0t7AVbxBnsckR0HwMa5lXtZ9LGjVBynEou4tF3zIMuWqDQM0qbJmYMWf/Z8jq4d0u6ENFoyrU6S7aZA9wIabZUjswqX59qsbSUo12TuPaKSTgu8lqCv6LFZjZBklVdv+Jya1Tg4GCCGJM5f8rh6S+fs0SSW3eXycgZdd6nUu+yfncMJ8185fWLh0tho/3+0LLvVPzB9t+nwY+MdQ3CAqYlpgJ0ri7f+5aGFXxrbN3eNnXLh8W99e5GEvk23m+Ce/R6trkRgBcyPGkhKHAR1Y0NQygrqnTZWNx1PExVBxlTJpyUGSm2+eUlGE3H7MJlwee2mT8lU6CvIDPcGmImAKIp49vtJTEUw1icz2ANXb/lkTBkvELturNIP/FV2a3NFDpBESBBFuy5We/W2fOcKwhBFiV+mfNrm6i0J29EYKCV48KjFV58Hy4lYK/vkMyq1Roq5oSZvLCao1DUC32BurM6rV3zqTZ1qy8DxZUQUkU5GhFKbnXqKqUGf5Q2dIJKQJZVSrg2+zQtvaAzkAyrNNkdmCkxM72dydv4rZ+7Z90/bjfbNdHboblPgL423dYnyF2Hf7Cgzo9HNA4f2f3p84sjHPvzBx59Tc2cYH8xwc8dFUwKWNxIoakSlKdFXsBGRzNSwTbMlcXDCY2ktJAxkcgnBcG/IdtNhfVuhkFIoZkHXHJ5/PU1vRmZ8MKDrtri8HNGyVDRNI28KRvtlZsY77Fg+LSvuT1eaELjcGd0njXgzX1d9ZCl+QRxfYLvxqpnlRFiOgq4KerI+IGIPxozFG7cdbm5G1FoGtqORTgjmxkE3bZY3fHbqBmfmoeNHVJsR1YbBSFGhlO9yuwxtS0WRFKZGfC6tSORSMtfXA6JQYaseUszEkSiT/QLbkyhlW3TcDJ94fIEHH378uYVjxz42Mjb36ZXb3s107p1HbniHneBvhVBKAEtRFC2NwqVXrgcDv/TRfb//zReuTy8tfk8umBGlnIft6GzWZBK6guN1GCiYNGyXyJcZHfAYzAlyGY/vXYVG02C6XyGVDEmbHUw1RTEtk89ZPPuqh++kODUvkBSVdEKmkIkoZLuEkYIfgKFGPP2yzs11hcmiuJMflE7GlhOy7CPCEMuFZhdaVkCrrdDqKEwNw3tO2Lx+JXaPElJAtSOoNkNaHQU31JAkwb5R6GLzrZdl1rYT5Ao6lu3Q6ursNHRmRhOcPNBl8YbJdlUj8F0ySRUvstgqGxi6jWUnKOY8ml2V7bpPT00ll/E4PH9vIKfnl07Ptf9eafjMBrAofpS5+TsI71iC72H3ASxG0cZiEATvXeikhg4fPPbkxQvPZ1bWbpm23WFnGw6M+axsKEwN+CythxQzGucvJektKJTyLZpXZcb7dIIo1no/84rK2pbGoZMRktzFcwXZpIyh+aRUBZGINSeVpksYxLmWmupjeSqqFFtZ9OQFfcUuvYUmZrpJVHNQ/S4ty2GtqZHU41zPWlNh0E0gKR62H1u46UpEX66L5Ri0uzIuCq4X0GyrpHMyCIe1nQSHZwUPHbOpVdMossvN9QRpM2Kr6VOuqJyd99go65RyguurgvEhmVrT58C4y2ZF5uisSbE42XnwwTPNdid6QjbH1yqBfLPnHU7sPbzjCb4HIQZoWeHNufmh1W67PW+70j2HDof/eXtrOXVt6XrOd5dpdgwCLKJQwgs8Om2Ze447FDJNxnqS6IMul5YVkoZHpxERopFP+9zYkLi9bXL4FGRMm6xuEEkCXQ/4Xxc0qnUFfQxU2SeTjChlZPqKCmP9Nr2FCsgVnnxOYbua4d5jPuPjZV56M8Va00RTBQMljb6eBK1OhB8E2J5KKSPxyILDUy+EtC2FUBZ0bYdbWzqPTSmMDXpUGyFRqKFqLpYT4gcBl5YldEOl3nG4eE3h4ZMqZcUhCgQIm1xSo9ONEMp46+SJmer+uTlFU8XfSWSmvjM+kW6AHwqh3u3H+VPDu4bgAOmkBBC+sbhRKxQGz7347XPjH3n8iU8+eH/jny0v/rF78dWa2KjW9uUyqpHQtilmTCzH5vzrSZBUvMimmElwbc1DRDr7RwNsHywrYHpQwkz42K6PIkWoBqSTNqW0IJ1U6HohtXZItRpQMGXmxjzGh7f40tPgucM0HI2sBiOliMl+h4UpsIIq/+1clvyqzNigylDB53baw9AVmh2d7YZPqxtg2aAZgqTm07YDbtzWSSVcPNvlzdsyimQyPWpRaRrIqo0IJc7OB9RbDjsViY7lkksVmJuJ7I6fvTI0MaTec/b+L3/rT3/73504fkrv6U3ZodcOhcjc7Uf4U8e7iuB7ODA7ABB2LB+Qvigi9Q8UWcZSDsjZwdTn9w3as8s3r541EhV5swFbFYWE6rLT0pjsF7x+Q+HUnEbagI4tWFo36c343NiIqHbSbFRUxnpgdUdibUenN+9Tbnjc2lb57pUkM/0ymtbkxUsKK5sJ8kYSWZZIGT7trkBXQ5KqwkCxy33zPvVOl1Zb5+S+kPWtiN5Ck3ItYjQPwz0uUWQwWJB4z4JPznTwg4DpfsGb3QjLEtidBKfm67y+lGBuKDbeKWQMdkwJK0hx4lghGOifOX96nsWdqvUPn3o5CDRN56HH/1XUOzBp3e3n9bPEu5LgezCTd37e3vDQX1xp/d1IJPKTUyf/zfUrX9Nq398IDs3qx4sZd2FldYek3ma4KJFLC+rtePI5OxgPfjpdiXJNJZ0waFhQbqjU2ipjPQ7lGkSE6KpGT07i6YuCyCvg+SGGFuFHezYRcR/c8wUlSebe/TpBVGdze4BBO0kgQIiAnVrEQEmlmJHJpDwaHY1CTsa2oVpRqHZUGt0QRYNy02HxlsbNzS5CziMbJaSEcmEw2bkojDH5/e9/jzvQW/xNcGql0Z+dyc7bEe9qgv8ozI6nAWrAPwB46hvPEYTSAxMDtcd6B+wn6u3OXLJos75+laYd0tywIHRImwFeYLDdkBgfCFnZhLQeMpCNyGdlbFdiecNhpGjTn5dY3EnQl5LoCIGiALsG/PEisSDw4xyiRluimFXYrLErN/BotDTKjTg+3HIkFDm2ShvuD1nthjTbcQ7ReF9IOpXBTITsmz3KocMaslK4Gkn6kwcn0k95fvTcwaP384/u9k2/i/grR/A/j8fe8wDAc4167bmBEZ6vtf0pt1sJ/+uT5bBvsGeip1T4TKt2C12XyIt11nfaFFItKnqSTKJL3pQZyDoIXwMh05vzUJQuQZhGVcBQ4jjC2Apid3s+FLsJxXEUoBASQeSwsuGiKSZNJNZr8Y5nuRWxVQ1Y2YrIpUI0vcBD9/RBFDI3PUirWfvc2sbG8vFjD0gD/XnJ9pLXgXO5XPZu39q3Bf7KE3wP2Vwe4Nze31evl1FULVerbL64vSHjBrI3PjD9qZMLyqPFjMOhukCyn6bckBnsib3Fc+mI/3nepGT6+H4caS2HEUSCMAjxg1iH4sg+ridh2wG24+N5PlMDFiMDAV9/OUnODOm4EZYjoacMFk6fZvKQQn8Wapb0dN6w/r1lh+rkzDyl3v7nCJ26kH/8/Pa/Svj/BP8LMDfVA1AH/hSg3bgFcMXqSn2a6of9rs/txedJJqLYU8WRKaS63sj0w78zlrf+2pDteb2Z2MohkxC4foihxlYShhpnXGaSDnlLp5i16B821YX56Gt/+I2l38maqipEQISMmUwwNX0QIWskVSQ7kLeA5anRgbt9i94ReHd0898m+E9/fJ4I0VdSt7Ity4kKqdhSzTQEnh+iKXENrilxxqWZ8OjYKlnTJiIl7juZboRhtKXn3ne3f8q7Bv8HiEq2e4XwH7kAAAAldEVYdGRhdGU6Y3JlYXRlADIwMjAtMTEtMDdUMTY6NDM6MzMrMDA6MDCag87NAAAAJXRFWHRkYXRlOm1vZGlmeQAyMDIwLTExLTA3VDE2OjQzOjMzKzAwOjAw6952cQAAADl0RVh0U29mdHdhcmUAbWF0cGxvdGxpYiB2ZXJzaW9uIDIuMi41LCBodHRwOi8vbWF0cGxvdGxpYi5vcmcvSM8oowAAAABJRU5ErkJggg==', 'weight': 26}
• mf_hecke_traces •

  Column	Type
  hecke_orbit_code	bigint
  n	integer
  trace_an	numeric

  
  
  • id: 5288515
    {'hecke_orbit_code': 69155684357, 'n': 1, 'trace_an': 12}
  • id: 5288516
    {'hecke_orbit_code': 69155684357, 'n': 2, 'trace_an': 0}
  • id: 5288517
    {'hecke_orbit_code': 69155684357, 'n': 3, 'trace_an': 0}
  • id: 5288518
    {'hecke_orbit_code': 69155684357, 'n': 4, 'trace_an': -166691544}
  • id: 5288519
    {'hecke_orbit_code': 69155684357, 'n': 5, 'trace_an': 549543060}
  • id: 5288520
    {'hecke_orbit_code': 69155684357, 'n': 6, 'trace_an': 10591544184}
  • id: 5288521
    {'hecke_orbit_code': 69155684357, 'n': 7, 'trace_an': 0}
  • id: 5288522
    {'hecke_orbit_code': 69155684357, 'n': 8, 'trace_an': 0}
  • id: 5288523
    {'hecke_orbit_code': 69155684357, 'n': 9, 'trace_an': -3948466041036}
  • id: 5288524
    {'hecke_orbit_code': 69155684357, 'n': 10, 'trace_an': 4435846671960}
  • id: 5288525
    {'hecke_orbit_code': 69155684357, 'n': 11, 'trace_an': -1090673824176}
  • id: 5288526
    {'hecke_orbit_code': 69155684357, 'n': 12, 'trace_an': 0}
  • id: 5288527
    {'hecke_orbit_code': 69155684357, 'n': 13, 'trace_an': 0}
  • id: 5288528
    {'hecke_orbit_code': 69155684357, 'n': 14, 'trace_an': -890646861445848}
  • id: 5288529
    {'hecke_orbit_code': 69155684357, 'n': 15, 'trace_an': 443085522435120}
  • id: 5288530
    {'hecke_orbit_code': 69155684357, 'n': 16, 'trace_an': 2206145875609632}
  • id: 5288531
    {'hecke_orbit_code': 69155684357, 'n': 17, 'trace_an': 0}
  • id: 5288532
    {'hecke_orbit_code': 69155684357, 'n': 18, 'trace_an': 0}
  • id: 5288533
    {'hecke_orbit_code': 69155684357, 'n': 19, 'trace_an': 6329834351210160}
  • id: 5288534
    {'hecke_orbit_code': 69155684357, 'n': 20, 'trace_an': -45407795215923720}
  • id: 5288535
    {'hecke_orbit_code': 69155684357, 'n': 21, 'trace_an': 13538972741781744}
  • id: 5288536
    {'hecke_orbit_code': 69155684357, 'n': 22, 'trace_an': 0}
  • id: 5288537
    {'hecke_orbit_code': 69155684357, 'n': 23, 'trace_an': 0}
  • id: 5288538
    {'hecke_orbit_code': 69155684357, 'n': 24, 'trace_an': -1238774108159908320}
  • id: 5288539
    {'hecke_orbit_code': 69155684357, 'n': 25, 'trace_an': 883359578467451100}
  • id: 5288540
    {'hecke_orbit_code': 69155684357, 'n': 26, 'trace_an': 487725686068642704}
  • id: 5288541
    {'hecke_orbit_code': 69155684357, 'n': 27, 'trace_an': 0}
  • id: 5288542
    {'hecke_orbit_code': 69155684357, 'n': 28, 'trace_an': 0}
  • id: 5288543
    {'hecke_orbit_code': 69155684357, 'n': 29, 'trace_an': -5990455853511966360}
  • id: 5288544
    {'hecke_orbit_code': 69155684357, 'n': 30, 'trace_an': 8784171220269562920}
  • id: 5288545
    {'hecke_orbit_code': 69155684357, 'n': 31, 'trace_an': -35669623242168576}
  • id: 5288546
    {'hecke_orbit_code': 69155684357, 'n': 32, 'trace_an': 0}
  • id: 5288547
    {'hecke_orbit_code': 69155684357, 'n': 33, 'trace_an': 0}
  • id: 5288548
    {'hecke_orbit_code': 69155684357, 'n': 34, 'trace_an': -45224081273675172288}
  • id: 5288549
    {'hecke_orbit_code': 69155684357, 'n': 35, 'trace_an': 37959801679716705360}
  • id: 5288550
    {'hecke_orbit_code': 69155684357, 'n': 36, 'trace_an': 95509342682184062232}
  • id: 5288551
    {'hecke_orbit_code': 69155684357, 'n': 37, 'trace_an': 0}
  • id: 5288552
    {'hecke_orbit_code': 69155684357, 'n': 38, 'trace_an': 0}
  • id: 5288553
    {'hecke_orbit_code': 69155684357, 'n': 39, 'trace_an': 59576177650244745888}
  • id: 5288554
    {'hecke_orbit_code': 69155684357, 'n': 40, 'trace_an': -135247056564421048800}
  • id: 5288555
    {'hecke_orbit_code': 69155684357, 'n': 41, 'trace_an': -149504768291960577576}
  • id: 5288556
    {'hecke_orbit_code': 69155684357, 'n': 42, 'trace_an': 0}
  • id: 5288557
    {'hecke_orbit_code': 69155684357, 'n': 43, 'trace_an': 0}
  • id: 5288558
    {'hecke_orbit_code': 69155684357, 'n': 44, 'trace_an': 1795327120321140441312}
  • id: 5288559
    {'hecke_orbit_code': 69155684357, 'n': 45, 'trace_an': -1757089887558453396180}
  • id: 5288560
    {'hecke_orbit_code': 69155684357, 'n': 46, 'trace_an': -2632260904857596314776}
  • id: 5288561
    {'hecke_orbit_code': 69155684357, 'n': 47, 'trace_an': 0}
  • id: 5288562
    {'hecke_orbit_code': 69155684357, 'n': 48, 'trace_an': 0}
  • id: 5288563
    {'hecke_orbit_code': 69155684357, 'n': 49, 'trace_an': -1924948130789206201884}
  • id: 5288564
    {'hecke_orbit_code': 69155684357, 'n': 50, 'trace_an': 4613478251192179347600}
  • id: 5288565
    {'hecke_orbit_code': 69155684357, 'n': 51, 'trace_an': 6601362996360626974464}
  • id: 5288566
    {'hecke_orbit_code': 69155684357, 'n': 52, 'trace_an': 0}
  • id: 5288567
    {'hecke_orbit_code': 69155684357, 'n': 53, 'trace_an': 0}
  • id: 5288568
    {'hecke_orbit_code': 69155684357, 'n': 54, 'trace_an': -4543556632841187026640}
  • id: 5288569
    {'hecke_orbit_code': 69155684357, 'n': 55, 'trace_an': -4976317493836251356880}
  • id: 5288570
    {'hecke_orbit_code': 69155684357, 'n': 56, 'trace_an': 6789286242764162655840}
  • id: 5288571
    {'hecke_orbit_code': 69155684357, 'n': 57, 'trace_an': 0}
  • id: 5288572
    {'hecke_orbit_code': 69155684357, 'n': 58, 'trace_an': 0}
  • id: 5288573
    {'hecke_orbit_code': 69155684357, 'n': 59, 'trace_an': -31976684482970870043120}
  • id: 5288574
    {'hecke_orbit_code': 69155684357, 'n': 60, 'trace_an': 38198563842186313414560}
  • id: 5288575
    {'hecke_orbit_code': 69155684357, 'n': 61, 'trace_an': 33892026990475241838024}
  • id: 5288576
    {'hecke_orbit_code': 69155684357, 'n': 62, 'trace_an': 0}
  • id: 5288577
    {'hecke_orbit_code': 69155684357, 'n': 63, 'trace_an': 0}
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  • id: 5288762
    {'hecke_orbit_code': 69155684357, 'n': 937, 'trace_an': 0}
  • id: 5288763
    {'hecke_orbit_code': 69155684357, 'n': 941, 'trace_an': -39833908806381172268829777095331721176}
  • id: 5288764
    {'hecke_orbit_code': 69155684357, 'n': 947, 'trace_an': 0}
  • id: 5288765
    {'hecke_orbit_code': 69155684357, 'n': 953, 'trace_an': 0}
  • id: 5288766
    {'hecke_orbit_code': 69155684357, 'n': 961, 'trace_an': -52347224499724365863265815184395093364}
  • id: 5288767
    {'hecke_orbit_code': 69155684357, 'n': 967, 'trace_an': 0}
  • id: 5288768
    {'hecke_orbit_code': 69155684357, 'n': 971, 'trace_an': 67886183611675864112263760747302159824}
  • id: 5288769
    {'hecke_orbit_code': 69155684357, 'n': 977, 'trace_an': 0}
  • id: 5288770
    {'hecke_orbit_code': 69155684357, 'n': 983, 'trace_an': 0}
  • id: 5288771
    {'hecke_orbit_code': 69155684357, 'n': 991, 'trace_an': 79139063377473015944608465745597226624}
  • id: 5288772
    {'hecke_orbit_code': 69155684357, 'n': 997, 'trace_an': 0}