Embedded newform data - 27.10.a.d.1.4

Formats: - HTML - YAML - JSON - 2025-05-17T09:50:50.521369

• 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': 2700, 'analytic_conductor': 13.905967576424574, 'analytic_rank': 0, 'analytic_rank_proved': True, 'atkin_lehner_eigenvals': [[3, -1]], 'atkin_lehner_string': '-', 'char_conductor': 1, 'char_degree': 1, 'char_is_minimal': True, 'char_is_real': True, 'char_orbit_index': 1, 'char_orbit_label': 'a', 'char_order': 1, 'char_parity': 1, 'char_values': [27, 1, [2], [1]], 'cm_discs': [], 'conrey_index': 1, 'dim': 4, 'field_disc': 203942560, 'field_disc_factorization': [[2, 5], [5, 1], [1129, 2]], 'field_poly': [1440, 0, -83, 0, 1], 'field_poly_is_cyclotomic': False, 'field_poly_is_real_cyclotomic': False, 'field_poly_root_of_unity': 0, 'fricke_eigenval': -1, 'has_non_self_twist': 1, 'hecke_cutters': [[2, [324000, 0, -2142, 0, 1]]], 'hecke_orbit': 4, 'hecke_orbit_code': 13510799049883675, 'hecke_ring_generator_nbound': 5, 'hecke_ring_index': 52488, 'hecke_ring_index_factorization': [[2, 3], [3, 8]], 'hecke_ring_index_proved': True, 'inner_twist_count': 2, 'inner_twists': [[1, 1, 1, 1, 1, 1, 1], [1, 1, 3, 2, -1, 2, 0]], 'is_cm': False, 'is_largest': True, 'is_maximal': False, 'is_polredabs': True, 'is_rm': False, 'is_self_dual': True, 'is_self_twist': False, 'is_twist_minimal': True, 'label': '27.10.a.d', 'level': 27, 'level_is_powerful': True, 'level_is_prime': False, 'level_is_prime_power': True, 'level_is_prime_square': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [3], 'level_radical': 3, 'minimal_twist': '27.10.a.d', 'nf_label': '4.4.203942560.1', 'prim_orbit_index': 1, 'qexp_display': 'q+\\beta _{1}q^{2}+(559+\\beta _{3})q^{4}+(-10\\beta _{1}+\\cdots)q^{5}+\\cdots', 'related_objects': [], 'relative_dim': 4, 'rm_discs': [], 'sato_tate_group': '9.2.3.c1', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '27.10.a', 'trace_display': [0, 0, 0, 11852], 'trace_hash': 1201751033384831422, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.062', 'prec': 17}, {'__RealLiteral__': 0, 'data': '3.743', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.674', 'prec': 17}, {'__RealLiteral__': 0, 'data': '69.887', 'prec': 20}, {'__RealLiteral__': 0, 'data': '11.082', 'prec': 20}, {'__RealLiteral__': 0, 'data': '1772.243', 'prec': 27}], 'trace_zratio': {'__RealLiteral__': 0, 'data': '0.509', 'prec': 17}, 'traces': [4, 0, 0, 2236, 0, 0, 11852, 0, 0, -41760, 0, 0, 179684, 0, 0, 2348680, 0, 0, 1011428, 0, 0, 3473568, 0, 0, 2554060, 0, 0, 19793924, 0, 0, 889136, 0, 0, -43111008, 0, 0, -3805156, 0, 0, -133649280, 0, 0, 11585024, 0, 0, 13428000, 0, 0, -73622328, 0, 0, -44411860, 0, 0, 314722080, 0, 0, -407685888, 0, 0, 219882572, 0, 0, 1519285360, 0, 0, 390561236, 0, 0, -650481120, 0, 0, 1197949508, 0, 0, -2121017572, 0, 0, 49814324, 0, 0, -1767126528, 0, 0, 370444320, 0, 0, -653198976, 0, 0, -47017172, 0, 0, -4146926688, 0, 0, 1935734516, 0, 0, -3971429420, 0, 0, 3160745468, 0, 0, -4381553088, 0, 0, 1977121448, 0, 0, 14939344376, 0, 0, 3205533600, 0, 0, 1603530144, 0, 0, 5585032372, 0, 0, 12243468176, 0, 0, -9411840784, 0, 0, 3918307680, 0, 0, -7748762132, 0, 0, -34658146944, 0, 0, 5507288252, 0, 0, 23397062976, 0, 0, -9172442880, 0, 0, -12991223404, 0, 0, -26130788380, 0, 0, 7026355296, 0, 0, -6555381544, 0, 0, -35893843200, 0, 0, -16336562212, 0, 0, -6623193024, 0, 0, -27972783024, 0, 0, 115802210528, 0, 0, -14028916060, 0, 0, 103507264800, 0, 0, 33756006644, 0, 0, -22414032000, 0, 0, -36698330016, 0, 0, 96896924640, 0, 0, 41856098300, 0, 0, 36882574104, 0, 0, -53881744420, 0, 0, -172339289856, 0, 0, 5274385920, 0, 0, 17722793384, 0, 0, 19554981740, 0, 0, 6784236000, 0, 0, 49620274576, 0, 0, -164743488000, 0, 0, -177163478128, 0, 0, -56028459744, 0, 0, 211127470568, 0, 0, -200994038784, 0, 0, -55237056480, 0, 0, -258265634976, 0, 0, 53454987044, 0, 0, -146503175356, 0, 0, 163636213444, 0, 0, 270864072000, 0, 0, 127662732000, 0, 0, 619520353312, 0, 0, -54731242028, 0, 0, -429931453824, 0, 0, 578431782720, 0, 0, 643618645100, 0, 0, -31103240860, 0, 0, -581644010016, 0, 0, 108201703688, 0, 0, -558240658560, 0, 0, 152247126176, 0, 0, 191960241696, 0, 0, -40265214692, 0, 0, 154574964188, 0, 0, -575005678560, 0, 0, 526343516352, 0, 0, 471631154560, 0, 0, -1034081750584, 0, 0, -606251592352, 0, 0, -479140225920, 0, 0, 113795080172, 0, 0, 112797206972, 0, 0, -790689643776, 0, 0, -52393428000, 0, 0, 352293483500, 0, 0, -1321540706304, 0, 0, -938759603428, 0, 0, 989407202976, 0, 0, 841723764884, 0, 0, 1565688614400, 0, 0, -384264086204, 0, 0, 378430732800, 0, 0, 125695309436, 0, 0, 1879240055040, 0, 0, -1565930197440, 0, 0, 2434208082624, 0, 0, 1157103011064, 0, 0, 136060592020, 0, 0, -496735218820, 0, 0, 474291476640, 0, 0, 42242676092, 0, 0, -2425122797184, 0, 0, -1471275400492, 0, 0, 608288146272, 0, 0, -430170999840, 0, 0, 2835245105036, 0, 0, -151811604000, 0, 0, -673222232736, 0, 0, 711015671960, 0, 0, -1772216859560, 0, 0, -476902532432, 0, 0, -1935304494336, 0, 0, -958954672252, 0, 0, -735517139788, 0, 0, -1175692789440, 0, 0, 1544544628128, 0, 0, 2540923394948, 0, 0, -8930272944384, 0, 0, -426158071580, 0, 0, -4493994935040, 0, 0, 1767428818856, 0, 0, 4066183191032, 0, 0, 1187383902416, 0, 0, -500784689376, 0, 0, 1104972688800, 0, 0, 9156867766928, 0, 0, -1851126253056, 0, 0, 2861379761472, 0, 0, 2233419253496, 0, 0, -859615603200, 0, 0, 536462053676, 0, 0, -4323070065024, 0, 0, 2858412598972, 0, 0, 6901391428992, 0, 0, 5051517500780, 0, 0, -3451817437632, 0, 0, 307090800124, 0, 0, -9742084565396, 0, 0, 715474818188, 0, 0, -2352881113920, 0, 0, 4168381913856, 0, 0, 7640417323232, 0, 0, -2033673482944, 0, 0, -3805020745344, 0, 0, -19142588160, 0, 0, -3591617778640, 0, 0, 1489209149068, 0, 0, -4058150273856, 0, 0, -6710556521376, 0, 0, -4219043045760, 0, 0, 3958160765012, 0, 0, 9705289825728, 0, 0, -6044817689852, 0, 0, -8961591638108, 0, 0, -7814364516000, 0, 0, 187272832032, 0, 0, 4217497865828, 0, 0, -27343468650240, 0, 0, 4122614708252, 0, 0, 3556914213600, 0, 0, 487403841436, 0, 0, 15779084412068, 0, 0, -4289941149824, 0, 0, 9483529204224, 0, 0, -7590990687840, 0, 0, 32458393191168, 0, 0, -2973698685532, 0, 0, -10189938940416, 0, 0, -2207318895028, 0, 0, 16225843507200, 0, 0, 15197563237824, 0, 0, 12698053725600, 0, 0, -9360271718480, 0, 0, -8817943015720, 0, 0, 6532067478240, 0, 0, 1617185700000, 0, 0, -12599224609528, 0, 0, -6127141504564, 0, 0, 1632167738540, 0, 0, 8481127272480, 0, 0, -11593403530804, 0, 0, 9346633100928, 0, 0, 2591690778692, 0, 0, 13093715020896, 0, 0, -9761777584700, 0, 0, -476985098296, 0, 0, -2459030645692, 0, 0, 11159808873408, 0, 0, -6740836636152, 0, 0, -44035943892480, 0, 0, 13413620242304, 0, 0, 15726734377632, 0, 0, -18277932023712, 0, 0, -21713366869660, 0, 0, 6745138680960, 0, 0, -21208212747936, 0, 0, 1684389658508, 0, 0, 7001475303168, 0, 0, -5681958048000, 0, 0, -21089255870880, 0, 0, -28237206402964, 0, 0, -28650868026288, 0, 0, 12748259413276, 0, 0, -2140998816384, 0, 0, 18391907391840, 0, 0, 73054044901952, 0, 0, 17668805414336, 0, 0, -19510794431424, 0, 0, 17842811521536, 0, 0, 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26098316508960, 0, 0, 51637559344416, 0, 0, -1877837449460, 0, 0, 91206071240372, 0, 0, -34908019727140, 0, 0, 25989339218400, 0, 0, -43566864086116, 0, 0, 83014726608000, 0, 0, -24812334563860, 0, 0, 42111901806624, 0, 0, -6824151360000, 0, 0, 65469620151664, 0, 0, -1168574941388, 0, 0, 22200204564000, 0, 0, 90576981825308, 0, 0, -21652553502720, 0, 0, -88073065203940, 0, 0, 43504559726400, 0, 0, -21208879364528, 0, 0, -146255815149328, 0, 0, -13151339357760, 0, 0, 111256070283360, 0, 0, 41414105912256, 0, 0, 35681472782208, 0, 0, -22581743653324, 0, 0, -6002868371040, 0, 0, -48779165994048, 0, 0, 161462019278168, 0, 0, -60687266359888, 0, 0, 4134658293792, 0, 0, 15387542384660, 0, 0, -246662653040640, 0, 0, -82294484643192, 0, 0, -53803721205216, 0, 0, 68768122064876, 0, 0, 160783977254400, 0, 0, -9542690496000, 0, 0, -17052551002368, 0, 0, 76476557523364, 0, 0, -250755400695168, 0, 0, -140339142715680, 0, 0, -12211924408128, 0, 0, -63649545905724, 0, 0, -6381374630788, 0, 0, -103346156099404, 0, 0, -90335848770720, 0, 0, 67120136207476, 0, 0, -34158575259784, 0, 0, 157914413157600, 0, 0, 8469443420640, 0, 0, -41433015900960, 0, 0, -65831048056820, 0, 0, -75345627391876, 0, 0, 194760422523072, 0, 0, 102414263811704, 0, 0, 242214195168000], 'weight': 10, 'weight_parity': 1}
• mf_hecke_cc •

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

  
  {'an_normalized': [[1.0, 0.0], [1.9656305004325951, 0.0], [0.0, 0.0], [2.863703264230894, 0.0], [-0.7517635860178309, 0.0], [0.0, 0.0], [1.0376886758363715, 0.0], [3.663351979928034, 0.0], [0.0, 0.0], [-1.4776894337912312, 0.0], [0.2979056500718105, 0.0], [0.0, 0.0], [0.04858790786637496, 0.0], [2.0397125111774836, 0.0], [0.0, 0.0], [4.337093121335785, 0.0], [-1.2907774422815546, 0.0], [0.0, 0.0], [-0.8580690192041232, 0.0], [-2.1528278352091847, 0.0], [0.0, 0.0], [0.5855724320323504, 0.0], [-0.05014977060831719, 0.0], [0.0, 0.0], [-0.43485151073761147, 0.0], [0.09550587365435544, 0.0], [0.0, 0.0], [2.971632448248051, 0.0], [-0.897424868167581, 0.0], [0.0, 0.0], [0.6727472555372296, 0.0], [4.861770542585991, 0.0], [0.0, 0.0], [-2.537191509818997, 0.0], [-0.780096560116845, 0.0], [0.0, 0.0], [-0.34605926567168077, 0.0], [-1.6866466356239067, 0.0], [0.0, 0.0], [-2.7539746212762193, 0.0], [-0.9730515456130174, 0.0], [0.0, 0.0], [1.4730233203096323, 0.0], [0.8531133825434704, 0.0], [0.0, 0.0], [-0.09857591869740637, 0.0], [-1.1098162768506357, 0.0], [0.0, 0.0], [0.07679778795904191, 0.0], [-0.8547573926650412, 0.0], [0.0, 0.0], [0.13914135035908792, 0.0], [-1.3697227602789983, 0.0], [0.0, 0.0], [-0.22395461979295733, 0.0], [3.801418865174071, 0.0], [0.0, 0.0], [-1.764005692716898, 0.0], [0.5512254761815288, 0.0], [0.0, 0.0], [-0.17821698669410166, 0.0], [1.3223725245662996, 0.0], [0.0, 0.0], [5.219351343275966, 0.0], [-0.03652661985473001, 0.0], [0.0, 0.0], [1.3024909393140736, 0.0], [-3.6964035748572925, 0.0], [0.0, 0.0], [-1.53338159184822, 0.0], [1.5215670045645056, 0.0], [0.0, 0.0], [0.6493217746005822, 0.0], [-0.6802246475615622, 0.0], [0.0, 0.0], [-2.4572550512302493, 0.0], [0.3091333195471905, 0.0], [0.0, 0.0], [0.10359274988699374, 0.0], [-3.260468677788657, 0.0], [0.0, 0.0], [-1.9126597965500256, 0.0], [0.0186875039435487, 0.0], [0.0, 0.0], [0.9703594787605051, 0.0], [2.8954195662491053, 0.0], [0.0, 0.0], [1.0913332530223152, 0.0], [1.5942540731317312, 0.0], 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-0.1783670650382269, -0.35291817623853894, -0.34499084968057925, -0.15513965924246684, -0.4479007957120251, -0.3685203023589119, -0.3467747295403535, -0.043893859999279417, -0.30610958361934054, -0.10797998112904626], 'char_orbit_index': 1, 'conrey_index': 1, 'dual_conrey_index': 1, 'dual_embedding_index': 4, 'dual_embedding_m': 4, 'embedding_index': 4, 'embedding_m': 4, 'embedding_root_imag': 0.0, 'embedding_root_real': 7.6354631566402995, 'hecke_orbit': 4, 'hecke_orbit_code': 13510799049883675, 'label': '27.10.a.d.1.4', 'level': 27, 'weight': 10}
• mf_newspaces •

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

  
  {'ALdims': [5, 7], 'Nk2': 2700, 'analytic_conductor': 13.905967576424574, 'char_conductor': 1, 'char_degree': 1, 'char_is_real': True, 'char_orbit_index': 1, 'char_orbit_label': 'a', 'char_order': 1, 'char_parity': 1, 'char_values': [27, 1, [2], [1]], 'conrey_index': 1, 'cusp_dim': 24, 'dim': 12, 'eis_dim': 6, 'eis_new_dim': 0, 'hecke_cutter_primes': [2], 'hecke_orbit_code': 167772187, 'hecke_orbit_dims': [2, 3, 3, 4], 'label': '27.10.a', 'level': 27, 'level_is_powerful': True, 'level_is_prime': False, 'level_is_prime_power': True, 'level_is_prime_square': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [3], 'level_radical': 3, 'mf_dim': 30, 'mf_new_dim': 12, 'num_forms': 4, 'plus_dim': 5, 'prim_orbit_index': 1, 'relative_dim': 12, 'sturm_bound': 30, 'trace_bound': 2, 'trace_display': [0, 0, 0, 2940], 'traces': [12, 0, 0, 3414, 0, 0, 2940, 0, 0, -101898, 0, 0, 267486, 0, 0, 1352874, 0, 0, -215274, 0, 0, 1530738, 0, 0, 3403146, 0, 0, 12734682, 0, 0, -15909510, 0, 0, -1360800, 0, 0, 1367142, 0, 0, -130379382, 0, 0, 117867660, 0, 0, -70071804, 0, 0, -115298280, 0, 0, 322229364, 0, 0, 21445398, 0, 0, -822158100, 0, 0, 653809506, 0, 0, 950398770, 0, 0, -756172074, 0, 0, 1236623922, 0, 0, 517624044, 0, 0, -2190446688, 0, 0, 350003130, 0, 0, -2196835020, 0, 0, 836759808, 0, 0, 1113537942, 0, 0, 554521998, 0, 0, -2582298468, 0, 0, 587305752, 0, 0, -1718563380, 0, 0, 2057845686, 0, 0, -10576458846, 0, 0, 2258267064, 0, 0, 19014245718, 0, 0, -3452926644, 0, 0, 5923403640, 0, 0, 3746477298, 0, 0, -2151026094, 0, 0, -1825715838, 0, 0, 13650016968, 0, 0, -30971294250, 0, 0, -33928352064, 0, 0, 26662816518, 0, 0, 14929818912, 0, 0, 21018022236, 0, 0, -6054867912, 0, 0, -11689167972, 0, 0, -18384867594, 0, 0, -18166674468, 0, 0, -15998739462, 0, 0, -4836852282, 0, 0, -20153845710, 0, 0, -7712549910, 0, 0, 81340127772, 0, 0, -62848661862, 0, 0, 175125027132, 0, 0, 28517629038, 0, 0, -66149624916, 0, 0, -27222337440, 0, 0, -59803852932, 0, 0, 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3065373040896, 0, 0, -1708692811980, 0, 0, -674482569138, 0, 0, -96882346002, 0, 0, 1244915260038, 0, 0, -1864842225120, 0, 0, 2574018538326, 0, 0, 1691129258874, 0, 0, 835595175468, 0, 0, 1557517283016, 0, 0, -2175988478004, 0, 0, -844373682102, 0, 0, -3298421267820, 0, 0, -600880517166, 0, 0, -1792860155352, 0, 0, 401882075910, 0, 0, 3600927567762, 0, 0, 1366353300384, 0, 0, 2522029758498, 0, 0, -1263478516500, 0, 0, -1950174992544, 0, 0, -2557830948288, 0, 0, 2020766893668, 0, 0, -1032829057920, 0, 0, -2711972225604, 0, 0, 773499014550, 0, 0, 5409679912884, 0, 0, 3442725360006, 0, 0, -8945797122018, 0, 0, 1242516236754, 0, 0, -11992277568204, 0, 0, -836248973862, 0, 0, 2278700181996, 0, 0, 334360925322, 0, 0, 6191510405184, 0, 0, 5288035772412, 0, 0, 9969568088334, 0, 0, -7777078350732, 0, 0, 3741460389000, 0, 0, -4776793875714, 0, 0, 4374074632428, 0, 0, -1261838386380, 0, 0, -11292468572412, 0, 0, 5934601114230, 0, 0, 11275066193832, 0, 0, 11016069446022, 0, 0, -7991371821780, 0, 0, -2769350471142, 0, 0, -15294011241912, 0, 0, -109974037098, 0, 0, -12433854197124, 0, 0, 4327467187392, 0, 0, 15278659687626, 0, 0, 9055390662636, 0, 0, 9046332491904, 0, 0, -11045742994422, 0, 0, -4539844547526, 0, 0, -1447572756228, 0, 0, 7227442551096, 0, 0, -15484331268684, 0, 0, -3300146424936, 0, 0, -1812240083622, 0, 0, 15531443222868, 0, 0, 11945198103780, 0, 0, -22113435825312, 0, 0, -2941943490162, 0, 0, -6136013274948, 0, 0, 7749274191774, 0, 0, -38864692710720, 0, 0, 4381631164734, 0, 0, 12917681443080, 0, 0, 9822995681754, 0, 0, 31454236096044, 0, 0, -21818689183968, 0, 0, -5031773362800, 0, 0, 1351251550548, 0, 0, 31530380366016, 0, 0, -15786457954950, 0, 0, -8308109834820, 0, 0, 4755187803894, 0, 0, 28283314407156, 0, 0, 19243146619026, 0, 0, -12889585451628, 0, 0, -15497942087436, 0, 0, -20441892524772, 0, 0, 11449090465632, 0, 0, -22727301082704, 0, 0, -9478110140130, 0, 0, 2798627145558, 0, 0, 22067571252246, 0, 0, 23188164916464, 0, 0, -18752991960522, 0, 0, 8350846298442, 0, 0, -13502637725718, 0, 0, 30244256254404, 0, 0, -25057806849384, 0, 0, -16210206090048, 0, 0, 27062991672, 0, 0, 54962521792074, 0, 0, 9155532821148, 0, 0, -52699954488966, 0, 0, 19831557150600, 0, 0, -21222226898496, 0, 0, 10755553590792, 0, 0, -33058209721764, 0, 0, -23331177608130, 0, 0, -1929893059116, 0, 0, 24364213925334, 0, 0, 20893628798550, 0, 0, -20407672589256, 0, 0, -1300519172412, 0, 0, -47362989139680, 0, 0, -14452201905714, 0, 0, 17359526567496, 0, 0, -12774361015566, 0, 0, 48177740279916, 0, 0, 83900613656364, 0, 0, 22649741747592, 0, 0, -61665986897010, 0, 0, -4852859750208, 0, 0, -43017319156332, 0, 0, 22832126436198, 0, 0, -43296950294388, 0, 0, -30792186042546, 0, 0, 71128538206596, 0, 0, 31464830539944, 0, 0, 66217505558868, 0, 0, -681507001194, 0, 0, -11796475148436, 0, 0, -20889533463474, 0, 0, -11638674176634, 0, 0, -41041458181848, 0, 0, 37613867839884, 0, 0, 12401458357632, 0, 0, -22316736421098, 0, 0, -2405398631562, 0, 0, -46144305576576, 0, 0, 33386640907812, 0, 0, 7966719610128, 0, 0, 51317477774754, 0, 0, -13356247177260, 0, 0, -3149358562824, 0, 0, -31886496859536, 0, 0, -27698015775216, 0, 0, 90031977120966, 0, 0, -47909871957648, 0, 0, -43959421179450, 0, 0, -14560700076864, 0, 0, -22567914540540, 0, 0, 17830221556722, 0, 0, 51682924119600, 0, 0, 83556595489890, 0, 0, -102356321994930, 0, 0, 56507206773024, 0, 0, -21002814822312, 0, 0, -92215146402036, 0, 0, -87878789649162, 0, 0, -63554873968380, 0, 0, -2232550527228, 0, 0, 11188000999416, 0, 0, 42927038972748, 0, 0, 23185202369676, 0, 0, 62002513231272, 0, 0, 81069640009386, 0, 0, -48621667755288, 0, 0, -10228784054868, 0, 0, 16055153020728, 0, 0, -23011131744132, 0, 0, 60306193484520, 0, 0, -24018247452990, 0, 0, -889037622720, 0, 0, -81017033652786, 0, 0, 55625776576830, 0, 0, 40427336264550, 0, 0, 62914757287572, 0, 0, 62250760711134, 0, 0, 134162662329246, 0, 0, -39841781742870, 0, 0, -55115607239064, 0, 0, -33000799212282, 0, 0, -37588441040946, 0, 0, -91376567702238, 0, 0, 82589068404936, 0, 0, -27563778002094, 0, 0, -114926356972416, 0, 0, 85844308580370, 0, 0, 2171740467996, 0, 0, 50129599036320, 0, 0, 15329357519724, 0, 0, -136755080045202, 0, 0, 138393246016152, 0, 0, -11586199189770, 0, 0, 81266753190084, 0, 0, -138325615789782, 0, 0, 24046118185734, 0, 0, 15403510143438, 0, 0, -190278514885644, 0, 0, 93556478347596, 0, 0, -235654217186814, 0, 0, 169490344917588, 0, 0, 195928977852180, 0, 0, 116423796892392, 0, 0, 53415896666076, 0, 0, 70172210541054, 0, 0, -232378059722688, 0, 0, -148134052242504, 0, 0, -102159197170020, 0, 0, -111044528606862, 0, 0, 87706440389832, 0, 0, -59681676136800, 0, 0, -45186722567478, 0, 0, -13339499827002, 0, 0, 5021907080712, 0, 0, 100498813145820, 0, 0, -40141366181514, 0, 0, -225212372440398, 0, 0, -186809571049524, 0, 0, -818855287068, 0, 0, 284488666780320, 0, 0, 302450959739868, 0, 0, 208233934424118], 'weight': 10, 'weight_parity': 1}
• mf_twists_cc •

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

  
  
  • id: 42983077
    {'conductor': 1, 'degree': 1, 'order': 1, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 4, 'source_embedding_index': 4, 'source_hecke_orbit_code': 13510799049883675, 'source_is_minimal': True, 'source_label': '27.10.a.d.1.4', 'source_level': 27, 'target_conrey_index': 1, 'target_dim': 4, 'target_embedding_index': 4, 'target_hecke_orbit_code': 13510799049883675, 'target_is_minimal': True, 'target_label': '27.10.a.d.1.4', 'target_level': 27, 'twist_class_label': '27.10.a.d.1.1', 'twist_class_level': 27, 'twisting_char_label': '1.1', 'twisting_conrey_index': 1, 'weight': 10}
  • id: 42983078
    {'conductor': 3, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 1, 'source_dim': 4, 'source_embedding_index': 4, 'source_hecke_orbit_code': 13510799049883675, 'source_is_minimal': True, 'source_label': '27.10.a.d.1.4', 'source_level': 27, 'target_conrey_index': 1, 'target_dim': 4, 'target_embedding_index': 1, 'target_hecke_orbit_code': 13510799049883675, 'target_is_minimal': True, 'target_label': '27.10.a.d.1.1', 'target_level': 27, 'twist_class_label': '27.10.a.d.1.1', 'twist_class_level': 27, 'twisting_char_label': '3.2', 'twisting_conrey_index': 2, 'weight': 10}
  • id: 42983079
    {'conductor': 9, 'degree': 2, 'order': 6, 'parity': -1, 'source_conrey_index': 1, 'source_dim': 4, 'source_embedding_index': 4, 'source_hecke_orbit_code': 13510799049883675, 'source_is_minimal': True, 'source_label': '27.10.a.d.1.4', 'source_level': 27, 'target_conrey_index': 28, 'target_dim': 8, 'target_embedding_index': 4, 'target_hecke_orbit_code': 40532534253060177, 'target_is_minimal': False, 'target_label': '81.10.c.j.28.4', 'target_level': 81, 'twist_class_label': '27.10.a.d.1.1', 'twist_class_level': 27, 'twisting_char_label': '9.2', 'twisting_conrey_index': 2, 'weight': 10}
  • id: 42983080
    {'conductor': 9, 'degree': 2, 'order': 3, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 4, 'source_embedding_index': 4, 'source_hecke_orbit_code': 13510799049883675, 'source_is_minimal': True, 'source_label': '27.10.a.d.1.4', 'source_level': 27, 'target_conrey_index': 55, 'target_dim': 8, 'target_embedding_index': 1, 'target_hecke_orbit_code': 40532534253060177, 'target_is_minimal': False, 'target_label': '81.10.c.j.55.1', 'target_level': 81, 'twist_class_label': '27.10.a.d.1.1', 'twist_class_level': 27, 'twisting_char_label': '9.4', 'twisting_conrey_index': 4, 'weight': 10}
  • id: 42983081
    {'conductor': 9, 'degree': 2, 'order': 6, 'parity': -1, 'source_conrey_index': 1, 'source_dim': 4, 'source_embedding_index': 4, 'source_hecke_orbit_code': 13510799049883675, 'source_is_minimal': True, 'source_label': '27.10.a.d.1.4', 'source_level': 27, 'target_conrey_index': 55, 'target_dim': 8, 'target_embedding_index': 4, 'target_hecke_orbit_code': 40532534253060177, 'target_is_minimal': False, 'target_label': '81.10.c.j.55.4', 'target_level': 81, 'twist_class_label': '27.10.a.d.1.1', 'twist_class_level': 27, 'twisting_char_label': '9.5', 'twisting_conrey_index': 5, 'weight': 10}
  • id: 42983082
    {'conductor': 9, 'degree': 2, 'order': 3, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 4, 'source_embedding_index': 4, 'source_hecke_orbit_code': 13510799049883675, 'source_is_minimal': True, 'source_label': '27.10.a.d.1.4', 'source_level': 27, 'target_conrey_index': 28, 'target_dim': 8, 'target_embedding_index': 1, 'target_hecke_orbit_code': 40532534253060177, 'target_is_minimal': False, 'target_label': '81.10.c.j.28.1', 'target_level': 81, 'twist_class_label': '27.10.a.d.1.1', 'twist_class_level': 27, 'twisting_char_label': '9.7', 'twisting_conrey_index': 7, 'weight': 10}
• mf_hecke_charpolys •

  Column	Type
  charpoly_factorization	jsonb
  hecke_orbit_code	bigint
  p	integer

  
  
  • id: 103750
    {'charpoly_factorization': [[[324000, 0, -2142, 0, 1], 1]], 'hecke_orbit_code': 13510799049883675, 'p': 2}
  • id: 103751
    {'charpoly_factorization': [[[0, 1], 4]], 'hecke_orbit_code': 13510799049883675, 'p': 3}
  • id: 103752
    {'charpoly_factorization': [[[4502946816000, 0, -5183280, 0, 1], 1]], 'hecke_orbit_code': 13510799049883675, 'p': 5}
  • id: 103753
    {'charpoly_factorization': [[[-4389287, -5926, 1], 2]], 'hecke_orbit_code': 13510799049883675, 'p': 7}
  • id: 103754
    {'charpoly_factorization': [[[1527438992311296000, 0, -7508411568, 0, 1], 1]], 'hecke_orbit_code': 13510799049883675, 'p': 11}
  • id: 103755
    {'charpoly_factorization': [[[424488865, -89842, 1], 2]], 'hecke_orbit_code': 13510799049883675, 'p': 13}
  • id: 103756
    {'charpoly_factorization': [[[3845524639616861184000, 0, -217043145648, 0, 1], 1]], 'hecke_orbit_code': 13510799049883675, 'p': 17}
  • id: 103757
    {'charpoly_factorization': [[[-484090125647, -505714, 1], 2]], 'hecke_orbit_code': 13510799049883675, 'p': 19}
  • id: 103758
    {'charpoly_factorization': [[[2606351936400000000000, 0, -579896478000, 0, 1], 1]], 'hecke_orbit_code': 13510799049883675, 'p': 23}
  • id: 103759
    {'charpoly_factorization': [[[191515111778309086642176000, 0, -28075373227008, 0, 1], 1]], 'hecke_orbit_code': 13510799049883675, 'p': 29}
  • id: 103760
    {'charpoly_factorization': [[[-10428415330928, -444568, 1], 2]], 'hecke_orbit_code': 13510799049883675, 'p': 31}
  • id: 103761
    {'charpoly_factorization': [[[-8057965728479, 1902578, 1], 2]], 'hecke_orbit_code': 13510799049883675, 'p': 37}
  • id: 103762
    {'charpoly_factorization': [[[19113364688714793970827264000, 0, -371635836530688, 0, 1], 1]], 'hecke_orbit_code': 13510799049883675, 'p': 41}
  • id: 103763
    {'charpoly_factorization': [[[-899237665076288, -5792512, 1], 2]], 'hecke_orbit_code': 13510799049883675, 'p': 43}
  • id: 103764
    {'charpoly_factorization': [[[1499872734729642747530363904000, 0, -2466531000562608, 0, 1], 1]], 'hecke_orbit_code': 13510799049883675, 'p': 47}
  • id: 103765
    {'charpoly_factorization': [[[64743941462757690086725533696000, 0, -16648875930633408, 0, 1], 1]], 'hecke_orbit_code': 13510799049883675, 'p': 53}
  • id: 103766
    {'charpoly_factorization': [[[35210246148251389568433816576000, 0, -16008744085931952, 0, 1], 1]], 'hecke_orbit_code': 13510799049883675, 'p': 59}
  • id: 103767
    {'charpoly_factorization': [[[-2490241717941287, -109941286, 1], 2]], 'hecke_orbit_code': 13510799049883675, 'p': 61}
  • id: 103768
    {'charpoly_factorization': [[[-4201694606612615, -195280618, 1], 2]], 'hecke_orbit_code': 13510799049883675, 'p': 67}
  • id: 103769
    {'charpoly_factorization': [[[5052789330331879901789397467136000, 0, -153748753155248832, 0, 1], 1]], 'hecke_orbit_code': 13510799049883675, 'p': 71}
  • id: 103770
    {'charpoly_factorization': [[[69545896377334753, -598974754, 1], 2]], 'hecke_orbit_code': 13510799049883675, 'p': 73}
  • id: 103771
    {'charpoly_factorization': [[[-392927220347495, -24907162, 1], 2]], 'hecke_orbit_code': 13510799049883675, 'p': 79}
  • id: 103772
    {'charpoly_factorization': [[[5371487231989807224715493376000, 0, -82344305965424832, 0, 1], 1]], 'hecke_orbit_code': 13510799049883675, 'p': 83}
  • id: 103773
    {'charpoly_factorization': [[[520312620920244413055690936960000000, 0, -1474786468335582000, 0, 1], 1]], 'hecke_orbit_code': 13510799049883675, 'p': 89}
  • id: 103774
    {'charpoly_factorization': [[[788793992975497, -967867258, 1], 2]], 'hecke_orbit_code': 13510799049883675, 'p': 97}
• mf_newform_portraits •

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

  
  {'char_orbit_index': 1, 'hecke_orbit': 4, 'label': '27.10.a.d', 'level': 27, 'portrait': 'data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAALgAAAC4CAYAAABQMybHAAAABGdBTUEAALGPC/xhBQAAACBjSFJNAAB6JgAAgIQAAPoAAACA6AAAdTAAAOpgAAA6mAAAF3CculE8AAAABmJLR0QA/wD/AP+gvaeTAAAACXBIWXMAAA9hAAAPYQGoP6dpAAAAB3RJTUUH5AsHECw3NqyXTQAAABBjYU52AAAA1wAAANcAAAAQAAAADnCbpecAAIAASURBVHja7P13vCTXdd2Lf885lTrdvnFywkTMDAAiRwJgJsUgQaIoyqIky7IkP9uS08+2bMt+ltNTsP0cJVtZVKBEihmMAAiCyBhgAAwwACbnmZtD5650zu+PU9Vd9wKkLVs2JT33B4XueweY7q5atc7ae6+9j+D/PP7EHp+8/zGkFOtfPnGhblJjNk24eK7k8Nk291w3Lm4/UF189PmUTRNLEzftv2yOnNhM4EnWT3SpVlKh5Z4GmNmJTXcDbARWgJ4Q4tv91f7MPpxv9wf4s/I4dW4G4Cqt0/UGobu9iE99+jPs2XSFHRuXCJTHmUufjpfNjT/b6yy/3xEmvjzjsX5cEHf7tBuJd/nywm9cvCwQaf8vXxzpRNOzC2ycgAv9iJFq6vaTc1/4jx899rOvXvqs+Pf/7Md+Yfby2T8KkiOHO43jyuCDEFJJdxY4W6pu+nafkj8Tj/9DDd/kcezUPIhg1DFn7+ksv4QSMr68XP/b7b58pxSGKE54/vkXqZZW2L2pyUpbcXGuBDokiRPGaobjFz0OXpUyPS8ZG0moVXxOTzukOmayKriyGHPNTs3Ji5LxEY3neQSBw9l5yUoH9q5L2LNtjH37r8Pg4ijoRs6Dx872/12iU/etb76WPVdtfhQTrgg59e0+ZX8qH/8H4Nnj4vQSwLulSHZ1miv6X/3SH+oPv3Pkqk64/h90WqepBB7nLs7Qai0SxQ7LXUlqPALXUPMNc62Ek9N9No0H1EsKJWImRzz2bFV0+yBkyOV5h34EVxYFCo9eGLNrq2H9WAeJpFKO2DDV5vj5cZZWSlSCFN+J6fY1zY4iShJGxyap1DahZMiBvTt56cT8z9+8a/bsVft/WE5N1mS55JwGviqc/wN4+D8A54GHHgXEPa6K3vXcscb3VkqNfbunDL97/3FuObDCwrzLhYUumycUZR8m65rLyz5KGqTQbBxNuTAXUCkbDp8O6YaCwIPFBlw16VAu+ayfTLjnmhavnh3h8DHBaxcS7jiYsmlCU6kItq5fYWFFEfjQCw0vHJ+gWpKcmfPYMNZHCvBUysySYqSSIEnZNBWzsFSlZ1Luua7KTGs/Nx6M2Lph7PiF2fWfrNe8B4wxj15z/Zu/3af42/r4/xzA+91lPN8fW1pa+H8+/+WHvbh3NL31gHvja2fGbvqjB+fxS5f40N0Bjxyu000bvPMmh8ePBOzc0qPTc5leVoSxwHcS9m9JWTcWstSWHDkzQpwI9mzqM9dWXLuzx8lzLq2+QxTCLfs7nLhUplaKOHbZ4ba9kigOafUdjpyXXL89pdl22bU5IoolL58VLLYDNozCvq1tPEcSxTCz7NIOE3ZvdPnGEcPbbuoQ9up89VCX737bCjvWbeXFMxs5fqV3eN+WzvM3HtilDl7/3mhsbOofRXG4PDk+8u2+BP9bH3/ug8wz5y+gHEccfvYpqqVUHX7+yV8erYR7L1868+YHH19SYdym4i9Tc+rsWFflpfN1jFrhhn0jfPXZKs+d7rJ9g2F63mHjlKF7xRAbQxi7XFqQrBsPEcKwZ3PIa2cdfK/Hzg0eswsuozXBbftjXjqleflMjW7cZtv6iOvcEa4swpGTJfZuS9g6AWfmBCU/BqE4ednBECNNxJZJQ7UESkS4yqXZgy1TivPTgpv2tRktV3jwqKBSi9m5YYQXj8FDz51lcqp10/4t7k2mn/Cbv99Pt27dtf+qLf6J+7/02b/mEqa33nYHSZKYdet3frsv0f/Sx59LgJ85N4OjlFxaaQT/+V//VPgTf+v//btJkv7QiVOvxletn7naH9PBzJWAcV9x+KLiqaOKH35Xl4M7a1xZLPHgcz2+580N3rRznIdf9Ni1pcv6epXz0wm37Is4fsmjXokBySvny2wc0yytODz5asqTp+DabYb9WyTLbcHjr0neejCmXlGstKtcmnFotAzKjfjh96xwYbZGoy24YW+fa3ct4DLK7OIklxZg/3ZNL5Kcm/UZLTscuyzZuwXabcnebYvs2Bjw8HMe55d6fPAezeLKKMcvwEo/5b0HYsarZZ571XD0lZPq4afP3rtts3vbzfuqt1y9e5cbRb3f/el//HP/ZmXhlO/5432tE12tr/t2X7o/8cefK4nSDw2+h5xbbNUvXTh9e5yYX1ucey15/PCp8dPnF2uNbsoNV1/h3Tcawv4WXj5d5siJmJOzPd51R5O7rq7w0ok6j74cUR/v8N13So4er/L4Kz2u3pmweawEpodwBK50OD3jMFVLaYaGahByYT7l1UspVTXKO2/usNKocug1w8Edgt1bU9JEcHHBJU01uzcLDlwVc+hVwXKnyztukpQq05w4X+X8zChlX9DuukyMJJyZ8fCcECUVRjtsWb/MgW2Kx14c5fDZmO+6p8m6Sp3HXgh48VyX2960wntv9jh9YZIXjxuOnoto6SbvuqXFLbvG6IeSVG1olUevWbr+mr1OqtWPb922/WnPG2kA+s9T3v3PDYOfu7jMlZnF7VH33OZUe5985LGHR2RyuVJ2V9g2GnD6tIvuC37/KxsJvBnuu73Bcsul2XZo9Xw++XCF8WqLa/c49KMKT7xi+OyTXT745iZBUOWFUy4bxzuM1zwuzTm0eindbo/KOpdYO4xVFBtHJXcf7PHiqQRHCnwvwS8nHD6rqFRdNk9EhAlsGofr9y7Q7DqEySixdjh6XvLSyW34KsD3Upx6SC+EkVqPHUCr43FpPmW83mVypMoDhzyOXoy4794Om+s1nnwp4OVzffbvXOEvvCXl5PlRzlwWXFmIuNJI+cC9HX703YrjZ0u0YsXXDy3XUv1w7fDzz3HTdRv+KE7e2ez24+9904Edl02ycl44o9/uS/on8vgzD3BjDMDemfOPbLw0F/zKK8eP7k5aL6tnj0Rcvy9mx7oRZpdd9myBC9MR7RA++sA4G8aXuH2PQ7c/QRi79KIyh16LiOIVrt0Dvlfm2eOKTz/W5OD2Bm++tsKpSzUWGn1KXsLkqGbPJsXMkmK5KWm1U6qlEN9z2TwZcW7WxZE97rvT4fkTLldva1Cvt/jSC2VaPZ+JkQovnPTYf1Wb8RGX8/OCTZMuQRAzGqS4jkRKweFjY4xUupS8kF1bFJ4s8cTLhnK5wQfvhapb5+vPeRy/3OPafctcvxMuTa/n2FmX89Mxr1423HzNCn/xHQmX5zYws1Ti3BUBacjiiqI+Ms/S7GLlFx66VLnvPQcfRcenTl7o/xVjzDRw4s86m/+ZBfjy8iJKObvPnnr5ugvTnb95ZfrEPWnrJF98tMO69RG7dyRsXt9hz1ZDnIzS7bn0+i69yNCZLvGlQxXuOLDE9XsVMIoxLkdOj/LbJzp88K0tbr86ZqJe4fCxUR481GfDRJ992wRTIw5npl26/ZhOF5odgeMYNk2koCRSRvS6kpmVAHSJqZGIXZu6PPmyT0jCd98Vk0ZlTl+WTI46bBoXaJ2wsOLQ6of0Yo92x2PLRMh4rY9SEscRxLHDmcswOdrltmsTNo46nLwwwhPHYXq5zU3Xtvn+e1MuTa/nxRM+Jy4kvHg2JRZt3ndLn35vgstzZWaXJIuNmJW25uQMuHVDdSZi/1WLzF88pL768Il9b797xyPHXvEf7YS1/9Bpt1+K4+TU6Njot/uS/w891Lf7A/yPPB597gStUG4/dPjV/7ezfOSfvvLSU9s/9oWTRDrEk2WefhVm2122b2hx29UxcewTpw7aKIwROGguznqcX9Rs39Bi/SiU/YDAdVA4HDmjmG30qdUiDuzQ7N3s0+4EXF4QeE5MbBTTKy7TC5pWJHAch3X1hLkVzfkZj9GqROAwNRaz3DZcs72PlGVmlsrs2eRz8oLPpUXD/u0hc8uSOHHpRYq9W2KEMLS7knX1hMmxkKmxCFdCs6vwfdizWbCyUuXh50ucmu4zNtbkLTf2uG2vz5mLUxw54fHq2YSzCxHVepMffXeHA9tGuDBT5+Ksy/RCytxSzMVFOLOkue3APO+6pc3BrWUuzNSplmeZKl/gS1+f3a5N98N7d3S21cf9p3/2Z3+i8c/+2S9/uy/9H/vxZ4rBHz98GuUEk2Fn5m+eOvnYNY89P39fp3mEd9xc5YbddV69EDNa0owFDq+dneSjPYeNY4vcumeZOBVoXUYbNYisn395jJdOe3zwzS3ed0vI2Mg4ozWfycuKYxddzl7ps2Uq5I5rerzjdsnF2QqX5kq02hpfxZRGYbSaMjkSMt906PZcNk1EpKnDro09Aj/m0DGfk5dLTI722bm+xMVpSbMXs3uToRpoXjnn43mK8SpcXlJMVECPxJyaVTS6AWO1GClhtBJjWg5PHXW5uBCybX2fd9+YsHnSgXSUl46XOXPZ8NqFmAtLIe++c4XveXNISY1yfmaU89MO0/Mps0sxl5fg3LLhnhsW+cG3RWyZqHP60gj1Kmyr1Hj1XIlj5xdZP3GGV44cvO/M9Cnees91R4058x+I+wvCO/DthsJ/9+PPDIOffvUP2TE5V7tw4eR/+fyDh/+vnZPH9ndW+jS7kmt396kGFZLYJUk1Ao0rDOdmAw6fFuze3GT/Ng24gEJKB0dJfGWYX3Q5flnR1z32bWuxc5NmctRh/aiHJ3yWmj6XZgXnZgQvn4fzMxELKyHNdko/dgk8j8mqYdNUjBApvdBh+/oYVxliLYhTj6WWpBe6eI5AGM1kXTMxkrLc8mn1BP3EZaUrWD+iWWpqLs4pAtdj/RhsnoxYN95najxk/XjI5nWGresVV29xKakK5y7WeOYVjxdOJrx8ISZVbd57V5P77jCU1DgnL9Q5N+1wZT5ldjHm4oLh9KLhpgML/JOPrLBlYoRLs6MsrAS0ey6X5wKOnklpRX0O7Cjz1OGIZ1+bvXrnustvPnQ02f7lp5IHvvtD3xd98TMf+3ZD4r/r8ac6gpiZbyFJMYifIzx5xzNPfkmevhjf8cDTc841+zrctb/CzEKJsZGYbr/E5XnF0krKcitmqZEy24AzS4LJiQb/7IeWuHlPmUtzY0zPV5hedJhbMswuJlxeSJlvJ9TH+tx5TYdb94EnS/jKZ245YGbRYXZZ0A0hSTSBp6kEKaMjCRq4MJvQ6sC2dS6VUogxAoRHp6fZuj5kqeGAsVKk0YEwAYNhuRmxacql3VMIZRA6pBa4bN3Qp9EVXJh2SLXDeE1SDQS+C0ki6IaS2WXJzJJhbiXB9/vgJty2v8MdBwSTtRJLKzUuzflML8LcYsLccsKVZTizZLhx/yL//IdWWF+vcXF2jNmlEgsrHktNweJKyvRiRC9KGKu6XF5JuOWaFQ5sLnPiypZkseU99T3f+R599y1XPWVS/qHyBELVv91Q+aaPP7UMfv/9n+SmG27g//f3/u6/+swXHv07zz735V3X7ji3vd1WstEOeP6kYfe2NjfslnT7AVoLQGKQgEAIgyMMnoTppRLPnpZcs3OZfVv6lANwHYnnKjzPoVKSlF1Jt+Ny4nzA117wuDAf0kpiTlwKWTe+zPvuXOGaXW1u3Nfk/GLCYldQ9vucnTY0WxUOXiVp9FOOnVdUyw6vXoDdGw39KKWfejhOzGgVjl/yUU6KKxMcF3qh5OZ9XXpdyTW7Ulq9lAvTVXasV1TKEY3QMFXvstJp8YlH4Mi5lJfP9dm2cYlr97YYHYt4z21tvuduw871VdK4zrkrI5y57HJpVnN5PubyfMqZecHFRsx1exb4Zz/UZl29zqXZMeaWyiw0PJaakuWmptFO6PU1USQ4cVmwY1uT++4UnL8yxnOvduULp5e2T/gnd0yNxLeUR7eU/GD84Qce+AK/+7t/Ohn9T6UG/+gffIpHjm9Tn//c7/7fJ1/81Z9uzi6ox14M6fRTPnD7LEpOEMsEz++wZV1CnMBK28cYMMZBCIUUIIVAqgTP0VxaGeHv/4rH7QeW+b67F9mxsc/YSI2JeomFZY/14y5bmoqlpsNKW9NcDnh4xtDtJ7x2yuO5VzUg8F3D5XkXIX1Mv8yujYaNU13mVkLml6rcedBQLq3Q7oyx2EqJohLjo5pOz2XrZJ+lTsDkGIShYqouidMec8slLsz3mV+p8KY9CTPLHb5yyGPTeI2rNsDW9Q5qs8fmKfBcjRCwbZ0NZts9n053lHOXXJZbiuUGLDU1y82UxWbKbBOW+ilbN3X46/cscvs+h8Ad5+yVGosrAYsNh+WWYKWZ0mjHNNopjY5hpQPnl2BXHHPsgs9jL6W8drnLe+/osH0cfuPjT/uxe/mnP/mpP0re+c72P3/2qT9Mb7nj+7/d0Hnd40+VRHn8meMIVSn55vjWx589/qERb/pfXr/jJBdmJvn6cz6Hz4Ts27XMPdd26IU9jEj4yNt8rsyNsdio0GgHLLdcVloOKy1oti0jrbQTlluGuaZgumNAdLjvribvuVlz1YaAKCqz0gxodDyabcVKR9DuCvqhIUoMaQpKGnwXSr6hXjNMjcU4bp8zMxFHT/vopMK7bolw3AbPHxth+wb4yrMJdx30mW/2CBxFksaMjUISuzhuwtJSmTuvb/GVp6vs2ACHT4W4lHnnzZpE9Dh6JuXc5QBHeqwbdRitCEq+wPMESkCiIYoN/QjaXUOjo2l3NY2uZqlj6KUp2zZ3ec+tTe67IwJdZakxwvxyiaWmy3LLYaUJjXZKs5OsAvd0WzG7HPMj775AZASdXoU3H0w5sHWcF47V+NrzESdmYn7kfeu4/fqpfzwycf0f3XbD1oudVq9XHb/62w2lweNPDcDTzivI8ph35MVLP3Li5LFffuXVQ+KVCz1528Eu12wrcXF6lCeOaA6fSekS0o0jtk82+bm/3OD6XQGLjTpLjQorLZ9G22Ol7dBoC5ptQ7OT0mgnNDualY5hvi2YaWpG613efmOb2/YlbFunqJVcWu0A35WAIkokWgu0gW4fEJrRap9TVwzaRDx0uELYLbFrk8ft13SJdYPHXqjzpt0up2Y7NFdq3HpNl4ef91k3Zjh2wfDXv6vFsfM+68YkX3tBcfvViuVui7OXxnjTnojHjvZIwjK37ffYuaVPL+nw4PMKUsGZyw61soMjoNuTaCNItSFOAKlxPE2zY6hUY7ZsCLnj6i5vvyFhvBIwtzzCUqPESsuem5WWoNmBZjuh2UlodlKaXcNyVzLbFiy2E27dN8+/+MsLbBxz6IdV4mic54+P8vgRw4WlLlfvbHHbXsXlxUl9cP8NZtu2vX/tSvfq366ouegtt+/5dkMK+FMCcGNCmSbd9x1+5nO7Zpf1L5459ry71HB59rjmxHSPt93cZfemOucveJydjrm4KJjpSBbbCbddPc/P/fgCN+z0aLRGWFip0uwENNoejY5Ds61odqHdMbS6Ca1OSqenaXYNCx3BQgfiNOTa3T3Wj6V0uoZ33xqyfb0mSSWONEQxPPpSwMX5gA2jCa+cCUCX2bdZcf1ejR90ef5Ul4XFCge2V6jVV3j6ZZebdgcsdRusrNRYv97w7DHFD7ylw3PHHDZPuSx2mqwsj3H91V2efiVlrFTnwK4O880mz75Wp+RUuHGvYc/WPsgOL50TTI3FzC3EPPaSSz9WSAmpNmzfEPH2WyPaHcXGUc31uyGKyiw3yyw3fRodl1ZX0exIWh1odVNanZR2N6XV1TS6huWe5EpL0OyF3L5ngX/xYyvcuNtjqVFnuVnh8nyVU5c8Tk032bWjwbtvEJw4v45nXpbMN3rcc/ct8Uqv+vff9+73na6US1/cMKH0txtb33YNPj3X5cps+EMXzj/37468fGrs2dfm+ZF3t7k8u4448Sh78NIJl2PnBZtrKb4Dk1WNqwyB6/DcqXX8w99w+K7bl/nwW5bZsSlidqmG75Uo+R5l36VScmiXJNWey0jFodtP6fRS1oWaXmho932WFwIuXzJEiebKbILvG0DgKYMjBd2eQuCSdB2u2y7YudGwdVOXMG3z1ecUx0+P8o4bfK6/eoXf+arBE2W2b+ry8tOKTXXFRK1LoEpEsct8GyqBw+Z1giPHI67fU+LuNy3y0S/18Nwqb7vF4Ppdvv5sxFcOVXjtXImrNpbZviFlcjRix0TMwe0pSmkcZQBD2feZrPtEsUu76/HKKZdO36HbU3T6kk4POn1Dp2u/e7uX0ukZWj1DowcLXcXciqE80uQn37XAd94ecs2OMtMLNZqdEs12QD+STIxorr4qpeRVOXKixonzDscvxlxcTrn+6sfd5d6Of3fx7NjyXXfc/reN6X5UiPL/dwFu0hYI/ZePPP/4z/3Ox78+try0wrHLitGRmA/cskJv+wRCeNTLkm4/RQqD50KtZLMkSqZ4UvLyqUlePFnh1PQ833VHhzv296lXayw3y1RaAbWeR6fr0M4udq/v0A0d+qGhH2mi2BDHhiS1R5R4GA1SCVxHEHiCelUwWoX1E5rN67pMjDZ54Hl4/EUXqUd4xw0u1+1r8+RrMVG/xu3XCZq9HvNLFW7bo5modyk5Pv1EsdCKUVpw3R6HcjXkhRMBb75+hFuvbfPCCQVmhBv2e/zoe5d5+EjE156rcOxiwNZJxfqxEqPVMiNVKPngOgYlQRs4dk6QpoI4EUQJhLF1WPbDlF6o6Yeabl/TDTWdHrRCWOhI5tsQ6j5vfdMy77ujyV94myZJaswuVmh1Atpdj3bPJYol2kjml0bp9CXT83DqYsx0M+L9965w89UuL52+wIWTK2ONnvrXd99xp7PY6P7GRP3bB/JvG8AvXF7h8pz40dmLT/zci4e/MVVREYu6hMLw8Asj3Lq/wd5tHp1eHaU8Wp2UfpgSxholNVKCowyu0pRcwWK3xMcf2czXX2xx18EGH3lrg4M7OozXyyw1yrR7Pt2emwFb2SMShLEkTgRJYpd6692yQaXjQOBBuaQZq8ZsmuqS0OHUlZhPPBZw9lKFul/ipv0Ot13T4tmTTR56psYtuwO2bujysUcESvjUqjGNTog2oARM1rq02h46KfG+u+b5+FfK7JwLeM8tXaJ4iceOjhOnATfvn+I9N7XYvaXJ11/o8vKlMi+d89g8JhmrCcq+wHPtTSgFCGHQBrQ2xEl2s8aGMLY3cj+CXgTtvmAlFCy3QTh93rS3wUfe3uCu/SnjtRIrrTLNdol216fTd+n0HDo9RS+U9CNBPxQ0u5r5xZgTVxLWbWjztjcJjKlR9kqcOp+ycuLhKQfzc+99163G6OXfFHLszz/A212D6yF8p2Y++cDDPzzhd3/x1KnnJ/ZtbHLtrjolT1ILEs7MBXzq6wnffVfE5GhKP3IRwsF1BG6Y4kiRLc9WqviOoeQIVvqKpeYon3y0wqFXOtx+bYOPvK3Bm3Y2GU9LJIlPtx/Q6bn0QocoVsSJJEklqRZoIxAYpDD4nqYcJPhehOeGXFkK+dJhyenLHucuj6K0z84NHlfvUNywr4XyFzh6psqmepkDV8H6yRWWWzUObpIk2vDAcz5hV1KvJLzz5j5ffCzm4myVvbtcZhp9Xj3rsmXdKNfuWODJl9s8/aogjDz27Rhj3xaffZvbnJlZ5vQVeO54mVNnK5Qdge9IKr4hcEFKG1QZY2/WJIUogSgVdEJBqy9oxRDpBG363Li7xUfe3uKugykbxnz6/RGWmgHtjk+n79HtOXT6il5f0Q0FvVDSC6Hb17Q7CYvNlG0bunznPSnd9iRnrlS4PAdnLsX003nOnrx/6gF96Rd3blVJd+53f+ejn4e/+mM/9OcX4DqN0Kl31/lzz/3mF7/4qbFPPXRl4qULbf7RRzq8aYfBc+vUqy71miJMXFYahtGaoBIYjBEoqXAcgeOkOI5lLs/ReK7Bdw1lL6UeCNqhy0prlE8/XuORl/qsG+3yoXua7NvSp9/rcGCHYct6RRi7pKki1RKTg1tqXCflwpzh3Kyg0dPc/2SZK4ujmMhlNFBsHHfYtt7hqk1wYGcLLRf5tS9WWF4e4ZZ9Dgd2Nvn6SwKRuEyNSirlhG7sIY0EI1GOR7MvmFsW7Ddl7rmhzVMvlNg44XHLgTH+0nsX+e2vtHnuRIVO32WpUWXHxhJ7N3S5eU+b735zm+nlZe5/0mep63NhxuXKFQ9XCaSUCATaGFINsTakiWZ0POaa/V3CMGbflpAP3hMyNaIYq/rEccDMQkC359EN7SrX6yu6fZWBWtALBf0Q+pGm10/o9jVSGEbLAUuLNa5MW/PZlYWY03Oag3s7vPX6y7x6uj3xxRN7/qNX2Rxvr5z8g3/9yx/n7/21D//5A/hnPv2HvOMHLol///ee2nHh0uU9iwuX2bnO5dLcCP/xM4J/8P0rHNyhqZZGGK+7JIlDEBiMMQS+xhiJkgJHSRwlcBwLRM8ReK4mcA2l2FCODCNBymhJ0I0k7ajCucsVfuEPxkAniCThhmu67FgfkSSgjcYYW8SxhSGB43qcuOhx7HRAJXCoepKJsmByXDI15rBxUrFtQ8rebQ1SscR/+myNCxfr3LLHZd/2lF7S5pmjPvWSy/iIoV6NKJesFNJa0uwrljuGpWZKs1PizgMNDh/rcvyiol4LuHl/nR973xK/9Dl44XSFTs/QaDvMLddYP1FmarTPtvE+f/d7u9TKTV4+BycuSVzXoJRBCA0Y+4+BJIHt61NuP5iQxi5x4mNMmX7kMrvo0QvtitaP1EC+9TIp0o8sa4eR1fJhpOlHmjCyBad2V/LSSUOiIxaamguLhr27Vvip727RbG7kzKUqs8vn6lMb9a+fF3uTv/lXPvTY3/mr3zcfJqRl9399Eu9/C8D/3X/9A545VVc/+eFH73v51elfm5s9ydRoiW7PY+/GiJcvVvnnvw//9AdXuG5HTK1So9t3SVIbNCllkNLgOHLI3K4idCVhpPGjlDA2lGJNGGuiyFBLIIw1YQJRIujHkjD1idOA46crvHQcUmOw0Lba2JXgKev5qPpwYAPUSjBSkYxWFeN1h6kx2Lo+ZMNkg9gs858+O8KZsyNcf5Xiqs2SnZtX+MarCXNLI9ywQzJa0wReD1/6GCVIUokwhiSNWOkEzC25XL+vxHV72jz5QsC6UUE5qHL9Hs1P3rfEf/yc5tUrVRodTaOtWFhxmKhXGK2VGK2NUCvHTFZitl0f4bsJrpOglA3IAQz2popjxfyCQ5wo4kQRxYowzp4jSRhLwkjSjyRhJGyAGgnCyBBG9ryGYTrU9LHV+TqFpVZKN4SZNhzcu8w/+UgD0ileuVSnFypW2hozc75cDdzfvXDhXGvjhg039Hr9S/87sPe/HOBHnv0tJsZSdez0pQ++cmLuo8Sng7Fanbllj8AXrBtz2BcbXr5c4199LOGXfmqFbes1i40y/dAZXARXKVzHZB4SYS+CKwg9RRRboMexIUrsRYiTwpFCkhrSVJNqrN7WDMAtBCgJjgTXBd8RBL6g7EsqZcVIWTI6IpgaS9i2vku10uCzT0U8dnSMxmKNa7Yqtm1w2b2lTyoaPPBcmYrrMDmqqJb7HD0Dr511OLjF0A0V1+6OuWanYXYmZWHFo9cv866b2jzxco9TVxSVksT3ahy8SvPPf3iJR1/t8cVHJ1hqGbZNpaw0Heo1xUjFpVp2qZTsKud7Gt9JcZSVWlLaa2AMtmClBYmWJKkgSQRxIokSQRxLwthmXqJYEMWGKIIwToliTVQgjjADeJQYwthq/F4smGlJNm9q8DM/sIwrpnjt4igziw69UDM14rLcVhw+esL3/U8gvU13rvRrn/qPv/GH6d/4y/9ry/v/ywH+1CsVKYk+rOLZ/9ppngqE2+N9t4ZMz09wZcGjHFhdHaURh86O8Nknm/zMX2hgjKHT9+mHLmGk8FwHP1L0Xcs0oSuJPEEUC3txYkWcQBRLm0FIhmm/JNWkqc0upCbLlGTZEiEEUmLljyPwHIHvSQJfUikJamVDvapZNxYyOdomMQ0++YTkt78yzlQQcM1WwdYNLts3arZtWOGzzxiWlwP2rVeM1qBajpk7L5lf8fF2QBgLJkck9TqcOmdYaWlmFwN2bw94yw1tvvR4wHgVfM9DyToHdwp+/D3zuHKeLzw5ymtXAta1YqbqCSMVRbWkKJckJd/B98B3wXGMBbkAKQogx97YqYY0FSQpGdAhTg1RAnGcWlKINVH+HOss7ZhlZbIUZBgLurFgOZQshTE/9eZFpmoVXjg2xunLLtPzCUvNmCuLcLER8947Orz06kn/qu38+s0HNjilQP0hlmf+bAL8l3/jSyRJ+sMXL534t15ysXZqxiMWMWMjbW7cFbNhosb5mSpjNZeSLzhyKeTlM4IgaGNQSJniOh6e6+JFKZHr4EVWmkSxLaVbxhGWiTJWShKIU0hTm0nQ2gZcWpu8hzMDtwW4UgJHCVzHAiTwoRxoqqWEejVhst5jYrTBU8cjfu+hEifO1dk+4rJzPWxe77F5Hezd2qKbtHj2WI2ScpkcVdSrUK+GjI4keJ6DEPbm6oUey62YRtfQ7CTMr3hsXV/l1n3zPPRclxNXapT9GFd5CDHCzk2KH3zbIjfunef3Hqry7Ct1ljoOU7WEejmhHEhKgcJ3Bb4rcV0bqyhFlj60KDfYHlatGQA9SXW2umWpxUSTpBbcSQxRYoZHxtj9xJJKNxE0Y8FKaEjjDtfv6hCnkiMnNWcvR8ytaM7Ngwr63Hpdk5v2RqRxiWPnLtSWN/X/07b9N3rnXv3Cb+848P4/ewC3PavyL3/ja1/6uZOvzoyn0qHVcDg95/Hs8TLfcdsK33/vHNfuahBuK3PrNTHXvWme+YWEhVbMlnVNHJXihimem+B7LmHk4Hs2vZcDPI4lUWKX3TjJctopWeqPjLkl2jAEty1SZswNjrIFE881BJ6mFCRUg4TRWsiGiRZzzS6/fL/LA4fHWF6psGtSsHVKsGnKY/OUYMfGPo7X4OOPOZy9VGHPOsloVTJSSZEy5MqCwXckUoAxgih22DbV4jlSWl3FSsswt1xiz+aA776nyae+7nF+zsd1YoRw0aZCnEhu2LHCtu9v8cALXT72wBjPn6+waVQwUUmpBCmBJ/BdgedKXEfgqMxRKcXAk2GwN5k22ExLagGfgzxJraSzYIcotV6XKC8eJYJeAu1E0o6hF6WknR7bN7T5/OOK+VnBkQsJUewQJTFbN7b5vre0eO+tgjgc5ezlEWplw4lTC+ML7cYvvu1d71enLi7+xu6tE392AG70MuD+pSeeePTnuo2npu64RnL0dJXtGzSBZzg3F/DVp6c4cqbNNTs63LRnCaMTTs8pnn454P4nUn7wXV2+45YWEyMh3X5AL/LwXZcocYliZxAoJYkiTiVJIolTQZJI0lSQajHU2lowUCXGMrcUoJTNOrhK47ka30sp+QnVUshEvUMv7vH1o4ZPfGOEZ1+pM+q5HNxk2DAmWTfusXFSsnldxFWbVnj5fI/7n5hkRDlMjghqFUGtHNPspnzlmYCqZxDCAqsXOrzv9pAvH7KemGZHM7/isHmqynfd0eHZ422OnfKo+AlKCgtyXaYfWa3/g29psmfDPB9/tMXTr9W5uFJifU0wEhjKniZwNJ4LjhIoaW9ky+SQ2490JtW0Hq5wSQZ0SxAQp4I4zYCdCvqJZe12CmGkSaKQSqnDd71zhR98V4tSoDn0MlQnpkm15MbdMQe3wZaJEo3GKOemq8wsOoT9lOfOxtQuHp7auWPDz+2/9m59cbb1W1vX1/50A3xxqYHQEa2W/0OnTz7yb556+mvj5y+nfPc9Pa7bXeL0JQ9H2cbdK0uK6fk6n7lY44uHIuIkpdmShLFBmpjnX+vxqWs7fPAtXd55e4OxEY8o8gljlyh2iROHOAN6kiqSNCvYpEOAa5Mxtx6mo4QwWVBpfRyOo/HcFN+LKfkR1VKPlB4PvyD5g0fqvHJuBBH7bB81bKgbJuqKyTGP9ROSjZMxW9e3uLTQ5le+WCEJS2zeLKhXHWoVqJVjhBvR6lWoVw1CCIyBOJGM+YpEJ7Rjj3Y3ZaWluLJQYv9VVX7i/Q1+8Q99LixUcFSc3RgOSWL9IOvHfW7Y1eKaqzq8euEKn/hGiYeerzPdLFHxFVUPKq7BcwyuAkfacr4Qq911GjDa3nSpFqQGm7nSFtxRaotEvVTQS6GXGJIkQcch40GPd721wYfe2uKuaxJGSxJtXG7YbVhudQkjl8AJaHWqXJmrcmUhYGZRMbOYcvZKxEwXbr+2yRNPfmWqG4t/87Y7bk8uXpz73XWTLn7pT67q+ScK8Garh+eVPnDx5DO/9NyhJ2pnL/bZus5npBKDCen2FUI6mTSICVxNrSVY6pVIUgh8gfQgTDXzYZkvHKry2Ctdbv5ah5/6njZXb20xVVfUyg5R7BElNl+egzzNAa6tZ8I2QIhB+d0yt0Ypg6M0jpPgewmuimj1YhZaMf/hswHn5kd54Vgdoz3GS4KpCcPEiGC8phivu6wbl6wfT9g02WW8vsIDL2qef63ONZsFo1VJtSyplTWVUoRwQ3zfwVH2/Y2BNJX0QodePybRgnZP0+4Yllsus0s1btvb4db9DT7+tYDSssKRsQWkcUhSjyi2PZ4T9YAbd3a4cVeH5+6e5sKC5PceqjPfKHN5ycdTkoor8HIZJm3gOSDyXKpgmTwxgkRDrAVhCv0EIm0gTSCJkSpk42iPa7bZ63HT1Sm1kkOSVGh2XOLEFs5IXUziMt0osbgSMLfsM7skmVtKmVuKWGppuqFkYbnM+rEuTz36tfHRkvmlN99580qv273/TxKTf2IAn71yinUb16tf+tU/3HXopaO1nRvO8YE3l6hXDLWyxnX6aCNRKkBKBykEECFFiu9oOpFNN/UTQS+V9FyffuqxFJV46PkRnnqtR8UP+YvvbrJ5PGH7xh63HWjjCNsiJoSVK7Yqab3SxhSYG4OQBiVsztyQgEx49Zzk8HGHLz1b5dWLVaKkTNVRTJYMYxXDaNnYPHjNYWzEYbwuWD+WsHGyx4bJFR57JeTXvjTFhrrDZA1qFUWtIqiWE0p+yFMnFf3Iwa1YUBkjiBJJ4CjetKfHoaN1a3zqpTRaLosNn7nFUX7iPXNcXlzi0JFJXAmIGA0kiUMUu4SRpNNzGK0G1GsVbt3T5e5runz/vQscv6T58rMBzx4vcfJshUQ4hKGiGyuUkAgh1gSeWU3AaBJtMFrjipQRLyIg5tbrO+zY0GfzRMxH3hlS8iSVkksUlWm13YxolF1ZU4cwdOj2XVbaPgsrHjOLkpmFhPnliJkV68fvRfCNI4JaWXDdngvEzQdqzz09u+vqOz+ijr56Ir3mwN4/PQB/4pmTnLi8xTt36dCPXL29929nL3V45pURzs01eO/tbYzSbJ5QeG6fkXKVSlBBCpd+5NCPDanWdga2hMAxlBNhNV8Kfdeln7p004B2O+XffHwUk8Ssm+yzf2uf8ZGED76lx9apiDgWmd6WUGBuMv0ppUZIwacfLfHymQrCcbgwXebKXJmgpBjxhb0hA00tgGpJMFJW1KqK0arDeB0m6gnrxvtsmmqRmgaffqJGr1Nh92ZDrayoliXVkqYaJLhuxAOHAsKuxJ0CmYEpTiSVkuJdN/d4/EVNJ5R0eimtrkOj7TC7VObqHVU+eFeLF14tc2G5ipIaiDO97BKnijC2hZlO36HZ8aiWylRKIVdv7nPL3j6X5pucn2nguCkvnXX41DfKCKUsuIVcfRGNBjQYQxylbFuX8KG39JiopezdZlg3DmniEkZVksR2TSWxQ5w6WRykiGNFlOQAd2j3HBptyfRCyrnphCtLsNw3NKKEzVM91k9EvO/2hHUjIzz8VMS2nfG/Ldef6R48ePVvL82+Fo2v3/+nA+BEZykHM3suXT73y4cOPyo7oY/UPs+/Ms6Dh+tMjXd5+00ttk92uGFXDy1CDKOAwpGCwLXrpSMNbiqIHUOQGiqpINKGKBWEWhKmkki7xBoWOjW+8bLGkPL5Z+3IBozOjryKl6XIhEAIhRASqRRJ7CC1g+tIqj7smDRUXE3Z15R9KPuCSklSLVk5NFKVjNZgfCRhcjRk42SblBX+w2cCnjw6xc5xGC1n7F2WVEsJ5VJEpdyjVCrjK4mSmQbHyoE4dun3BL0wpR0qOn1Nu6dty1zF4/LcCHfuD/nJ753j333K4WLDRwiNMTE6NcSJta/2Q5dOT1HtOVQCj3IpoOyXCfyYainiht0Rnhtz0+6Ej7y1i6OSrAikEcKsFuWZpNNaIoTEdxXg0Q8dllYc69tJ85gnOxI5iIFs4C+JIkU/UiSJva5S9sDro33Dvde22bEu5B3Xp6wbDWi0Rrk0F1Apdzl7+gk5WnN/eW4heiKK+q/8SUDzfxrgv/t7n+HSjFdqNF67r918TfhujVOXHMpeyq51gvGOw3yrzke/MEJQ6rNtqk8Yakb8PutrPhiD4wh8QAqDo4dRfFKM7LUY/qwFkZYkRpJqh1j7pFnaq/gYVCkFOELYSqWCoGQIHEOgUnwXfAcCz1DyBSVPUi5JyoFjAV4R1KuasVrCeD1kaqzDxqklfu1Lmo89tI4tdcVEVVOrKKplRaUM5VJKtRQzs6Q5M+MTeNZ+C7nTT9CPHHas16yf6NPqe/T6JmNxSaPtUC0FVMt1PvLWec7OzPLr92/CkQ4GTapTEm2IE4cwUvQia4rqBpJy36Hku5T8lGbbxhiem+I6Ka6b4kjbKCGlLeeL7LDWFQGIDOSCps5cltrGNWkq0VqS6GG8k6RiEOAnWTYryjJaQsDUaMKBXS2q1WW6oWDbpKTsl5hfqXB+OmC56RMlsHlCsrAMzz7/vLjr5ui+a6/ef+aZx77Qu+3u/7kc+f80wH/w/bPepekr/+Bjn2/8g6NnYvmWGzQbxnzOTjs02ym1csJ4VbN5DBrdgOWFEghNYAyhr/G9Yb5Wyaz4oG2jb5qlr+xhhmX2zClnc7liECgVNTeQVfJsYOVIjTPwkIOrBK5jbN7YEQS+JPAkJV9RChTVkqRaNoxUUurVhLFayMRol63rlnj2ZMjHH93IaOCzrqqplYUFd0lSCTSVIKFaDnn2BLx0vMyuSZPp3mHZvBcqbtpr2L21x3Ov1OmGhl4/pdNzMpC7lIMSpaDO9715mZdOznPo2HowCq1Ta4dNDElsBn6SXuhQ7htKgSLwNL7n4ns2xnGcFNexFmOltN2CRVprMMIgGOq5YXBuLcQ6z0jpPP1aSMVmILevc7DbnwXge4bAqVB1HWoeLCx5NDserZ5Dq2Nb6FZahvMzgtj0ufu6SE7PzP3fz59RXl97/wqIvm0APz/dlKca3Z999oX/8rc3jp71avtH8aSiXNfEqcNKyaVZUrS6Kd1+ynjNds5oY6uHrrK5WrBgdRzQaZayGlQfseycgVxnlbi8WGGMoVB5X7Xi5qXqvKBj3Yj2fd2BactW/3xPEfiKki8olwTVkqFWThmpJNSrIeMjPTZOrnDoRI+f/eg6Ll6uc9WEpl6GWklRKSkqAVSClFIQ47l9mn2DkgpXGaQcfrJUi2xJ96iVYrqJphva/Xm6/ZR2V9IsKcptn8Cvsn19zD//kSb/9Hckzxxbh0GhjSZNNUmaECWaKLayoOdLSqEi8CS+Z/A9he9oXNfm+x1lLMAzA5vKZIoQZnWDblbaNxmJmMzLkmaAT/Xw2ZKRzJ7FoFHbXlfF9EKZueUS2pBlgASdnu0NbXZTVloJy82EciB49jWfpfZJ79474r//Ez/yl9xf+PuL/1iIif/hcv7/MMD/8P4nePBrXxZx2P/AI48tB6GWvO/ORW66WjG/XEEpj3LgUQkkla7MOkI0UWRLwzkks2zV4ERqbQZlZD3I0YLR9sZIMwto8WANwDPZnQWWVqIoKVDKpsucrBXNdSS+ZwcABb4dyVDyDZVAUy2n1MoxI9WIsVqPjZMNDh3v8k9/e4ITF8fYNmYzLNWSpFKWlr1LhnKQUg5i4jTi979WRSqFKw1KDNOE2uRM5/KD71jhwecj2pFPNwN4p6dodxRN3yHwfHy3xt4tCf/yR5f4J78tePqVdWgjSbUtq8eJNZqFkSYMrN3V921s43u2suk5ZlCxdZRGKpsbl8LYRokc4MOS54B4DLaWYLMtWSCvGRbTDOhBcY2MgEReMIbMopCktsRv5Zim3bXd/CttzXIHZi7Brdet8OF3RDhyJjjy/KN/66q97xez8+1/uH6q+r8X4GmaEpTX/9KLRz6777qdhkOv1fmDh1uM1Re4fV+bmcUxSn6JcuBRbttlt9OT9CNr2LEl4rxsbLKCg/1d3nY1eNYZixiTsTa53Rmz5nPlAM89GHklL2dvx8l9JxLXlda/4QkC3848KfsplZIFd60SUa/1mKw3efZ4l5/9rTFevTDB5lHBeKUgTQKHSmD9K6UgoeRHuG7IlaVRXCVQUmdpuWGQmaaSJFFsGDUkSUwrDuiFhn6o6fVT2n1JqasIPBfPDXCdEfZtTviXf2mBf/SbcOi1KVItLcBTQ5ykGZNrQl8TRJK+pwYSzHXBdaxEsz4VgyPJZAqI7PkNMD4Aq9EZq+fyMCsO5dXiIrhzcspjjjTNZ7ik2SqV0uqmNDow3xJcamhuPbDMD75N0+1M8sSLglv046WD+7bf+j8zo/x/COB/dP/9TE7J8pfuf+LgqfOxO3kw4fYDPp/4RpV/+fuan/2LM7x5f0w5GKOyUqbk+ZR8l5YnbdNvRNbkaw1RFuBD+TGQIfnvBmxthsz9TT6bFEMTlZQgpRiAW8mhn9zKEwhc8D1NKTCUfKufy6WYWjmiXukxMdrk+VN9/slvjHL0wiQb64rJimakJKgGknKgKJcEpcDeHLbUH3HomKDT9wgU2U1mNTiFix4nDpVAcduBNs++WqMbW5nSC1O6PUXbV/iewnO9TD/XuXqL5ud/bJ6f/lV4+tgUsZbEWmfN0sMezNCT+J627J15U9zs5rYHmUwZyjiZVXnfCOR5UcjkAM8Bn1txzdDAZavHhdgp7w2N9GCiQaNrWG7DbFsw20y459oFfuYH+rhs4BOHfIJSi3qQ8tBDD7pvfvtHxsPEhFrTKXl/PLD/sQHeXDlKrb6p/unPf+FX3nzdzJv3bjDMNXzOz6XEqWR6eoR/8XuGv37fHG/eP8/GdTV8r4bnlnGUh3LA6QlCJTKfdlGWFJi8AGg9APawKZhMew8uhrBBjZAZuDOTkRoAHKv7HctknmvHoAVeZrDyU0qZvKiWQkaqPUarLY6cDvknvzHKS+enWF93mCxrRkpQCQSVkqJcUpQH7J0S+AnVcp/HXvJoNANGR4dl8hwwOgvI4lQxNa5463UdHjusbRdNpAsglwSuJHAdXMfDcUpIqbl6i+Hnfmyen/5Vw9Mnpoi1Q5w5AK3t1TK5H8uBu9BzJI6TmbCkQDn5uWHw+fKbMJcqBZExkJFrD1141gM2z1fezLyV2MkFvb6dvdhoG+bbkpm2Qbod3n/nEj/5nSHb11WZX07ZsqHPxZmAjz1gUH7jju37Ll4uVXf+YprG//R/OYPPzS6xvNT66bB55sNHTs8w3y7R6xuOXw6IE4/1VcOlmTo/9Z9K3HPNIh++t8O910W4rkabmg0+jB1Y42TOP53mS92QCYbg/ibMnSE9X74G2lvmDrqh7s4dg47C+jMcg+vaxuLA0wReSilIKAcxlSCkWu4zNtLkhZMh/+BXJzhydh1TdZepcspI2WTgztg7kJR8y/6Bn1D2IxId0o58hJK4OYMPNLjI4orMIBa7VLy+tQtEAaM5yPspXc8yuO9JXMfBdfINaA0Htxt+8a/M8ff+q+bp4+uItUOYCqJUZywuCGKN7xo81/auOlnc4Sgb5Csps/OTdeXnzwVj1uDGLMY6a8A9lJlFeWmZO7fhhrGm009pdQ1XGoK5XsI9NyzykXub3HFA0e3XWWwEeG7K/p1LBIFm03qH6Xmcrz/6jBMl9SBJ4j8uXP94ADfpBZBbtx1//j9fs7LU5tS5zVyYt44535VsHLVArAeGZuTy3NGNvHq2y8/88Bxvva5JpR3Q7TvErgYkSpL5tcUw7aeHgdiQKYZVSVNcM3PWLgaV+XKbdeioLJhyHIOrLLA9xwzcg4GbZro5phSEjNa6jFTaHDqW8A9/bYIXz65jcsRhspQyEhiqGbhLgU0n5uAu+SmBl1CrRBw7b3j0hQqelLhKZ0HccGnNA+c4VSTa4Z4bYnZd1eHMxRKTZehHxh5hSrefsbCjcBwXJU1WNDIc2AY//+OL/KNf1Tzx6iT9uGSLYYmhnHm4fRcLcidfvXQmUSRSpYMVTklRALgogJzX6ZUhyM1qgJuh5z53KOYW3Ci2DRXtvmA5THjXTYv844/0qQZ1phcqdHsuUazQRjDix9y6N6bR9jlXCnjhzAqXv/j8/p/52z+27bmXr1y4+dpNf/IAf+XENGevjGw/e+aZf78wM/uBDVOXeN+bpzhxzmdmMaUXpgOrZZwYxmLDupphuVPmNz+/iZJqs35E2dkgClyT5adV5tkugjrXeMUsyeuyJRlzrwW3MEiVpwUtGByVsbZj8ByN62p8V+N7CYGXEPgR5SBkbKTLSrvL46/Az//Bel4+PcFEBu56yVAtCSqBGOTKbeZFW/b2LMBLfkiUpvR7AYGyN5kUYpWTLy+k2EDTsVreCQkjY/04A4BrPC/Fcx1cV+IohZLuAOAIuHaH4Of/ygr/5g8Tnj4+znSzRr8iqaeGamIIsokDvmuy3H+eSTED9s6lSg7wwefNPnQR5wOFmF2U4cpqBprcJgOGTSZ5rCUFeK7gtv2GH3+PT6s9xqVpzzY7R4ooEVk7XYVuXzCzaDh+sc9Sb4a33Fb6QGv+yfSma274WzqaPi+9jX+yAHfTi/imdMvslZP3fez+RSZHK2yZ7DI16uO4dth7FFm9FWfskSSGTeOGJA04eqJCut0WV4QwuI6N4B0t0MpkBZvVUuT1rL1aFeYXwY57yNnbZPLEZK5By9y2C19nYybSAbh9LwP3WIeFlR4/9/tl7n9mksXOKJMjkskgA3dgdXc5CyxLvqTsm4zBrfYO/AiIeOSIx0rsMe6zyo+NKC7pVodHsUPNd3jL9V0OnYhoxz4jsbZd7JHGC61X3XMswB1lUNJFSFugwcC+LZJ/91Mtvnyox7/6rXVcXhylV3eoe4Jqoikn4MfgucaOonNsocsZADwPxu1zMVAv3phCDHpFhiw+IKLCtctiqGF2zP7eVYJN44I926pcnKnaHtF8ElfWExonEEbYNGIv5OCuBusnHSrqHC++dPK++cbo78dx9/yfKIPPL3WojZR3v/TCw39DxU/y/W8RnLkySphoSr4tc/fKMmtUtb2ReYeIwd611bK0U6kG8/Q0StnUn9FiyAAMK5JvKEuyE50zS15uzrMAKge4st4WJ6veufmYCdd2CAVejO/FVEs9HKfLYy+l/OZXanzpySkiXWOqJpgIrCyxKcA8T66yQ2TMXWTvGMcJeeq1Ot3IYUM5/zxrGTyXZda/EbiKW6/ukWgL8F4s6OfZkMiOXHOdPMWpMiDa6qMFm2CiLvjwvR2q/jS/9ZUej782zmxcohtIaomh4hgLcieLQ5TJ4hKTgTw/h2LoHZcgGbJ4MVtXvCR5K9zgu63JeuUPJW3mqtGA47HCy8ZGpClZqtP2gObfGaERusLFSz7HL6aMT77A7u1Hif4YUvy/CfCZ6cscP/oIo/X6xuPHz979+Yc7vGmf4U37OlT9svVDxIp+mI8esP2RSWIT/2QyJMgCOs/R2ewOy8dDBhDDIHJw0gqph2L6Spg10iSvylnHoJIMJl/lzO0q68Xw3RjPiwnciHK5j+d1+YOHHH7hd6c4szCG6wesrwrG/JSab6j4UMk67Eu+rXYGWUHI+lfSbCWw8mSxldKJPDyl8KQZBJgUvkpuL8hL21HiUnL7rK/3aHSr9GKRjVuzsYLrplmaT2XpTmUBvipwtc7HD9zV4ab9C/z87/X52AOTLCcVur5LxZXUHOvB8R3wFINmCCcv+mQrnxxIlWEBqEgqq8XK6ms2TCcWfpf9/9oYRAgrJqEb6kEVO82zLbFVALah2Xbtn55xKJW7XLOrx9VbDUZd80+d4Opj//4/7Tv6wfvex9at31qP/zcBrnXKNdfduf3cmWO/tjBzmq0TEzz4dMxcY4G/ft8K0lRZaZXo9R16kUMUqcG8v1TbNU3I7ETm3d6y6H3ITD5FWWLEG+a5BWbIJln1TRYBLk02t7DI3GkG8gTPsZLE90J8t8f5uYRf/3KFzz0xztm5UWpll7EARv2Uqm+y0nsObpmBWw6KQkGmvX3P3ji1Sshnn3I4daFEoIStGOYZFIYoH4xxMFaHx4nDvm3w3pva/OZXx+mUHWrZ7BE/yuIGpXEcabMfigLI3QKt2lVh64TkH/5Al2t2XOZXvzTG2dkRlpMSXdehogTlDOieNPbGybJMg9UvP695+hCrz4eVTvP6PPkaNjdr/lBk2j5N7WgPp68R2dBQPegDJZu5IuhEgsWOQKoe/9e9DW7aUefQ0TKRaV7zvvdu+OSuXfe+u9Np/TelyrcEeK8XEQQuzzz3/ObLF1/auWvzRa7bVWHdpMcnHi8zXmvw/tsX2DgVEEUlun07JSmMbGNwkspBP+SgwihzmVEA+BpJMnyd07ZZpQNzYNvnzDSUgdtmTXL2TnGdxHbuOAm+H+I5Ie004pc/6fFbX17PlaU6WpUYG1GMeYYRT1POmLs8KN/LzKeSSZMsdz4At2erl2EcceqyTyfyGfWzLE5edMqzEnkV1hQ8KbFDreKwY3OE8vu0oyo9T1CKDWEOcCfNCjXWYmx7NdU3CV4VkyNdfuIDXe67Z5bf+nKLX//0OIu9Cj0nIHAUZUdQUgY/MZbNpZUqjhzaG/Iq5+uYnNVy5XXXrgD2ITnZ6zjQ99nqrbWdgBCngl4MnUjSigT9JGXDVIvvuWOBew66fOKhgMMnDK6cZu/eIzsnx53NO3ffeN6YBCG+OYy/JcA7rVlcUZkMPPXJj33uFXfrRkms+0wv9ZlddvmF39vC555s8oHbW3z4rV0mRl209gmjYAD0JJXoVA6XrULhIGed4Qn5ZlUqU0gHmgGwV8kTmbnkVGoB7qQ4KsVzYwIvwnMjmv2Ip16W/MFDNT79xDj9tIrneYx7grqnqXiGsm8oe0NwB77E9yV+Jk1sYSjLTGQA91xb+Tw3Y3j8+TJR7OJXzOsCzPwxKHNnVtQoVriuw1tvavPxhzucuFyhF1jfRugavATcWONGGqXsCDsrI+RwuE8O8DzHriVl32Fdvcff+74uV28N+dhDVQ4fG2GhV6GvPFzXIXAEJQm+zNKoeXpVGltPEBRAvtqzstacVbikA295rmaKYM91epq1x/USQTuETmLQRGysd/nRt63wgdt7XLMDZpcMNx2cZuPGAJ0o/OSIi7j9k3OLreviqL3wrTD8LQE+MTUuF66cuOXcyW+MbF8nWVqa4ux0zEpHM+IJvAnB6ZkS//qTo3zqyTYfedsKuzd0uX53h/UTLnHs0+17RIkz6JU02dKcM84wWyJWscAq40+2dxrCZIUcO38vt3ta3W1wVGoBrtKBHHGcmGYn5slXBB/9ao2HXhhhuVlFlgKqJUXdNdQ8Tdk1lD1DySNjbcvcJV8SeIrAEwQemUNPZ+DW+K7V38oJOXkZrjQDW1jJ9O3qwsnQP2P7IC3IEy2JIod1NcHuLT2OXkzoxu5gwI4XYcGn0kyi5IUakGs6cwal8ywNGafWH/6ht/Z4580rfP3FNr/zQI3Dx2ostcs0pUfHc/CUwJMCX9rOKkfaXeqUGN6kSmS2X17P4G8kWYrZsGFrnK15RNq2J3ZCQ5wmjI92uffaNvs29vjwW0Ku2uASRnUuzgREscuBrZJN9YDTl0ocO9vj/PLXR2659d5bdu/c81W+xfCgbwnwS5em/ZWG/q/PHDlf2b2tT9kts+WCx5X5hKVmQqNrmCjBSt9nej7gZ39rlFqpy1tvavD+O9u85boeU2MO3X6JMHJJUodEW9P8IKgs6u1COpAc0PlvBqydZ01yYOvsObUD8fNshoxZaCc89rzDV56scv/jI8y3KoggwK261BwYcW0nT8klkx1Q8kR2yMxymuluT1hvcxHgToLnJQRehDExj7zgc2GmxMSYwJU607Fi2Ohb+J5mld1U0Qtdtq0TvPX6Lp97JqITu/RiQeAavMSyeBibwiqlBvlqhFwlU+whh40K2ubbS37Ih+7t8fablvj8E22+/GSZx16uMt8s0xMePc/BcRWOELhS4EqJK0wmtQwKUZCGq9OHryPz3I3IsMYxALaGfmLoRyEbqx3edn2D99zR5+03aipeQKM9zuxiQLvn0+56NFoeCw2Hy3OCU5cSXD/mptGTlYmRO/9rv3PlaqD3PwTwrz9xgla7zcsnm3huwg17utxycIQXjpdxXYHvJpR8Q9XXjJegXVUs90b44tNVHnyxy7uuX+Z7717hO25fwfdLhKFn94xP1aApuMjmebpkAPlBesoUDp2lAzUiA7jjpHhOTBDE9MOUE1fg/LTiE18b4auHa8yvVMANcGouZSWpuoaqoym5hpILgWvBHbh2JqG1mcrCIbI/NxnI9QDknmvb085Ma46e88F1s2XeFEr0YhUKhvZgm0mx2RQ7zvngjpD9mzscv1KmFwjKicCPDaEiS+3pjL3zbEqeghxqlUGePUtFaq2y6QMu/cilVAr54XeFvO+2Bg8+3+GPHi5zfjrg+JUyUcMn8R36joNU0pbzASd7zpl8IF0YBv+rQJ5JTm2snz8xtv0w1oY4jinpLt9z5xLfe3ePe66V+F6JZrvM7LxPL/To9e0WLK2Ow1LT4fK85qXTPXB6XLfNsGG8Rdw+hQm/tY32mwL80pVLIgr7f+PBL3984tqrRjlyPCWOGtx9XY9142U6PQeMwXU1ZU/Ti6AWaUZL0OwLFrpVPvNYiUOvlOhE03zfvW2kCHASlzR1Bh0iNoNSWL8HBJ4524RBYosaVpJoO/pBpvi+naSapCmzS/C1bzicuVzi0WdLXFkpcWa6Ar6PKjsEjqLiGCqOtlkE1w7OD1w7rs2COD9kdqgM4GSaOwO3m+K7lr3tjRVxbgGOnS/jytXpwWFQNfSDD3LFeSZFZ32Nicv+bT12T3V55WxCN3GpxoLQAS8bdqkKAJdSIKRcxeSw1vgkBsFs3kcZpy6h61ErRfzgO0LuuqbFlZUWjzzncfaSz4MvlJleCkh7Llo6xJ5CSGlXiqwrX5JVPFntB1p1Ew8+S+4UTSGN8Gjz4bcu8X//SJ/JkSrzKzXmlkrZxgQu/VDRDe3g/XZP0mjD/HJKrGPu2i/Yv8XnlZMBZ6bPTPzgD3zobyzMX/jFyaltb2gw/aYAv/+rjyJM8mFXnqzs2qZ4y02G1857PHk0oOKB60oqZQfHsfntcmxNPv3YMnrVN5RcyeWVMf7VbyRsm7rC3Td0kX1/AHCzFuD5YxCxD1l7IEVUiuunxKnh7CXB0bOKrz1b5pVzHq+dK9EKfcLIB9dD1Vx8JSgrKDuaUiEP7Du5TyO3zVpfuJ/JEs9TeJ7MbgAz1N5uaiuLrtX5gRdjdMTcsiQ0Po4j8aTBKaTZ1hD4AOSpWd3vGCUuAofJsQip+nRil64jbKYjHhrGHKVXVSBlnqQGyIcdITBaDpm8MBjJTdVg/EQ39Fg/GrF1XcwNV4X0oh5/8VyTV857fO1QwNFzAWcvBsSJAl9hpAIhSWWhGlQs5q9OkWdLigaTgo6RUcibb1zhH/1oh9FSnUuzoyw1K7Q6Hp2+3V4mjEU2ujl7jmGkorhtUjGzAN94Hjava+AstSuXzj/5Yc91fvGPxeDPPfMVWu22OvrKaXHo1TKzjT63HwyZXhDMLgp2bTQEni1Z+64kDuzQxjgxRLGtQlV69outhIrz8yV+5fNVbt6/RMXrkaQO2qjBaAdjctdalmeR1jeC0AhpiCNDt28Z/fxlyR8+5NONFUdeCzh9yWex4xGmHjgeKBdVU3hSUFJQVoZAYceZqcx4pCxre66wRY8iuF2Jl8kS3wPfI8ua2JK562g8N8kqojGlIGJ+JeVrT1dptn1GRwROlovPTV9v5NcfeG4GWlwShoqJccU7b+vz4OEeF5sVeq60MsUBNzG4cZ6zznLsMrXpQoqzTuTgPbRxCu9hge6litRRJK4iTh3i2LWpVDem4sXcdTDh1qtDvuvuPicvSV465tKLFB/7Wplzsy4ISbfnkEZq0DZlHIbVoFUhZw5wDdqOxfsr39lm64Rkbr7EcrPCzGKZZsehF+bDVMkm3tqKuNEwNqLYvUUx2+wxUk+5/eqU2cURnjl8WWzdcY368gMPJ9/xrrf99wFcShipVX55abl/rU48RgOPoyds5WnDmA26yr5lD5MFD3acQDauOAM6MubMQgfH9HnpFYdmX+BVEoxMM9YWxXvfyhIJza7gpZddllqSUgDPHnP54hMB/VjRjxUzsx5aOMTGRQsXHAfhOzhS4ilBIA1BBmxfGXxlvS+ek+V8nSFze3lf5gDcKuvRFAP29lyN5+UGrXTA3p4Xo1TEN15UfO6ZKspzbLptlf7+5gw+7HbJMx6Kft/lfbf3uP+pFh97ZIROElDJdLib6/A4L8qYQbeQEHIAMPtWck0r4FCTJ6kkcSyTu44icRycJLVAVylK2UH6o0HC7XsTbtsbY0TIB+/t0o/tOLcvPOHz3DGPki9YbCleesWj1ZWZSnojkFvdNDIW86ZrIowUOG6Xy/PrOHPFy0CdNVJrg06tWcsYW1k1SKYXA8ZGXCZrKY2mRBhA96/1/eova81P/Hcx+KtnOgi3XEsXPrn3pqv7auskdEOXdteyrePYC++6etDiVOzqyIs2rlJct7fPe++ex/MbxInhZ3+9Ri8slntX6ZJs4qug0VEcPurRaiqkI+1MFONYZhKOtSNKB6SDlBJXCgtmafClxpMWCJ4CTw1n9FmQi2HDg2MbAfLG4yK4LcNntlo3Z/C0cCT4TowxEVcWPaIwwB+ReFnZW2WVu1VVzEJOOA+whyCXpNpOhxqtKrZMRHiiTy/x6SWCkmPNSLmHJC9oKVm0t8rBe9n3kFnxRxeG4OusI34ojZIkzeoGyhbIVEKcpKjY1hIclSJlwuYJna0Ymqu39olMD+lomk3B4aMOja61QOc5XrP28groh/ALv1kjTFyUrKF7EKgIR9mbwQw0uyV9u6JDty9pdwVX5gTaKNo9Q7uXktBXI+tW9v7ID3xPzZhGS4j6twa4TBdQOL/4lSdO3dvrXGH9mOTabS5JUqLV8UgSicmDp+H9ObhwAmvgKfkJ68a7bFmvqY9HfPkJySceLNPrOIV1Wwy/QX4GEBgh0PmWC2SeU6GGQY6UWSorB3VWdpZkG7fmeePCs5N10iuyrfcYgNu2dSm8DNyew8Biahk8Y3FH42XVUdeN8f2YS4ua33uwAo6HK8UwwBzIE/E6Bi/aEvIhoRZsdrBOFLt85J09Pv9Yj9fmqnRSl3JiN6W1LkAz7MRReU2AQY56cG7zlULLgsErP/TAC+M4Cje181LcDOhKDotm1jeevRY6GxyU4giDMCkTZc133Knt8CWRISKXnNnPQgBS0+0KPvtoiS8/NoY3MsbOccHGekzJG3YWvc7HAvbvxlY8mz1DZBJ2bekxWTOUnRP3Li5f/MU0Tf7qf5PBjx19AKWEd+5Ci8denEC6fa7d1eVHv6PFnvEKzW5Amq5N7+UfxGT7V9rRCSOVLr4XcXkBfvkzVbp9Hx04IFUG6Pw5Zzg5fLZnBCHloAVNCXCFLSv7IpuEJe3PjiTzVGTd47mRyKEwB4VsZ7ZhV/0Q4HIgW3zPDFraPE8XBuckuBl7e06MlBEXZgULrQDhOPiSVfJEijX3cYEQik0dRX2cpIoocRmvhWxb3+P4bEgvdein4KcCNzW4SabDEwaZpWEJXa3qVBgaoGTBoy0K0kjjpJpUSZSTb1+uMrNailQ6Wyn0MDUrhpOx7LNGRvmkrKxOkYFbUEjvSttc8te+u8NLr9W43E2Y7fmkxlDxbIxU7AstFv60saOcV/pQH+nzl76jyXVXKYSucOpKgy984UHvjTp1Xwfwpw5PIwSstCJu2unSCX0uXSlx8vIl/sJbZ1ls1EgSlU1vHQIdrOqTyuCohMAPqVW7zDdCfvG3qzzy4gjaD0C6VmYIuYq5Rd4elb1WIs+5giPAFQZXZKDNJED+evC7jOyHVlAGDbaeEhbsq8At7bOXAz0PPjNw590/jh5IFNex+tTzYhJivvxUibmFEu6Iwit6OIoZlLWCbFWrl1gTBCr6oZ1g+547Ojz1cp9WEtB1HEqJJsrK6UoODVG54UwIzbBzKA80xSAtaaVkNlPFQKrsezpakCiBk8psFzvr5UkyoA+LaXpQYJNSDwtvGbOLVdkvvap+ITOAOzrh3jfF/PSPLvL//Jbk8tIorZJH2VV4isF4jSGwLWxTbYhTQasd8eGDPa6arHP2Qo1WFyrlHp659Iad6KsA/olPP4QR5Tu96Ms3ddtNfEfhKomjYq7aEtHqd1BOhBAyy2PLDOC5qrZf3vMSTl0xvHxO8tjLNT79tVFCUwLHzQAuUWJY4cvZblBIwKbZ8lSbykrGdr7JUOOqHNjSZJvDZoAvAHswB0Vh+xHfCOB5wJnrbieXJSbT26u95J4b47kRs03NC6dL4Hg4mTxxCgal/PuJNQg3iOHAojxfbYa6OEkVcexy/a6Q8XqP5kqZbqIoK3AT+11UauwRFwGOBdbgjeSg4DKoGmszqEFopUm1wNWCVElSpUmVIMlAXjSv5XYImYM8K7gJaQqrSKEgRw7s7DNlzJ+oFN91+KF3RZScOR5/qc0L56qcvFIayNBVOkWYbJtH6w+vV2KeeS1gfqGMK+wqEwSGfbvVTX/nR99+59ljb37yqqvf/sYAX2nHuE73O546Kt506kKHt9yQsmW9AJ3y8UddjpzYgHLBZI2TJqMGU7RJCbtT2blZj6MXynRDW92Tyo7uVVJk4M18DhQqYwWw5yPXVAHkOWM5uTci84DnVk/bXJx3qlhZogbdK0Ng5823lr0zze0w0Nt5StAy9hDc7sCdGCOI+dITPk+9UkX6Dp4Udv62HLLQcD7L6wPrYqA5ZHEbaKZa0eu73Hagx3vvavPrX6oSpT6dVBKkdhMoRw7digOASZkxZ/GtvhmTg3aknRamxQDcqZIopS2jS5mNltAFK3LRA2SGIF/F1kWQg8jlTCZtksTFdTw+/LaI++5uc+xClwtzEuVSkKxDLWe0GAwechzDsyfKHD0TI1FctSHi1n0h45P1N0VR6zs8J3ryDRl8bvYytVrlnV/88iM/MDvdp7kyxkNPx0QG2iHMLUsWmw4pItutTA92LVttF7MfUCo7pqBctgUJV1pGtmxsBmDOHYE5kwuyZZeh56E42iBnbrsFSf4zGYMzaMNaxeJZN4yrVoPbjlNYw9xZz6aXtbe5Tt5wkBSOmIiYP3qkRmp81KB6WQwwh32NeWZjlQbPdiM2Opcp0k4XSPNg00Hg8qG3dPn9L4c0dEwvDeilAjdhwOJSGmQiBqYzmy5c6z2ShdSkKIBckDpZg7DKQO4YlLZyJVUGlVoHo60ey4E1eZiiXA3qfIjQANxrWH3A/krjqABHaQ5sT3nTrpS1GsOOjMvUQpZlMggObpfMLGk6PRed1vCdOu1GyKnzvR/Yf93bH52ennlw48YNqwHe6sWEabSrXFrZ+Y6bl+j265yfLjG9mLKgE5wRzVTZEA2mvsrBtheDcWoMg04xYGQzeB5aXoe6dMB0mFWMV3yW4vWaMwd9cbaHUmKoxTPH3aphNxmwHSWGmZRBOtB23NvGZJMx9zDAdArs7bsRL5yWnJoOMMpFSYkn9eAGHq5Cwy+6NouSH9oM9xEa5qstyOPEZefGmP1XdXjmZIlYefQSQSDBTQ1OIoaEIQUyybQvEoFm9VuKAouLgjTKB/bk2RXrd7HgztrZlCmAO/cCmcwmkIOWweqRbxMzDDCH/v/iz0WWz8FtCskLXajE6kG1125k2+m4zC+7TC8Izs8a5hotPviB5Z033tjelcrug69j8HZzmVKpz+mLESJucNf1PfZtr3PqYsArpxUzS7aFKk40yWBq0VA/6sLyt6o7p3BNVy3SbwDyAYuLnK2HoM/TbkPJImz3vBiC2waZYtAt7gzALVcBvDj8x3bbMwD2oFo5YO4Uz7GFHdsVFGOI+dQjZZaWSgjfsXn34k241oNS+M7Fc5OPyCj6uAe5aa2IY4eJMcn3vrXNC6drhGlAV3mUUqvFc5mnJBm487VCZznx3JibSZU1elxn8x6L2wraQ6J0viKZwWsLZLlKi4vse1vAysKKPPQSrQqwxfB8rG1PNJBJkYJ0SwsFqsTujtELHaYXFEdPJ5yajlnshLxpV5upWo+Z+WXiaGguHAD8y1/9HK4jOXOpweFTVU4vdqlXWrSbEKcu1ZJ12a0dbZyPWksLE18HzFBoQM1ZY+1jEIS9AYPnr4eTl4ZNscWZgwOAD1g8lysS5awGuOdkA4DcfOvArMLpWOOYZW2dvU5XHY6ynTuvXYBPPlQllB5Kqqx6ufpGXFvBXFvWyk/FIJNSyKbojMGT1MFPHb73HX0++tUuL58tESuXrpR4qc6yRwKZmsL5Mba9LM9H28U+e6/V+xYVmTzV4AxSiAYnzcdKaCuFBn2bdsUQeaOygCRj8WKnVZGt1z7yG9oMBj3JwpjmQuU1FatXl1QOuvA9J2X7lhbl8ZCpkS537gu5cvkI5y/MDHLmA4A/++oVbt6/sfz3/9l/3XHi/BI6LPH4czW0hpEAtk5AuaQQZCOMs4EuA5APNhctjDxeM9d77UiIIqW/jsnXgDyfVFWco5fLE1lg7DzIzKc2OU6+yWumvdUacOflezdvTNZ2ZsigRSzv6UyyI0a5EaeuOLQjD5STyROzxh672kH4uixKQQ+btbnwrBtnWPhxqLiCvZv6vHwqItU+Pe0RpNaz7WQaXAnblW4LSzlr2gFLRZDbxhJZABk4g8Gm9ndKQyot4FW2O4XUwwkBOZunOVvLIbBXSZA3uKnz75xqy85JMSc/uMELk2v1cOe3/GeAakly21aPalmQ6hJGx2xbL6mNT+y48a6fKv/YT/xoV4idFuDLS7M8fKj5jttumPjpTWVYaZXp9i2IEXapV7J4t9t93wevszl0OrXD6wcz6dJ8JIBtLM0nkRbliyiCvLi0F/oYVYEV1aqhmjnIGXqkVQHUavUuxq4iy4VbcFsAD4cCuUV5UmRvlfV1ehHLbc1//kyVpV6A8F0rT6RZtaoMB+e8nrlXMxnDZXkwlXWoN9PMx10rO/y1727z9RdqLIUekXToSYmX9VAORz7k8kAMG7SFHthoDToDt8Yg12RWRMbgZhCk52BXUmQMbiVROsiiZOMr8jHMa/T3KjmS+8N1PkvcFm7soB/72haecnAzKEolGY5ycjUGGi3J7FIVKex4kk7PsNhM+K73jf902HrxyVa79/kBg7/82kmU8mksXmDryBI37y8zs1ii2bF7riT5vuaD/c2zILOwTXYO9DQx2czqbOhiAiqGJJ9gpV+/1QgUQJ2/LrDhQHMXBtMMgC0FUg3Hj6kCqB0pcTJJ4gwAnmtuPQgqXUcPwO06uf9iNXu7KsbzIj7xiMurZ0ogXaSU+Lk1tpDaHOwRnxeuxLcAd7HgU2g30xmT202eXA7u7PKBu1p89KsB2vHpSQ9fikHRR0lBLPIRyK9nclFk8kGr4FDvGgNagTJ2VdBGWHDnU8I0pAP2FkOAF+aLy7yl7Q0YPH+/wU4QiSBMhN3TJ862YU/tjoWrVv5sOm2SkWqSDMfBJdkuzM0uTK9oNk2s0Gud4swp6PXDoUTZvVngeYLTiWBusUO13GTPNhdHlllqlllpeXT7Tjb7RAy2yy4uI/YOYzDfIoo1YZSiYht1ywQS7LK2qk2N1y/nlr2HA3Ny3f3fB3A5BPig0JMD3Ng52ZkUcdUwW+IWhgMNNbdlb9exU6tWmpovfKPKYtOHIMueiEIw9k0kCkKsZnJTlCpr0nZ59kBnqbFUEScOozXF++/tcv9TfZY6PpFy6KUyS0+KLHsjhs3YcujQzIFtzLDrRw/YPI+TBE4eP6nstcx+lpAqBue9CHIhRaH7vgDuNd+56L1JEgvqfizohZJ+aGeH24FRepUEHuzCnGrrUk3spIFuaFjuCObbBscN2bOjx1RN0+yXubBQJY7tOA0n7hzBKY9tf+Wlp3/yyWfO8/TRMT75eMyBXTHr6z2+794W4yM15pcrtLvWFxzHgjjNtqwwAp0Oe+6S1I7h6oeCbl9AL0FrmzM3yrLKqimxAyAMK5v5KN/8hBXn5g06yguzv4sdLna4O6vBne9skDO3KjD36xg8HzcxHDnhKFu5PHdecPJCgMZHSGfQnDt0DxaDY1HIauRIX+1FKS7dZlXJfphR0doGmxiHfdsidm7os3S8hEk9y+KplSlOIYszZNCi0Su358mCQS5jczPMk2s5nPBbjG2UtjeNllafDwpag7hIFCSKyFaw1fNT8lgj0XY4VC+UtLvQ7Wn6UWozdANVYLIbIpO+qSFKDWEI7dBwpSFxSz1+4L0N1tXh2p0ps/M+F+YvUhm/+if37n3bkccPHz/vLDY8qolY32yV3nnlUkhAjYlAc+q05lAnZr6xwt/+nhWmxgSOCvD6LnGSdYcM8rf58mN/jhJBry+RUhLFWU42X7bl6p2HYbUpaTCqQA5BP2Tu1cAePCuyUcDFPHjxyLa0VkVwF0Ce7VfvZtbQnL1V9rPjxCgV8+VnqpxaLIE3lCduIXUp1rD32nERbyRT9OsCzryiuVqLR5HDVRMR77mty3OvlUHbJu6elLhpVt1NV0ulIZPmPs88bSizsWpiGGzmr2X2Oh/KI/PDnuc00+gyB7rOro0exgGD1StfRbKf104NjmJod1MarZheZGWtLmTmBjGfsYwep9ALBfNtSer2+Fv3LfPm/QFLjRqNJRdSSHs9qp56Z8WP1suU844UmtQYahXN3delJKmg2XFptOHSnMuhY4pLSxc5sDmkHymUNMTZdnI2YFwzcm3A5JLAc5hf1oRxlkZk9RdfLUmGensA7AzQ4g2APWBzJQpNuAVwZ/MJh9t28HpgO8MBQYMRb47OQJ5YeaJiSuWIZ04oPv+NCr2+B2UHRwpcsVqarA0w32im31qlskp/r0kZFvPiceIwUnX4rnv6fPWpLs+e8DAVl17q4wkGN5paJRPylF0O7iHIiwrZBp/ZDaYsm6fS6nEtrTZP9TDg1DK3B4hBoFkkpgHItSikDrPYAHu+fM8SzuxSwsJKQpKaYQJigKVC6tlYq2yYQCMU7NkYcdPOMk8dmeLinKDZNrS6mpW2y9ar7ZSBNAWnH6ZIFdNoaVIdcu3eOZJE0Yscuj3B1XsMgVMjjCWuk6KkIVg1z2T44fOKo+OkGBNz+JTL8Ys1gqzJYHBCRFGGDF8PsyhDYKv8v8vn5Q0kigW2zMv0shAQqaJtdjgyzsqUbJ96tRro7oCt7aGUDTA9LyKOUr76dJnXLpbBdRFSZaDK/DSF4FLI1Syew2hVRqXI2pnJ3xQqmRbkcqDF83RhFDlcvTXhXXd0eOl8iTDxSKVLTyu8lDWfJc+Fs4bB7bNZ81lQOZg0WglUzrTZiitzRtfD+oOUII1B6HxGi32dnweZxQVmUBDKvUSaSsmwfrzPcq/DYydqSK0GzSLym6YYrSQuuRD3S3z0ATh+KaXT1/QiG4zu25hQDWJ0GgExzjce/TSVkuLl022++FRA8KiyphYp2FA13LjLIe6XaXe7+F6M7yYDc401+IAUFiRKpiAStIn5vYccfv2r66g7ki3j1sbpKrOKjeUbgHxwcdbKEiGy4kIuTQqpwgFj5wAfTk4dSJSMuS1jmwFTO4Pn4Ws3Cy4dFeN7Ea9cEDz4VJluz4OKixS5c5BCevANqpi5Fh+G0wUdnpc1xZpB8msKPgUDVhS7VKsR77o95P7H+rx01gfHo68lXqbFlQaVsoo5RZrpYSHsel/sDFZDpnQUQ+kiLZvnq0peezASZAHoebCp5RoCM2aQHDAGpDJIY286RxnKfsKmqR4/smORRtTiYw9OEKU+GImrVLZ3asFUh40zHGWo+5qa9HCF4gff3mes3kVKS/+BE3H24hO8+OpxXBXjzM6EdnmPDTdtrdDqWm3kOoLxsjW/J7qPEAbPtZW8kh+jnBRIkSJFSs1iU3N+AZ562eXpY2WeOTZGHFUJymawu/awgFMYul44KUXQ298XJYoYlOeL1UylMlbIHIW2nStfSYrzwdeAOzvcfAptZvB3VGIPJ8Z1YxKT8qUnSzz+SgmyZg0vlydidXA5yAxSkCbfQoev2u+G3M46bEZOTT7XZAj0sO9y98Eu77mzy6sXApLExQhFTzi4KYPPJNIhi4tVt9brmXz4/iYbaU2mwfMR1wKpBVoKK13yjFaBzUUO+EyLKyMwIvs7s5OjswSDzCaU9SOH0ZEKf+M7G9xxdZunj/kceqnMhaUSc037vRAKYRRKSkrZiL0gG42dRoLl5RpCV/AcQxTDSkvT6mtSs0SKwbmyYn0LSZIwNR5z4KoyUWxtktWyYWo0ZLLeY6Tap17r4Dp9mp0YEyc8d8xhZlEilOTrL1R58tUyy+0SaVRmtCZZX9OUXT0A4aqsh1qT2x4weSFLIoabSeXAloUTrIqHWgNuVTic4SaoOaDdAqjzzInNmNhnpWI8N+bIecknH6kCHkgXIdSgi0hlZeu1BrE8Fzw0yYo1AGPowSjqcF3Q4JkPQ6vMcDTYJ97BGIcPvaXH157uc/iMnSQQa0U3FZnhK7vp0oy1C4q7qLzJfOkoVgE9/1OVgV7LbD+fQjpzAPIim5vsGhmbCRkA3Qy/uZRmkAvvhy6LKxXqNcH7b+/w7pv7NLptnnlV8ciLHkIKphddXjxWIsZnsV0ijDwSrXAcjZyJaXXtXqVKCqJEMznaYssGhef6aK1x+lGMEIIwTBgrafbv6OG7lt1Kvt1xzPe7VEodVnohX37M4YkXynT6Dk+eqDC/GNiStXLxHEnZl9RrmpqXUvGg5IHvDHc1Hvq1xSBILIJ5uInUWt09zFasAnnWmjbcbMru7DAcgD8E9yrWLjznjbW5VFEqwXUT4jTh0WdLHD1dsiZ3aYNLT5jC5NgCgxfk1us7eVZDyxReDBogCh6RVe7CVKJVllFJHcLI5cDOPnffYlm8l1q2C4VHX4OT5vnwzKdCpscFBYliP0A+UWxt6lJJMJmsUAZb/TQCYWxcZIwFstRDNhcFZldSILX9O/JUqE0wyMGYZCkdhPDt1uZ9l3IQUS1FvPe2iPvuinGcmOlFeP5kk1YoeOKFMvc/M8Jcu0o/8ZhrSWpBStlNcZXAdw3jo5JKSSGVTX86990ZYozEdXrEaYd2LMGNSE2CThK6nZgHH3GYa/hcWqzy9RdqNNsBwjgEJUl91A5szGePBCq1o9BcO1gncAWeh+2eUUPrah4gKilWAbqYA1/rP1kFbDHcYCpn7SLA8+dV4C4MxR9kT1SKcgoAzySK58ScmhH8zlerhLELZTeTJwxa01Rxl+Bi5mSV/+CbSBTD6zMGDMv1q01Ya7W4Q8WX/NC7unzp8QonrtibL9WKbqqsyzDNij8Iq79Tmy5cu5Lk4WYR4NIMtbjMNLrUBiNtHGSkQGayRUqBMNk10sPrpI09R3qQerTxhj0zw4KT3QFZEsUO/cij3UsK9oiUwIt5180xiJh33dDlrTeGXFpcZqbh88Chqp2wqwRIhQwkj7xieOl8wFi1RJymOO7kX1o3P/vqzxx76SFeuSC4tODjOl7WC2dnyR274NHsuSipKLmSdaN2hwBfGjylB/Ol3cH8kXzeyHDuiO1oH5bRLcBFAcxiVQalCOq1JitZ8H6oAXsXgC3z4HI1uPPZfkO9nb2Weqi9s+AyMgmffaTCkVMl2+4jHJSwlUsn82AXm4uLMoUCi3/LxyoNPkwVmiyLYrS2wF4FconWDlHf5frdPb77LR3+4x949LQD2iEWkp62MYLM0nQizWMEC/ZiZiXPoOQBL8Zk7G1XFWXAZNVSY2zWxBTALTNWH5yDrMQvJWgxLA6ZwR5M+feUmUVYECe2XuJFzsDkZsnHXqeVlq1N+F7CO260DSetXsR7bmjZ82EkxiiUElxa0Jy7ZLjz1lt+5pr9+3/c0eG5etjvvfvk2RqdjoOvDUnXNjb0I+jFgnUlWFe297wj9apG30GmIgv03Ky518sMTnkPpOPIzMa6uvKYs7bK5MkgnVSokg3zzGaV9h4AvSBJVEF7q8FOD4WNqJRZI0lyp2A6ALfrxJyclnz862Xs/BXL3oPOfTn8TMXxwgMfzZpAUxR/KPrliwFevr+7GVYSdeaNNjmwjUSnilRlWjx1+L63dvnco2WOXXZBRhgh6acuDmKQprOZlIye08Jw09XNhlmfqE1dykIQLAvPg0Nkzzor1+epXZ0De5gXT2Vux7U1Elfnw/+xHu9YEjkS1zWvC/xtLSMdeNCV0oPi0fq63Z2tHzrEsSSOBWO+pF83LC933v38y2frTqOVoHXKwV0SJVyWW4J+aDc/anZSllopnb6tIuXVuVUBXl49lMVmX5GZnCywB/vEF1g7z6OuZexisLbKBz7Yg2coR/LNpvKgMmdxtQbc9kTlJ8ymA5XSqDzfrRKUTFAZg6cq4YtPVjh2aqi9pZA29z3ooFlt6/1mTRuD7Q5XE3fh9eoG5FU58cJEKkcL602RwxJ+FDtcvSvkfXd2OPNxnyhVIBxS4dATAicddlTlDkNB/plM4ROIgfbOdbkyQ0bPP6MqrjgiY+M8qCysGBbsGfC1janSvFiU2m5+J8VuhJsNZQodiRsNs11Dosr7QfMuIvsd4lTS6TosNDwabTvDsBcaGu2EOO5x80ifkVoP58yC5OIVeO14yPtvkRyYdDMfgGBmUfHCMU2+D6KgkMUQq3cSHr4edtGoghTJsydFo1SxMFIERbFokueXiyyuJAMDvpJD5h4AXZlVJyjX3SoPImVBmsjh0HylUlw35uyM4r98tkZfuuQTtIZd89n3HTRBr94Q65t2OKxVJ3mBZVAmN4MWtmHJvqjBxSp/SqodktTFTxP+6n0dPvNomTPTjrVuaodYuPSEQOXyJNPjg2BzDcjz3LwBnPyGy34ns+qjgdWBpbHfXxvL4FoMXYwDeZQTWDqsW8QDQswlq8le59JSFlK+ebPzcN9T7H1Hq6c4ejpldkljjCFNBWP1iHtvWGbP3g5eUMXBCNaNSMb3eqwf02zbsEI/joiSlOfPBSy2A8qeHZazOjDMQKdW+0JWmZ+UzV3bNOEabV3MNKwB99AqW+jDLADddnozGF2Wg7vI4M6q/Haus4v6u3BIy+KuE9GKNL9+f40r8z4oJ0sNykyemFV578HrNd9h+L1Wbx/4TWR4gb3zxoNijyYFzSpXT8GSijRx2DQZ8mMfaPPzv+PRjO3UI2MkoVY2bZjmn8NAWkwbDkE+/Lf9E5XdhcaQMbdldSMFRmSgNiZjaMvgeSfREOz2PfLaxyCBUFjBi91Ydgc5M+zOGpCZXPWzUnZmzUQ9ZN26JofOBuhYEYaK7drh0NFxxqdKbNqocEpORCz6LLQbvHYFptsRzxwVvHCqgovPprqgHAgCN9vXfMDIkO8RMyib57ZWtfoLFEG9NghbVcouZCOGgdvQxJMDO2+bGgK6wOROvp2JHkgTK0d0QarkjJ0Mnh0V4/gxn/6Sz699qkaoXStPhBrIk0FT8RpJ9bomaoaTXr8VnZshgRZShUXQ5yV7kzkyC1baLKuSaIfASfiJD3Y4ecHjt75otTgoUiHpa9u7KVMGDD40YOUrjil8pry6mqULzVCymAzUuYswVzE6Pw+6eB2zW0jkjQ+rN5gdpIYLlekBtkQ+MSGrf0hT6L01OEoS+BrfVbz9Rsk7b13iyGnDY0crTNZgzO8j1RYSXcEZryU0VjRPvuTSjXwQDlVfsqVmqJcNtZIk8G2z7mBfGFnMgDD8nc3WvCGw82ZUvgWjrWbA4fjhYfdIDjCzirVtJVMXpIou6LicwYfuwIHuHjzbWYPLK/CZr5dZCXNwW4C70mpvR6yWJ6sbojOGKuB58D0LX7iotQdSJfuDVa6+3KWpi1bagk9cSpRWaO2QpA4jXsp9b+vyuSfLLLUVyBi0Isbq8bXuwtWFn0IuPPuUqqDLVaEolPtTpDEYCUYIhDFrVq61kUbhXiqsbMPagSVIMZCvQ6APsbZaCndDQT/0aXUnqFdH2LM+5vodEUomLDcdYumx1HJxDmz3GPVLLL1phG5fWbfXQBuxKjAcLDVrii5FICtVHO8wbCQeWCYLVzpnqeLlt8WAIovbsu5wbEQB2IXA0insk5kHJlZ6DAPMPMjM97lxCuztlhO+9I2AZ4+W0AXtbZsacnmy2m8ymCZVYO9VKcJisecN7+oMWIVUYS5R1jZDmGLQaSTKDPPiSeri6IRbD0a89+Yuv/dlD1QEQmKEINSOlYpgx3NkIGPQ+b5arlDIg+fTYk2ePsyBLuxne8MunuINXcgaDftwCyNEBkW+ooxdXc3OC2jDQuDQIuAsOTjKxXHs5xMIFlZSRiZHKFXLOI+95NBtKUqeYscmuxe6zLJZ+X7qecNncVUbmIvWMOyqVqaC7Bh+YTG4gDofJVaQfwNmKfwdRWAPJEpRcw9GjA2jbqeQLcmLOUqlmRbPJIq02RPfjTlzUfI7X6oy2/ZsIn8wYo7hjg1r8t2v090Fzf1G7P06icLwwq/KohSakYvBpimasFK7f459ttufrKuk/PB7Ozx51OfMnAQRAwqNpC9kYROptTba1Tdc8RPmgeYwyMxy4sIgMomSZ7rWpops+rN4w64G+uvs0nKYLpYF4Of2jRxH+TbheXPEoFIqLCGPlDV37UrZuD7B2be9i4maeDuvsG7CLhcm6wVsdT2Wmz7Njks/kgN7Zx5UDYdMrgV7ccLR6rt51TD21GTjg2HVNiarJEAeUGYOxkL2JGfsYWowSykNWLpQ0MnHAasEJVOcLC3oeTFhqvmVT9R4/IWS7W2TjtXeUtquHTGcvzK4cfMbvHih3oDJi9B5XapwVQVzmLXIpcBq+2zRRmvbzXSeUUk1iXRQicPdN0T8+Ida/OyveISJtI2oWpJkWRWZba8+lBFDW23+SYuxgBp8uKwoJDPgZzezyc6FSQv5/uz/Hc5byRrO03w1MoOTktsIin76YaJBvD7OETbdGMWGZhcWO4KVnt2R22grRWulhIktfRpRgjNSSljsxRw+GtNNXZqRJIwNcRTy/ttXWD9aB+o4Sg1i7BzcAwCKArDz+RhyuHznD21sF7U18AtiIZHZ6pCf1HyJE2L1zbKWta0c0kOJooYTUFcFlwNZYrMl9oZIBgzuegmPHHb53ONlwsiFkjPQ3gP2LkqkNUy+irkLKB6AnTduOi5OuxvYZwfSYGi+Mip3Ga72iqdaIrWVKjnQk8ShVE647+4eDz3e42uHlU0bIkFIYuHQY+h8JM+NFw1ZmcYefLpBVb2gy7F5cCnsXybyZhZRvNZDcCf5diSDESJFFh/KlWIxb+hpf/1qaQz0IsNsx7BhqsFHbosII0kUScLQodGy9ZdWz8HphSWa7RoXZzaw3FZcXkxphwajDTMzNW7a63HDHkHgWbAMfc+m4Au3H9TOjx4Cc5U8yczqtuFU0Y8ce5bjrPG1AITVe9DDcBbecMJSHlDKgSwpALqQ5x7MtlZDcDsZuD03ptExfOnJMidmAitNhLXEilx7CwoTpMzrwD1YaXImXwXob5UgHK5qg4JKcSkvSpU1hZ+1fnEpFVKnSO0Qhw571se8964Ozx7zaEZZ+VVbPR6hyPeBkGS58TX2WVWQKzkWnRzmuflKZh+bQrV0zfdKtZURYWLs1idZs3pSGJ0oWC37ZIFMxNpgvqC9XSV47y2Gm/eX2DzpkWpJp+dxZd7jijLUA5+yp3D6scDzDDfu77PUdFEnXMBu7VEtS0bKikTHVEoxnptmTJlVlVYNXbTyoTg3ejDSKysTpVoSx4pe6GEyNo8HjDdctuSau7kIbLUqg6ILGnwI5lUBpSywdx5YStspr0n53S+X+LXPVjHCsXnvVezNUHuvSg2+HugD5s6WoAHIvwV7DzIpFGTKQH/nTP76Vjadl+21ttukS5sXV1ITpy5SaX7iu7qcnnb5tc85xMkQ5BpBKCRK55anPPh5Y03uFH5WMPjvTPG7yczUlX//QhEr1Xa35k5f0I4E/WzYT/5u+Wjs4pjsYkpZsrp67kg7hWykLGi1fE5dqDK7YPA9+54vnUm4PN/jnomUcVfjLDQEV2Ykjz/tUq94rB93GKkqyoGgVjaM1xNGqxG1coTv5exXHJk7BLQsgCvf8k9lO6Xld3+UeDTbFZJE0u65A+ecyZjkm4F7APBVejuXKKuZe5UsyfeYKaQElYxxvZjTs5LPPVqh03GhpF7P3gPP9+qANy/wDDIBvP51DvL/FoebAboLQCfX4mJV9sRkTQcDoMvCnHZptbiUDnGcUq0kfNc9Xb76RInTMxk6LFxIhaBX/KQ5uE0B5ANc52X7HMw2cASb4huOPlwNcimGN3A/Fsy0BQt9Q5gk2e8tM0gp8cSwQOgWSWVwrod5cFfazXs1BjGX0OkZKiVFOZCMVAXX7TTcvDdhdF1CUE5xDuyAjXWBH7kY4VEtGarlhLKfUq/F1Ksh1VJIyY+sKUmmNngcpMiGW1dIlaK1Joo0kHL8omSxaaci2TA7C5BSB6VH6PXtnoj5SVGyKFFWs7bMyvD52N43AveQxdOBHlfZfjIDNpfWYBXGmocOVfj6i5lbcLDzxGr2zudv24H9hTawwdIqVunDHDf/TSfhakJfDfTCobXVxLlMMdlWJFZ366FM0ZJUSFQq0UIRhw5ve1PE227tcekrLqGWWXXG2vwSHEJhGxKkZihTxPB5iPEhsxuyrZMKMz2FGd4bxWq0I+1JqFU1e8fb7KVj98oU2lY9lWSx4XL6QkCqHTp9h1Q7WV5ZZn+fGJxrR4ArBb6Csieo+jBa1oxWUkq+oBIoLs0qemGFA9dUmZiq4Cz1djTmVtKvBmXzndfvnmO0FuMoa028OGeYa2hWutZhZ3fYyr7N4DtbcCMMyjVcXlQ8+bxPrx/wwItlTl4poRwHpRw89f9v773D7TrPMu/fW1bb9ezTdCQdSbbVLMlF7nFJ4sQxOD1MEsoQCAOENsM3DAwE+JhhgIEBhpkwGcoQSA8hIQlxmh23xIl7jZtsS5ZkS7K6dNquq39/vGutvfaRnAJJHJhvXde+9inSKfvc+9nPez/3c98KRwnWtOCa8x3WTOnMKzA/JA652byXX165pUyKHEpVerUY9uHxsmllNoqXMVKZTR1pR9zxkM0ffaBhHlA7T21TCCFNDlD+clmqIrJ0n/+Mp6ve38QQc4jsvDU5pU1JR9qVhNz1KhNjidP05NJw4yLRRFGCbcf8+k+02XVQc8eDksTOgJMhMUxUFvJeOijllVyJolIj8yNoOhzmSxBJxoFnEMg/J2WmIlWCelWzfSbklRdHrJrKXMJ0gKVDbCti72HJl7+m6fqSu7/mcOSEhSpCx4YP3tAMTZJKiVAKS0vaPYudexUVyxBGzUrKxZtttm+q3HTO1tlFfedd1x8D/ftJKt5w7JEO1ar5Mkqm3PKQzZ6D1pCqSQ3XI9IY0ogi5w0QwnzThb7Nc4ddiC20p3EciasEnoaandJ0UqaqsLgoqDjQrA7Hx6qYiA2979RycBeZMcsOl6V7nVXx4pbF4OXU4PMnJe/5bI19hxyo6KJyF9Vb5C+Toytpp9ebnDrgKX88Z1JOAfryPjznvGGEpiv7pZSHP4V/tkyLsb1MEmKZVfNEEYUWZ6wM+Jk3dHn2OZv9C/mzMjt0IgiyxkIsBzmZJjZ7FuYHT01KPMRaAfKin8/aDS1N9mijqhiraU4uTCKoUKv4uI4xUrJ1yJrJkJ9/Q0CShrzlqpBOP0HqdFgtskO4YZHMYCtJM32kFOw+ZHHbgw5Kmt+j5kRMtybZ8fSDv//4k/cd0zW3j+fA7udTvvroCoRQ9Hwjjw0jkVF4xrEqjGEQpfhRShTHkOa/av7XVCgtqdTNy4inwFMpnk7wrJSqk1J1BWM1YxVnnENNZSqTZsMevMyelKv0qQfLYjpZquIG3JkUVsYoFRLbMR/6XIPPfqVK6hpQG95bm+pd2rfUp1TvF6YHR7Iwl1/LGYbSb0v5Ny99onzQHPUvLAG71IunaTLUqIgM7EIj+zFvenmfp561+OP3agInohy/nWIVIOc0IE8Ry37a4fuCTPud5EsNw39lpMwSKU0U98klTZJ69H2N54a4toNjmdXAxba5n2yGrJqMybM4s9GS8WmMLILQwg8tglATx8b94cIz4Nw1KWGk6PU1aRrx6HOagydN9qker5sR6bZ1KTPNlN0HJEdOGImsUqY3i5IUPzBRJksDQTuQdCOJn1gkmRVAHvFnS5Mu7GYJw45lcuFdCzzHCLcqjsTWssTH5q8Cef9WVgsOW5HTgdu0KFlbIoeHS6PvjguQaxUhVcyXH3T4wBerDOLMBV/kN6NYKzQn+ZNshPseFYOdTg156mHzG/UqotBcF7RcmSYkPUVCa7xKSofOnFmRBgypNLx4IhLiRONYCT9xXZd7H7O57ZEqaTmXNAuk8pepU9Lc0mL5Bn4J5MPf28hj0xGQG14/SSAIBd2+REmLODEm9r6tcezIhAtYZk2tN8ikFTIuiAszO9EEoUVvYNPp2XQHFr6viWLzs2ptCsGhEwk794dEqYVlQ78v0DPjbYQUxJHPviMR+46NMzNm06wqdGaPH4YmVXahE2O1U7RIsKQgyOwgJMM4PytPF1a5sbyJzXZss59ZcSWuo7Bt49ktVXoKY6Jl+oKHyJymHOm588OkikeowbxFkTJG6ZCeL/j99zV49pBDqkvVO2NOrOxJqkr99ymVm2UgLn9sOZC/QUM+4tFIqQcnl0qcrh8/DW0oc8WhOWDGyTCbUiQaGcScuSrit35yiXt/zaEzyHrOJPuppcm095MhyFMglSlpPAR5mv2AeUszov6UZupZWK8VNtoJfqDoa6M8TVNtrJNDRRCqLLlOY+u4WFPL/9b5d45iQy0vdVxOLjrMLWo6fUkQmsJgaRirJaxbucDh+R5P7muitQAStJ/OULElOw/4PLmnz9lrHKZbhnJxLFPB/BDmlhT7j4T0/ZCeD05i+tScE7bkMIB1uJuZZU9qkcVjC1xH4TiqyMgpWz2UD5P6lLdLFGDeZ5fpSJmMgFrJklJQh0Qx/Pk/1Hhkp2s4b1m6ZZoTS6SldbQhPbhcry5PU7nNB3LhUXnYk3LqS/8oqkcUhgWoTc0c9t3pqWpDYSp4cegsKvqwmiexMq1KkrJ9c8gv/Ksl/vTvmwTx6NMSBIlUBcgLkYUwY3lSY+5TblkKi2YBMk6JhVl0zr29jb1xQhBK+n4mIU5ltq6WEMYCJzKzkaCUaFcUMpGAIGtRFH1fc2xOs+8wzLVDgjAxfzdL0Kgq5ttNNq92qDdbHO9WjVvZOdt/BNet4tZ3YKc3MLsioOJGVFxz4u32U6JYcmKhwtySTXsgGETZS4Ma7maOAFvlgatkOfAmTdi1JY6jzL0lhtEhhetUDuhRYx6VeZeMTCVVmQZcDm7Td0sZo2SI8mJuu9/l/Z+qsdS3zA8ohpqTIXNSijcs0V3lPnxozXYaD8LSUa38EbEM0KW7U94pU4YjfXjWmgyrdu4Km2bgz+W0EAa0uQAAVzRJREFUKYlIzQBImNDXJFHEUULdTfipN3d5+EmHW++TUBFmHJlkv0gCiVAMyA+7mTchZtFhOPQp9+XDdsVs7Zh7FaeEcYKKBH4YI6Qyj0T2ZI0z8/swMiG7ViSz+Bg5CvSMknasiKoX0u4pnjkUcbwdEycpvb7EkgLPCak6krFqwo/+4KWcd+45dDpd9MLAwsNloZ/QT04QIOl0Uiw/pDdI+NCNVfzYY6IO45WAuSjgRNdhzBF4VoKlDI1sq9xYXpSqtxjeWwrHlji2xLVNy1LkwJe8A4deJblvydCQvnyYHPLcwwOlFEkhpsr7cGnF7HxO85efqLFnzhrJvc/vT63eyxyrTteeiGUwXvaxF9S9F8zA6GCHZX33UGWY9+HLx/iMgD3XqKRpUgK7JBEZ0GVCHCac1Yr4+bd02HdUs/uQIM2nKklO7kOaKAIEicDERp7yvYfLyfkvlcd35x7lRbShSIbzgkysa1SqZKG3Bug5TowIzwTUOlaMtGIcHVGpDQjTJRq1Cd7yioiJVoc49fnAF12W+hZaG0WlrnSYHB+wYhwqdoIeq0iaDdgdW3zloTH6sc3uw6Zqj7mChgMTdcn6CYtXXNRhy4YT/PdPjtMNq9Rsil7bGbGIyN+W2fum53YsUYDbtdPMLyUdBj/p+LQ+3SOHR7VsgFOEkw4PlOb9CMsJObok+P331vnM7RVSa1i188GOEKLUe5f8TpaxJy9EEZ6iGiyTKeVzW+nfnFK901M/doomhXIfngM6LWS0adaHx4k0hzORv61MGxGbnlbLhDe9vM+SL3nnu1ocW5Dg5gDPfhipSTMLigSIhSAmJU4FVv5qwdA0aPTIkY60LiIDeH7oSFJFWuQRUQA8toYZRUkSG5MhYQR1jh0TpV0+cHOV3XsdXrG9jq3rTDZ9fvWtAfXKgCiJ2HNQMTdvoYXNySUbf2CjUxRCOkctrW/ZumHi2pNzJ3BSG0spWnVBs6qYGJOsnUnYsKYPtk/dSxl0yKq3YUgcW5xStS1LZe8r04uXKrdjlxOFkyIy285ShQtLtWJRuEz9mf4sB/YwRz0qDpVaRwSkfOGeCl96sGJ87qQqsSbl3jtPDR71G1wupjqt0GoZsE8p2N/EoIflPTh55TZj8VSO9uFJ5ktSTDilAYcQecti1tuklCSpMm2LNK1MHCmUTnjVxQNee0WPv/2iJIjI1FTpUOonUhCKONOSR6kglOCkxhwrSSFRw437ETpRpMX004A+GR6eU0hTSZz34kU6iMwyepIsh0dARiaAoNMTPL1f8+xhGK9GnFy0mBxzaNZSJpox2grYe2SAoydJUn1LteIcTeIe6n+/+93MrL90seuzuP9I9CN79y2yfqXHGas0sys0a1YI1s2EbFq3RD+c569ucNj5XJMJT9JwEzwHPNtUZtc2u5uurXBsZe4tieNkldtJce3yLcG1zTPUsRIcKypFaMdYlsmn1KUYv5F9ypGN+CG4lYqIZcLn7vD4vfc0eO6oU1IKalA2SI2QmStXZmRvlfxeCtes8rJr0cIMPT8Kl1sBUkqGeUKj3i9mpU+eYmpUiPvLt/KBVo5SlMtfWaTM3Q7ytOh02ZOwpOrM3iZJadVjzl4f8vwxxe79yuB65GA80kCZSp4KwqzFMC2UGKEOh5AeMkpi2XO5AHkyuqlUzgoqf4388R+rhdSqPR7a43D0pEUSR3R7KYtdmG+bTNHZiYBzt66h1ar/cnt+1/1nbbraPG/PnApRWlLdHHHRbMKKyRDHMhqTqheyarLDXKfNn/y9w433TTJd07QqCVUXKjl4LVm0IZZWWJYcultlacKOlWJnldtU8bgAtKNjbDs6JZeyPHJXpYo9FHrFmTQ3d7qN0VbC8yc07/90lV17Hajm/XZ+k6et3iOgyd+G0cNl3oPLvDqLkZ67eHs5W1j0HmLkDz4KKYExox/+g1HpbM6TZ9UcMySTIr8fympFiUIUqTlsyuw+TlNEkLL5rJCf+IEOD+6w2Hc8/wVSzPZwAiI2gvTsvJIIVQySAmkSl920HAicJzNk3H5W2QsGKElKcZNpyeA/68njvEXJzfBzPbiDZdV4/WXzKHWEP/jbae7fW2N1K6HmJAiR4FiSuutyVcdh62bJYGBmqxrgqss24boeO57s8cUvPcqTR2DrGQHXbO/iOSE3PaT5zD01vvRQi5m6xYp6QsMzU0nXkZn/oMx6boVVtCimhRkCPMlisxMcO8HJ2xIryloUk6pgW7nTa65eNGrA/CApittQ0WhuMUqlzLcl7/5oja8+6pr+Mge2VCXmJBPvjLAmw+qnSlVwRO/9Au+Xx/GijOxvokNJR8rbMl1KGeTklCDIvPcWZiJsjOYzvYoY9uFJYrzZzWEzQQqjAk+EIu4lvHy7zy/+aIf/+t46Cz0oxN55/KCIyBcmhkDXBIkiymjFQAkqaTpsXfI+PWd48oWWhKJ9Mtk7edCULOWEGrBHy8Jh8yf2q7YvItLjfO6eDjc/WKdqw9XbA7asi+h2NI3xK6hNnIMe9IcAn5qaBmv21kd23vZH9+1svPPEyYgjJxy+cF/EQq/Ks0capAObM8cE49WEmgcVJ6P9bJGB2gDcsnJPwmEGvG2lGdCHPbcBd4xtm1OylQNch1l8X2hCoIrWI0KKGCET8gx0sr3AvGcUEvpC8FfXV3nvJ6t04sxTTpxawQvNiSwfLgsiYaQdGKECxTLGZGQAaGxyvqWrBO78j1ieaJaZlLyS58sRw2qdkmBYFJEBSsrhWF/KtJhsGvArRJogYknNinnHm7scm5f874/U6ccpxqstGT5Di18y76nMWSaRGl9aRNmQqJpAJS3FvBdgNxU8TiHOfj5zKyWpxcNqHhX5mSlhaELN8iWZbt/mJZu7XLC+x9u/7xBLPej3Z9g0a5SpS+HBP9p+0Q/dumfXESDT0PzO772LbuSGcwvxhlWt9HVXbo245qIOdz1t8cjTE0zamtVjMN2EsZoh1Wuewsumkq6T9dxOzpAw2mtbCU7Rc8fZLcG1Ixw7wnWiLD0iwLFMqoLr+Hi2j2X5DMKQII4Jk4QgCyMKIrLDkWl7hDCU1xO7bf7g/TUOHLcNUV8e6GTb8st7b51NT/PeWxfOXafehikUwx3C0b581PJg6HdedtEt9eBitBcfOdiW7CiGHx/21OWtJwGFAnMoWBuO0kcSiMufTxNcO2VyLOXuJyyOnZCkJIg4xdMx9UqEp0M8K8KzwuJmy5DYj0njxBxeU0GQHR6LmMgSE0T5Vah4O2U03SLn83PvQlFEd/uh2QTr+5pB4OJohzNm4NCc4L2fH+PIkQpKtWjVxd/ueuz2e65+xeuGFRzgZ99+HZblsW/3rRzYdxvvvanB4cM1zpmBVg1qFUnFUTiZjiRPP85TcfOgVcvKc99N1bayfnvIlMRZ9Y7MTZvFXyOfDHDsEMvy6QcRT+4WPLnP4sM3VzhwzELp0pElSUnTmOsu8/mJ1/TZsjFi5x7Nz/9hgyd226RW/tfN0FO8zIpCW6yW3ZZvzUuWVerS26eup8HQ7Oc0E8uvew2rcrmyn05wNVyEgHL8tshTGETeixvduMj4cZmmpElCmgmzzJAou4Ux524M+YtfX+Rn/6DJzr2aLZsjfuK1Pa671M8kusMfTSnBgWOKv73F44nnXHbt8+j4LpFyaWsLXyuqiSBKzXpalLUkcTqMf48ThgxKnBAlKVEiTcBrJAkzT0uZWQOatlfhOYr5tsX8ksX8ksO6yTY/9dp5Pv4lm7Os8zl7+8vo9vrAb48CXNvjuJ7HwZMtbrhrBZ0li7PGYayuqFcUFVfhOab9yE1a8pdVKTKX2SyHMh/eGNovwbZz+i9nSvJbiGVFOFaA5/rYlo8fhdy7U/LpL1f53Fdr7DvmkmpNmgk2IUWkiZHrJiHP7LW56U6HP/31Je78msUTT1jEOgNN0UuUekiMP4ii3HeXFptLQB9hKwBJKcsz/xYlwI8Advn7X69LOQ1dWIivlvfhOU2YvdSb/jqzS0sEQmbAzuhDVZbakoNdFqyFzKaLKoHzzgl56zUD7hq3eNc7l9g0G0IgSBPjPZ6mqvhZz1yR8PILOxw43uGzX3W4/ktVHt5Tpe17+JFHZFsEqaSm06I/jxOIdVrEAsY58It4eAP4SKWoKGF5vVDSkBmuK6i6FnNLFuMNh5YX8pqLfc48w2NmRYtB3ykezwLgUy2N4zp7zt9k7334EessIWD1pEOjqqh64Lkprh3jWGbqGESS3sBY1iIo0hRyYFvaHCRtHWcAj7DtGFuHWSU3Fdu1AyqVAUu9kId2CW68p8YHb21wdN4DafTaQihkVkJNRYsg9iE2f/kDhxUPPGZx7saIM9fFPHVQlVRvcljJs4qrs593ZOfvlFs6kpg2bM6XDXOWAXg52L8utNPTvlmq4MMpJ6WqvXwpIj/QLa/iOUcuCm2K0dSn2WYQ+atB9oM+u0/z2DOai88PWbsyRkQQhhZh5BBGdmHhDPmTP2amEfILbwx468vn+MitPb5wT5Wn9lY50a7S9VyCRONnUmtPC6IkMVVdG5WqnYM6q+RxLDLNkfmhwihh4JsUZKly4Z5xWzNpIpqVEyFB6nDgZG1vENp7uoPwVIDXmqu57+7P36JU46MXb53+rZNTx5gYS2nW+iDMtHGsZvLawyhloe1y6HiNNFFICZaVDKt2Tv0Vg5vRqm3uA6rVAUnic/tjguu/WuHLD9bYta9G6roI10IrhZWp/JQ0B684hUGsCJGkcUzNDfiJ1/R4xw90mZ5OODEv+ZV3Wfgj8BpWc5UDXJxKDZ6ywb3s/RzjI8sNy4c9y6+vg/AXpArz/jQH+rJDZj66l3l7koFaZHShkMOg1ySRSJGOaFnMQTW7z2jOIII//7sKn7rZY2o6YbqZ8PbrejhC4YcOfuASRoo0kaQi37aK8UOTKTpWDfiPPzzgjVf63PZQl898pcZXdzTw/SqRZ+MnkmoCtUQSJilukoM6XVbNU+Mnn7lq+SEcXEiY60EcSVwNY9UYW5msz2ZVsMuFM86aZcvq6kfvffCeW15/3XWnAhxg6/oIz9U3dk4kr59t+ee3g0V6fszG1SHNSszh+Yhnnhfc92QFK3VZ0RBUKwJbmz7bVPisYluxaUcKgJvUMscK8Vyfqjvg+fmIT33F4S8/2WTPkRqpdBENB0cpXAWeBEclxUGQDOC9SDKXavo9xetf0eU3f7LNTCsmCeC1Vw34yI0B9z2uSJ0cYcPya+LoyhPL9LQVfLmtM7lCsGhRSiIq8QLg/sY1/Otfy/tw8iGJSTAzvfewisskNdW7pDQs8+FJmgxblvIIxkp5+AmHG+7wSCzF0ZMWf/BeyXg14UdeCUHg0O15BJE2439yd4N80hwRhDYD3+aMFT4/+3qfay89yV98ss+nbm/y/FydnuMS2BZ+LKllQixXmz48TLJqXiRnG9LAUoLpccmWTQFYizz4FDx31GXX0QrVSsJZq0JOdAXBnEdlQj76zDHvRt8fjDyEqvzOf/uTj7Hp7HUH2v3kkqf2LV5w20MJ9z/lcNnWkzxzeMB/+UiLLz/cZPdzVSLfoVmzaFQFFTem4sR4boTnxnhOiOdEuE6Y3QJcJ6DiDBhr9FjqD/j7Lyv+18cafOSWCQ4tNMGpYrsONUvRtKFppdTslKqdUrFSKjZU7JSKneJq6AewYqrNr//wPBeuh4GvSRNBvRpjW/ClB11jCF9IYjVCShwJTra1Y8lh3PcIU1K42A5veezh8GNDdkOVfRtzpiSfbIpyRMsyFmWELRn9WPHx8lk5e6KVLfGWa2OW62aG5kmjpkxSJMUCdteH3/tAnXseq5BoGyybTselF0ouPjtGizonFhp0+w6DwCIMFWGsiBKV0Xs6WyUzpvxJoplowGXbfM7b3KNiBxw8lNJuCwJp2JaoyCEanivyJ7HAPNauLZlqWZy/XnDZppDLt/Z52fZF9h0d4Mfwb9+YsGE2pFFLqTjuDe0Tu//8P/+HnxoBuF5eNE76a5FSsudQRN0acNF5Me2+xW9/eJq5Ew3WjMHa1YKVE5p61RgCVdyYqhfhOaGh/LJVJEebKD47o/2kNeDxZ+HDN1X48I1jzPeqJJaHrmg8Jahp8FSCqzPevCTBLeJRssi7qQm47grBBRuqzC0myMzf25U+l50TUK3GtOdKks6CPTl1sDNaxU9T0Tm1HYHRfvtb7E5esGKX99nKir1R5oQsJhuzE0nGz6eGWzYHz2EVN/rwpGhTyoanUkKnK3jgcZdQWqAcUC7Csrjj6Tr/4xMdXn+xS5pUSKEUBZNkwjgzdbYtRRQpLEsTRRo/tKi4PtddPODKbUucc4bPB28a8NSzdXztEVo2g0RRjQW1OMXN6N84MfobIcHWCUvdhGf2u/QHk6xZUWXjikV+620LvPOvPe56aIyzVsKFG11WzM6QJil/uOwhPQXgb339tQihgss2fgS/fRDXG/CJu2r47TrnrYbplmRizGJyTDHZTGjWQxrVkJoX4Dohjp2BWps+27F8pAw4PBfzl5/1uO2BGnsP1ugkFWTFpqIVVZVSUSleDmxt1t5GA63MzbUEnqdYPaXYunqMxbbCc/p47gCBIFIxM62AN1w14D3Xe0Mk5uxJWVRVkseWW5NTFISy2LgsVepTYfyCNm3fIsZHBBynkcnmlU+M9OHm50qyLfcRkyCZkmYHzTTnqbM+XMiUz97lcmTOMnMC5aG0TdMSjNmSZ/c2uFPbrJ6yqLqp8eW2Exydn7UklqWI4phIK+xYDe9jjRMYoP+b1/tcfeEJvvRQmz/7zBjPn6zSjyoElkUvVlSilKqVmjlHZDhxgZE/SwFxrOkOqix2LNbMWLzivB6fumPA3Tsdrrxklt/4/tcFYRSf8nieAvCVK1vA2K8dO7h5y9zcrpf/zocdgsEY562RTLcU402LiaZgohHRaoa06j71qk/F8bHtEFubfENzH+AT8tefdfmzf2hx5ESNAR5CuziOpKahqk1yraPTTFeeTUBVKanNMvSQYwsqrqJZ04zVYeBbLLRdIN/uidFaU3dDLt0S8p5P5+CWBXuiOFUSOwT7MPvndEvGp5PBiuV4HKH8vjEfvvwJIQqUlwt6xpNn/6IAehb4RGY8Hye5l0iSVfBc11HWjA978DT7/vc/ZdEeaNAWQmkqWtKyEyaqCRUbFtuGHfNrkmoocB1hpthRghNL7DghiiSRJYliia0VUaywo4goUoSRxrEtNq322bzG500vO8yff6rGez/bojPw6EmHvrZohxJPSaoa6oHJnw+imCA0TEp3oOj2Hdq9cV5+rsXFZ5/kfTeu5uJt678yNjX7a0eP9b8xwIVo8ckbbminaWXXw481r5rwEjUxbTPeUDTrglY9ZbwZMNUa0Kr18bw+FaePbQeF718UxxxfSth5QPGxL43xmbsaLPYrCMvF0hYVDdWsYrtZtTaVOtvpzLXlWeXOqSHPUVQ8RbUicKwk2/aXhJHpCe1EkSaKPP99iELTG+vSQnHRcxe9bjoK7LJykBfYyzxt/RXfxMdKYH6BD5wy9BGZyCpJC7OdJDXGl+TSEYbtSVycB4YJEWkyrN45g2K+bf7sNT6HrhouoQggCGO6fYmQuTOwzHhrMZw4WiJbYDBAt2NJbEmixITXRrEmjCwcy2Jly+c3f6zHeet9/u7LVZ7aX2F+0SEcWPhK4UvJQmCxEEjm+4KJLnQHId1+TLurmVtUHJtv0qo7vPpS4ku3hrv2Pfnp9rbz/9U3BjhkfnL97i9MNlZecsZFh7fXKwkpUPNiJps+jVqXhB4LgwE3PSwJEmMZJpBYMuTEgsVn7vLYdbhCFHoklotyLTydEf8qwcmBnS1M5O2IpUVxn6+6GR25mWKZrXzz8ihl2Yk12yjP/nCymMRk7zPkv4dbO8tksMtalkJ3spwPXw7Gr1Oh06/3ya/TuItlX7+gDAugl79zzugYpOd7ocYIKB8CSeIkQRW5ksPHKskHS8I4HeTLHwIzMg/ClIEfm4gRlPk/hZaEkkgq28qJhanmicSKFJEVY8WmqkeRJohsXNvnh68Z8JarF9h7ZJHP3uVwfMFkkSapIQT82OKuHTVO9DxOHtG0vITJekDVFaT7oFZVXHLe9OPdTu8XGg3vtA/xaQH+Q697DX/2vo/Hztja1I12cc76kL7vUa8O6AddHtgdc+P9NvuOjbN3f4Ug1iSpoD9IiIM+yCCb3TtI18HL+uyqTkyfnVVsS5GtqVFsAeUALzaCijU3hecKXMfIbi3L7G8KOURBsSSQYpZqhQCMQ5LZ+ifjwUtpabIEdDHUoJRzHkcrtzgFfCMgPOWd/AMv3KqMDobSU1WJYF6VMsf5NPMrSZLy18+/liDOWjIRG7BLIZFpUrJazieZ5t7Wpl2Li++ZFlv9cZJm0dsJKojNwE3Ios0xRqBG3prEQ6BHSUIcSyJtqroVm8XhyIpMfx4pgsjCsXw2z/r85o8NEELh92u0u3b2tQOefv4kzx2X3HBflcd31zhxxGHMhU4Qcem2mAvOXZkqGcdnn/vmbx7gAG969XVEUcDtt+yl3dvDdKvDQ7t7fOx2l6/tHqffd2m5ks0zhsJLhWDOT3n2WMJ82wLbRWuHmoZ6BmxX5xWbLJyVjCHJqrYSWFYO8jLAVbZQka26WSm2Hm5eD0VEpqrPLcFN9zmZsUu+VJwOtd8jSwyjVbwIP1pO2ZUq+ug1GqYK31zvPQS0+RojA6PT/suhViUpVguECZDNnwAGluZrxIapl0ISixRVVHAx8oqXxJLvv9TnM3dGHO3mqr/MLi7TjISxMZzXKkGJOCsqpUloSvYKkQ6reQb0MAO3FUsirUw7GSlsK6MWMxWhlw6Yb0v2Pj9BuzsGCDwnYrLhc+aKHpdt7PG1vR3+7stNHn16jKmGxaYzVnS3bLvq457rvuDj+4IAH2/VU98f/Flrcsv/3H/4YPPR5wb8zReaHD/ZYHZcMrEizRYeJBVPMVYXrF/b5emDJ/mzz4wzwKJhGT67YuUmQBmoC3HWMAfIygGuDchtbbTltm305sWqWya/tYqQ1zxHMed6E5YCuO8pp5DpDTMuh1k+RUWXQx5c55W7VM2LIc+ySrvcDSI/9OWtbfnA+UJdSvnAmn/9suJvtJJnAM5BnoqsA8sGQTJX6+TOmFkVT0DEKbFMkUIRS1NZE5UnJ0su2xpRtxOOtk3eZJRmq2SJyMRPEEYpQZg/1nmKXP6KmWcJCZI8fjxTAuo4zaSvkkgnWFlFj2Jl0j0SM5ofBAPe+8UKT+2us3HGo1kT1DyoehVqlTpj9YCXbGyzbrrNe7+QsnByjEvO3XJy59M7333Zla9/wUbwBQFecSXP79/zd5s3rP/tjz5yd/Pm+wIqospVZyvqlWzRwRZUPUmzBjMTERdv9Vk76/ORL8NCRzFmJ9QtI8fMGRKtRTFcMfHfIvvYMM/esqTZCLIyewkbs8OZV28rGW7glxeRVYwgZvcBjR9ZWc6lyYostN/lMNfS21qVwmzzai0ZqruXldX8JVxSmjCK0sZ5ejqQi1HQilFgn7pEMRzm5Mq2oWY8+zoiLdKGh9qVrBePZTHsiZMUmaSmaiZJdm9iCC0VsX6Nz96TIUmaEKaaKNuXDOOUME4JIpHZeiTDIVf+hComrqVKngHbilIiLQlVtkiuDCkQRXFmC2gGhQuLmi/dW2fvQY3fDVgxrmhUFRVP4zkaz3F47lCVtTM13n7tPA/ulKxYuYl6vcnXu/TX++TqNav8J3Z0f067Z37iwrN2V6dbVqYozOIDFVS9hFYjYvVkhzjt8IV7XZZ6FcZdY7RZsTP7NkuYyl2kIY8GgObpyJZl4ifyjfx8G8heJuSySk5I5T3NSMbcep/H4oINnoXKppdmcplVbpWpHxWlmzhte5Lv0pYVfeUrKUq4GNoIl0VS+X3xAXHKYXUoeixbww3zj/JXjhzcoz9HNkVN82z7hFQNK7lpq2QxxVQyiwOPjUFnEGqaTcGrLutz59ciunGMn2iCOAe3IIxTdAxBlE94y1YQ5nvlj0+h59Ymmz6SKSpKh39flRBGCWFkLCPSRGDphGplwLWXd/iLzzbZfdTGD2PGasb3Ow8eti3Yua/KRMPmnG1ndV1H/JxXm/H/0QDfd+BkMrNy7QOvufaqpU9/emd121kpK6f6CGKOz9dMPmPVZ3q8h+cu8NefS3j/jdPUbJupqjGaqTgCxzKsSAGkfFEgS0Au4r91DvJsn1OXdjmztsRSpv/OrSVUloGpVYSlYo6cSHlwl1tEAWopcGRqJnDFgsOwapfBXfxs2cJCZug0nCBitDA5BZlbGxjaruxChdFf50+K03TVReUuvV3w8qU0OVn6r2XP8KQEdJkNo5RMCzOgok3BfD7KZMGxlERKoRKFjhVxrJCJ5pLNAZNTPt25kCi2GShBJWtRwigrCHKYQFysChYvR+a1Lkkh0Vkyn4JIDqPbTfqdRIemUIWR6b+N5Drhp14zRywP85efXkV43GLGj2lUYsJYcHjJzCtWt+CSrT5nn/PSpZmVZzzQ759M+DrX1wX47KpJlHJOPLojesvZm8+/XSRfsW56CJYWq5y/XrJuxmfVZBvbmec9XxD89Y1TeHaVVfWEsXxn0za2bUXFFsNI5/w+d/c3IJdZH57z4RQc+bA9SYwtlzJjYhMRaCanzxxQPPpkhdS2kFJl2pMSsDObuPx9rcwry2guaOlAmVIctpJ4GCtiLNJLcdUFUNOCo5Yjcthh014+TA63c9IR1iYHeR7SVDxR0iEtl2TekPmTw2zoiZGXjuH2jjTVVBmT/DgDd5xoBr7F+Wd32bymz4FjVRLtMEgs/FhgxylW1kvrGFSUD8OSkXaKvJIXT0ID8twIKE9NyzPotZb4oSQMTU+eZNKDd3z/PHF0iP/zmVUEczazScLstOSlF4cs9Lo8tEOxZesloWf7b3Hc5gmpna8H4a8PcK1dBu29XHPl+oNHnu/s/fg/PLx5917NhlmHRjViYqwN6iR/daPF33xhBa2Kw0w9oVmBmitN9bZNq5FHfeeJXsM/cLbipYZV/LSgzpYn8sptZdYSxlDdbATFhNz6cIM+NkgLLSWeTI3rVs7aZAahWuetEcUZYPgKI4a5j5lQnzDLZczyGXNgCWHirvN/LKRJTMidVvPqPxKTyGivPVxVK8eTp0UYUzbIhAgiDDsRhCJ7Ncm0kgrUyPc9TYsiJSoyWT4qO+iFsUZHFp7WvOrCPrc/7BMkDn6s6ccCJxZYcYqO8hmCQOWtSuZcVW650gzkSWJ+HpH/sqW/t8haRtuWDGzJIJQEoSSMFRNNzc9cNw/xIf72pimOdjzGatBru2xcJVAodPXcvZ1468HDOw6w/Zy1/3iAA1iW4vrP37+vXm+8Y/Xqy756jXU3a1eGrFnR5oFdPd57U52d+1vMNDTTtYSGZ9bbqtm+ppMtIqvstTbJR8yZrQCIQq1nUgEyhqXsWZi/XRL3GKBHxWKy7QTsOqD45JfrhMJBSgt3WfUe6bmlyL6PKNgblXkqKmn6vpxjj2Pzsw5C83IdRqYi53uYqYLceDNJUiNlze2EKRXUAt2j9GNRufNc9iyuJY9sESLN2iFj0hNGgkFgEsvADKJUbFqIVJvmJM0q6sj3yWnR2AA9Ugk60kRKkyQWb36Fz4du7vPEPpdIOfRjjRcL7JiiTTEVXKCi0vS3iLTJDyCCVJnCkJczEys4pDqVNGnprqXoDyR+YCq67ysGvsXbrlnk0i1H+Jsbx3j4yTHm+wkT+1LefN2FnDXDO44fuHufM3b+N4LvNwa4ctfh+z1s2zv84MPRHbfvf/ilZ4jD7Djg865PjXP0eIMzx1PGayn1iqDmmfW2iivx3Ny6zTwYSWr+OGGUm+unRTXL+7uhQy1DYOu0OFgOQZ55qCizrBylIX/52TqHT3pg2VhK4qmSIjE3Cs0BXtCUGXujsyeYlllPLrNXnSEzcmIxpN1PMyEQxcttihjpoxOZ9eDlPcrTPLZDBmUoZzWPQe7VOIwlF3Jor3BsTrHYNTx1URwyqjVf3M2/PnkFz/wCVVHFU6IoIVQKFWuC0GZmIuTn39jmP/5vj37kMJDKVPEoKxJRdnaJIczPCdGwkhfLzwy3pyDPykwII3Ofv/ppLc0KmiPoDTTdgaTb13T6ZhXt7NVL/PKbO/zuAE4u1rlqU4UNm8+6Y9v5Vx7udvvUapV/OsABHKfCrV99cLdlTb579ezFL/3KYzdz384x7NjjgrUm0q1WyYGdjdM9qDhGfaaV6QXDCPoDSTczZUkjURySZE7VZQyHykGpDB2Ytya2iov2xMqsJbxqwANPK778QI1AuEhl4SqMpiJvTXJz0Ex2W9z0cLhkaXPAtfJzQCEfgDUrYtqBz9NHLLSQeLkzblaihRCI2IRVlc0qc458eSFf3qLk3LvZbTXgdqzc3cssa0sZsueQy45n67hWloOjM+9HnffkwyeTeQLJzAAzc9WKUqQ0fXhYVHJNqCzs2OIVFwWct6HLfU96RNqmF2scKUz/nfXgWqbZpLeUQl0cio1NnEjNETdNIYpSBn5CbxAzCBKiyPRVWhkRnedKuo6iMpB0eoqlrmSxazHfdhiv1/m5V/f40sNdLtp6GetXN969f8+9u9dtuPybge43B3CAl1+8Bu01H3i0unD9jj1H37Rt1XP0WwlhrJloWlRciW0LXDs1SW1ephF3Y2puhJRp5u/sEMYWfb9kqF4cPIfTRK3N5MwAe8ic6ALcxt7Z83yeOxzzZ5+o89yRClg2Wpne2yn13qfy7ixrUWThpehYhvlxnJSKk1KvxKxf3WXFzEnu2zPGobk609WESmKquxFjmZYlTkElxku70HiUBjQj7MnIylw+VTXMkFneNmFgnhMyVu9xfKnLp+8Z58hRj40rEmqewnUkjp1V91SNWqkVTyIz0RQyRQlTvUOpisQ6rRSh0gShw9rpkF/8wTbH3uPx7EnbVHEpcGLQUYoWhg+XeasS5zlK5hVZ5W1IylBGAQRRwnw75vgC9ALz+9bchIqdUHEFVTfG6yvadq4alXTHHPYd0cy3LV512Upm1my4vhuf/cCAhW8Wtt88wK3KCm67//A+nMv//SsuekQ9uzd+/f1PSNassNh6ZoiUsNCxsa2EZjWkUQ0Yb/RpNbocOhnTDwUhNo16g2PzTXoDMwzI2ZSciRhGc5dblHjZzfTejhViKZ8v3G3xxbvq+HhIpalIE6FiqZJveb4wofP2RxQVUFtDcBsbOvCyV5+alzBWN1r3K7f1ePVlEX9zg8v8wCpelsvj/iRJRyi85SkOy6+8dy1alPxVKztIO3ZEtTLA0l1ufjDh7iddVjVgoZuSEhfGOkNufJhTnFOEQgw3jEKZIiOZgVua6h0nqCgmCC1s2+a6ywfcu2OJP/u0RxRpetLCjc3jFyYpOjJG91G2ShgrQRynJGr46iGzWYfJ6hEstAXz/ZjIDkHH9EPJ3kMuk1XJVC2h6cXUKwm2Fsx1zc+6bZ1mZjrk0KLEOzL5uTe+5cJ/Dwf3C7H+2w9wgGsuXcmjj9y1315z8RMPPd55/ezUfi49Z4GnDwbI2KPmalr1kBWtLismFukEXT59r+YTX27QHzi0aoLLNiUsLgX0+hSJD1JIUl2u4rkJ/rCKF1sk2hhyWjqg4g3YfzzlxjuqzA08qNg4SlLJ8oFsWare5b67dLDU2vi82HpYuXPDooqTUs3CAIRMqHmCjat7WPRphxYVayji0ipF525OeR47L8CgsKxFEcPDpcocVXVGhdpWhGcHCOmz96DLoGcT1czKnq3J0qST0uKzEUPlFGwQlb+Hkc+ag6axyM7bFC01oY4Z+A71WsRrX9bjC3d3efaYzUBpurHAjiiiapSiGMPrOCVWw0OkwLwK23mhsFOatYSpFSmXbhkwXh/QCwZ8/Cs2tz1c5+ljNWabgpVpylRTsGpFAqrNvTsrnB8IXnbhOraee/ETD3/t8f0XXfiSbwWy3xrAAQLWkKjVf3TlxQfOenLX0R/6wE0d2u0qG1a6XHR2ysx4l5XTJ7jhwYgP3zrBoSM1aloxVZesa2lWTQwYRAs8srvOGdMG1FZm6JMDXMuseueVrGhPTOW2LLM1pHXAZ+50uPPpGtguSmkqWQBWoVYsJpZiZLBTDJW0NNy7lQm+ssGSYye4TozrmOVpSxmtXRKlEAX4ImWQCLxMMpokQ1uy8tYNlEb2OZu4bMCTbxGJUqqclnEBcq0jhIqQWpAgCBKBHwr8wDyBh6t2Scl5K3eyLe2SxhIV5QfEFCWzw6ZMCVWCCs3QLBjYXLG5xxuuWuJ/fcIjiSx60saVZvSuJahYmEN7ZvmQP7nTDOFmp9IA+4yZHnc+1efIsQqHxqawCZls9fjlN7V561Un+eBtXW66bxJSzVhNcO5Km/VrQ16yZY4n968mkWd9/Pzztv9R6h/8VuH6rQP8ku1r2bfzi4vbr173kx/63JOrp6rxVZtnFLPTkg2zS3SCef77JxS3PDxF2HVZ14KZccnMhMXGNYJzNw441A44sggrGgmeIwvZZ5FHnvfOGR2o9bBy25bhvB3H54nn4PN3V+n6pnp7ShituTJj+fIup1WA3AA9772HLEruypXdl4ZKOotPITV6GK0i4jAmiK2ha1Omj86z5fPKXXaKHVFovQBVmGcVFYnOWc6Qn8YMAkUChAkEcXaLhodypRJkWBqgCUFQPIEM0EMpkLHIePA0q+ASpRRKarSyGAQOzVrA66/o86UHOzx+wCZQmm6ssLMDp86ArmPzymU8vtPiSS2FOZxX3Zip8R5t3+exPS7EsND2WDnpsGrKY81Uh19+0yLnnnmYz941we4jFRxbMt+uMjXucc3F1TufmTvzJ9/3kVt6P/Vj130rUP3HARxg3ebr2LHjkd7/85OvDZ5+7GP0lgbMrhjQjeZ496dd7n9yjDPGJStXw2RDMT1usWpKsH51D9dps/9YLpo3DeqwchsGQZe57wLYUdF/e07AYjfiT/+uypcfbEDVxVIqq95kUSqMHjALcGetiZLDqamikPGO0pKZ5iXTuvghvOGqgA/fFnB8R5Ip7oy8NB6xWEtLUST5/egks3zYzH27JcOt95H8T5nwxNOKz9xpg50SZnZoYZwSRimhEmidmePIBJll30gpM2pQEBaMh6EKw6wHl1KipeHEI5kQKpNK3Ru4vPLCDr/0Iwv8xl84HOtZ9KSLIwVWPvSJxAj1akfmXJUk2W+b/S6QcsaKPr24yrNHFFqlDEKLfuCx1LNYOeHwtqvn2bDyJP/7H2J2H67SGUjmggavuu5NwVope1u3fuvg/kcDHGB8+iySJLlv/8kN6YTz8FVferTjPPhMlecP1bloraBVE4w1NBNNzcwEzE77rJ5e5IE9ATc9MM2aepoNNrIxucx75MzuLXefzW6Wzk2DzIb+3TsEt32tDraL0DaVLHTW1qb3tkeAnVVybQ6XSslCFmAOmxRPqmEwVpYRpJIsZdmgd7yRUPXMKCUqWQYP4/1Ku5SnEWcV1yla8/J0cHjolMI8RXp9wfySRFTSQukXZUKoKDZyVlVmYqTIKEFhQqEyxsM8CXKQg5KKQKZIlU04lUIpCz+M8QOHay7w2bahw7EHXSKt6UoLW2S6FJGBOzL3oTbJarkNW26J3OnZvPqSiNse6fDoUw6eFZmIwcim79t0e4q5JZeNM23+w1s7PLQz5LmDU7ztDRf1t25Zd78o0zHfLYCvnGoA/OZ73v87tWPtiZ13PhKtklR4ySbFWF0ihOHGp8dTVk36nLFqCcuZ4/p76qjUpemlmRQ2Uw2Wo00y7/DcpNOyhuB2LJ8Dx2M+emuDA0erUHNwlKSqcquJvDUpxxrmVbt0ywY61kjFz4E+Cm6Vme4LmSBkNrbJHFXzdmQkqCkp8+DlQ2ZJ5rr8PteBF1PBIcOCyKa+Sf59yUCeFpJWHZvJZhSbA6SKDcij2FTaMBvKKEn2vkSqNGtPpDG8lAqldEYdWvT6DmumQ952bYc9Bzz2z2sGStGRwgx9RGl5RKVYoXkFDMKEMEzxQ8EgMHny00mNN12+xL07PPYcqyKIsqRri25fcfC45PmjFmeuqnD55gXWnzUxWLfx5X86t+j91uS4903jcvml/tH/M7s2Xv6LRHGztmkll9etvrrs3JhaJaA7cJgZh9XTPhtmF2k1T/CR2zU33jvNtCeZqkOzpqlXNfWKNNx5JaHqxVTcyJgIZcZBjhPg2AGeM0CqAR+8weFPPzFB4lTRltkaqukUzzKJb4X1RLGVL4t1uILvznKDRnzM7aFJv5O5cxm3LmMQWvV8njsS86Gb6xyar6KyBWqnREkWrxolhaTKpKLFK4canjN0sbI32hoVjmDaWHH0/ZCvPOpxslNBWxovpz9zDfuILfPQylkU8l+j+Sn2S0uL1gWNKJZZ2CnzhDp/44Aj8ymPPGUTkuVuilEj0uIMIUAWraAsCofSgrXTAX7U466nHXoDG1fFaAUVV7D/eJ89z6cILNCzwfddMflHq1vP/F61dWn0T8HnP7qC59cFZ6aBtGb+MOr2g2Zl7nd37F+U/a7DRAOmJ0LOXLnIkj/HJ262ed/np6lJzXQjpVY1m0AVV1JxU6puUuRzVt0Qzxn6rDh59bZ9nj2a8v4v1glTD6FtXCWoqmRYvYtVOLGsRcn67uJWpg4pVf10GDhbbAuZm20n3PGIxb79OpvdlCzVGD1LltuU4XXqKltRqfP3KasUc5+UlLPWxrx0e8AzN6REKYTFali2+JtvzhSKv1wUZYRVUgozVpdG826GPTJjWNJMf6NG49NDjS9tLDvgJ6/r8vk7q+w6bBFJTVtYp2Ah5/OVyihOW+L0JJ6tceY9XGuMn33NAlIe59aHxth7vIalE6ZbKdvOSljqLnJkaTJZc9bE74as+p/3PtYO/qn4/CcD/Md+6C08/cT1/UZt7fUP79C/c9ejD3LWjMv62ZhNa+d5+uAif/6ZJgeP1RnTiplmQrMqqVcUtYqi6glqXkytElGvhNQrIRXXx3ODzEAoxLICbB0Qy4CP31Zl1/4quA5aqoIWdEbAbQKlykyJygY7eWuidWnxQefDpSHAR5KUS5lAg9AwBlm0xOjGe2mws7z3HhnTn4KM04BbFCvUpJjlJNdOIDHDnSjNYvhSQ9NFymhE4jglUsK0KTJFxmkG9HzyKAxNGOc9efnQmZoePEqLXlyrmEHfZeOaDj94zRJ/8mGHQawJECylmigVBElKlGTZQpgnlVaUcpoUlrZQsspUS/Jvrl3i2otO8mefDtn5XIuKG2NpzepplzM3b08jZ931d+7o93/8zW/7p8Lznw5wAK++Frsx8cw5m2u/8JbXpX/55I7H5NYzl3jmyBLv/vQYJ45XmW0KGl6Ka+fgNq1Jo5bQqEU0awHNmk+j2qfqDbDtAK1MbIlSMbbls/uQ5BNfaZAoFyktKloUFhTDqSXLACxOvenR6q1L4FblW1bN8goupGEmRFkfyteZVqbDz5+C8NEvQTmFYRT4oqAbk8yJ3gBcZiAfdWaNEgPuWFJs00TSjNZzqlDllGFOJ0alAZA03ihSaZRKCJWFUjFJZPPWl/l88rY+Ow9ZpAjCVLMUS3qhoh1KxmMDdMi8D1WUtSoarRRC2PR9Rb3iMjve4d//QJt3fXKBx/c1WDMTU5++PJlcufUXtp2z5pnDh05+O6D57QH4unUXksaPBRNjV7738KF9lWBd9V2fvusw9z89jvA9LjpL0mooFjsRQggqnjLgrqY0qzFjtZCx+oCJZgfP7RBEfYLETA9ty0hXsWJuvMdj73MeqW0XB0s3a01sfbrWZLneu3SwzIdAOh1W8mWsSbk9Mbnp6RB0xW0U2mWwn66SL8c4jFb09DQfG/nimNF8mCckJHk0dqmKy5Qo2/CJVIqMk4w5SQmjTJ4cmehBc+DMuPGMDzc6EzPdDFSMUppBYHPWuoBXX95j999XiFSISgOqro+tU1LpcLxfpxdZpMSZA21ipMxaFu5kgwCePWTUgmtnPH7hDW3ueOw4qdzMXLvyKz/0gxe/94av7I1fe/W27x2AAwh1HnMnD8eXXPa6PQeXVrR33h7XV9Y7uOOKjWs0rbEe7/tiwoZJh6orqVdhrB7RagRMNPtMtpY4fLLDLQ8LPnTbDP3A4erzFvndt8+xetIYtgexIhEWUll4yhh1OiPgHsptC2BrWXDeZmKZf+70wDYZPcO2JAf3kNGgRGCfCsTSov0397idFvjL5YciY2JSSGNIE9OaZBU8ysCuk9EWJZIYcAuJkklWseWQVYlFQRvKLJhLZtv3Q+GXGf6EsYWdKmyVnSNizexkn//09kWuOjdlEMZ89MsLfP6BCfYfa5CkQwmtpSNcx2KiCWtXHee2L9SYrFXo9GtopbjmIosNW69s1yau2HPkyOH4tVd/81qT7xrAAbTlsXtf93NXXnLJv10zkf7pxz9767iOB5w52+Xup7uItE7FldSrkrFaQqseMtnssWJigX3HOvzq/2nw+J4JGjWbihbIyGJuUdGo9KnWjLOSkBaWlFQy2ze7dMuHNrpECyo1ZDFG+PAC5OnwXuWJyUNdyBDcWQV/AdO2b+uVb9Evv0rEeprmQ6Y80cwIniJpZK2RTJExZtAjzEBIipQo48aN9FUUtKGSZNVdjkhftUoIdUwUWaSxRRRLEDbS9ahUbJLYIwxSKnafd/7gEtddcpD/8H8i9h1qIYREqRTbinBtSbcvIXXYeOYSDz4uaVYFa1bbqOZr5s5cf9kvBX7/c2H6j6cET4vJb+cXazTGAGi3Fz68/cIr9LF5/ujEwS9NffmxBR7cUeXcdQ6rpjUTzZSJZsCK8R6rV8yz62CH33xfix3PTTI7oVjZSJgek5w13eD4nM1Y7SRK91noGK/vioaqTnHzheQSuMvA1nJIV4323hklp7KNocJfpbQqVvTdw22VsusUMBIYeAqT8u26ThkWmT7cRPKRcfHDYCeT/56WqMKhVjvMPE1kXG5VMooxzqnE3GpCZSt0phe3dUQcaRpVsB2T2zRbl+w7UMXTMDPRp9d32DY7z/94x1He+d6YXfsmIBVomWCpEK1stGpyzXkRnl7g8Mk1XHrp1cc3brn8nd1B+OF6ffrb/eh9ewGeX/X6GGnSfv/rXn2l/OuPHPpvzzzXnnrFeRZnzcZoJah5KTPjPWYm5nj6YJf/9MEpduxtsbYlWNFImGpKZiZtWnVlzGkSybGTklvuq5BqTT0zE/KsFNcCN9saytfO8p5b6VLfnQ9zSryzLpkHFW3KMnCXY/mGGezZKv134lrW1pe2V0coGiOWpeQNaAZPBtxkgC0biqaZWX9SjO9VbLQpKs43cwyVaLTk0sBDpEiVYukIP7K59rIuf3VzDCEokTC3lHDwmEWaelk6g2TrGsV//fEF/tOHUvYeHEdJhWMlBHHAkQXBicUW2zd1uPiCDcenZ1/6GwuL8ftXrRz7jjyc36G/EghZ53++59b3dnrNX3vLq9bOrZrp8vhzPTr9hFVTA5Q1zwduinnne2bY89w4Z7QEKxop43VBq6FpNRSNWoJnGx3Kk/sEzx2uUbEUjSzpwbPBy/TbduG7Ikvxhgbk+cb8cGqZL1GUR/LLmZPhmNzIUcv1+fQtyj+pgouR1v70X7z0XXJZQC7PjUstSz7RzO+NZsWsjIVRShQnhWPVMABKEMWSIBIEoaTvK3MbWObm2/QHLmfOCM45o48fpfQDaPci5pYSTi4qTi46HJ+vcOj4OJtWN/mTd3T5ydceYSACDs4JahXBeRsWee5Im91HNs1tnG39Wrp083tXrax/p2D4nQM4wK/87Bv4/osGHzp368wvLgSz7cVFi1WTAak6wYduS3n3P0xz8liDDROpiQevkLEr5qWwXomoegGNao/P3+fSSyu03JSak1JzoeoJKq7xq7YzIBdbQZne4pTqvdx+IlcL6pz7TofTPMqCqNOi7UW78iCqFGOaGee8eJb7nutTwpASsM1OZHGL04KJySW/UWxCV/u+otPX2c2m23fo9l1k6vLGl7QZ9CPavqDTS2h3YxY7sNhRLHZsjs1X2H9knBXNcf6fN4b82PcfJVRdDp1Mqdg21750dVt7M7/4idviD63a+Kbv6OP0HWlRytdn7kySXlj5+FTjjOjal1of3HvscfdDt9d5+BmLqbrF1tWSyaZkbikiBTxXUa8KmtWERjVkvNHjZHvAjoPTVLRFy0toeGYPtOKapVVEJtVMynuOItsqEUNwW2YU7+RJcDqzorCGFnA53w35lniBKArTwQJiL4i+b/l6ocpd2LaJ0X+Ze0qV9S9xNm4PCwVj/nNmlhbFbuZwc7/sr5L7mZiAVoEQKQPbVHZS08ZV3BqbVi3RarY52m4x5qXUehHVgvoVzLcluw94HD7psuUMyQ9cvsCaiT53PBKwGG0ZbJ9d+dOv32x/6uhJP/mV7zD+vqMVHOA3f+lf86qLo/hnf3DmU4FY8bZecN5gZd1mup6wZlyw7SybV17ap1YfEMfGR6XqQaMWMdEcIGSH//q3VXbua7CimjJWSWlWBc2aotWwGG9aNGsWOtsJHEo1hxZxOpPCOjrNEuASEy9uxdj20IZCq5zzNv3qcNwuSJFDqq6YMKbf2VqeU5EFyEsvJ6J0HMg8vnNwholhRIIQ/Aj8MCUIjfVasKxNSeJsMaMkWY5iwXwHTiwI5hYV823FQsdmse0wv1Rl06zNb/7YSWLpc6It6fQSuv2YQWCi0Jf6XW592OeJ3Yrnj1WZW7Q4csTjVS/ZOti+dfJttz828al/+NIgXr/tnz6p/EbXd7yCA1z9ih/mP//xp+Lf/bW3/8PDd33ox4+c7H5gvnuwMu5ZXLK1y6HFeZ54rslZU4Kqa6abrbrP5NgSD+4OufOJGerSYrKa0KoKxuqasZpFs26MP2tewB2PRSy0oVExFVuILAZaDQ2EHNsA23ViHNtsq1t6SA0O2ZK8ohnvvDymL3eWyg97LwTubyfoRf4Viz7JOOYqTGJFZmJsWpUU0jgzppd5hLZJF86fIJI0k7madi1OjNpRCXCshEY1IphPeOpZRc2DRlUTRJIkMZNIrRNqXoOrts5xwYYFHn5qmlbWTvb6iiAUnHPmgLt39Hhgp2K6pTm6UOFQb12PE2t+4ld+eNM/nLNzTzp79o9/N6D3na/g+fW7v/Zm5p77QHrhlU9/YrG/6qcv2LRh8bwNIXc8scinbq/gaZuxmolJmWgEzE53eO5Yl//+sTEWF6usaqa0amT5PBbjY5Lp8YQzVg645JwjdNI+x9smOLTYC5QZdZiD247x3JiKE1FxQipuiJcJuixtWpShH2GWipCaWxJLE+QU54ZFQy1KGYx5337KJ093ldbXRhaUTxnXZ0ImJUAoA3CZZQ6VjEJTzMBnEAt6gaAbCroB9AJBP4CBb8yLgsgYYBrttjEKEtJIlSfHBmjnJPft7rP/aMTx+YC5hZi5JcF8WzPfdjg2X2W8WuGdP7zI7KolnjspmW+nLHZj5pcUA7/Gm18ec+X2YzzxbILlnL149aWrf/pX/t3Dn/jV39+dzp79I98t2H13Knh+jZ/xU7zvg3/Fqy456+9ObOxbOw+s/J/37XpqwhUdbE/QaipWT4WcuWoJxznJTV9T7D3WZKYumKinjNUVY3XNeFMyOZawohVw5upFji222X/cw49EYcqTb3XbOi1CaitubJSKbohrhzi22RIyPthZAkGsMkBn3lAy8/BTxqy97qU4dgz90RI+Mv5ZNog8relPSWp6yqx+BOXmVWUQwFJfg9ImR0cOF6t1JoFN0mydLREMYuO97ShDqUZJYqp1nmahzEE7jhOSxGQzKpniWDHrVvSYmBDsPjqOFHFmfGQjs/G9pV0qToM1EyHfd+ECf32Dze5jLo4dM9FULHUt/KDOxVuqnLPt3JMnFqd++dg+5++8mwR/8lv/+rsJue8uwAF+8u0/C8D+gwsfuniV1iun7/nD67/4xak9zwasm0mYmVzgWHueD33F4SO3TlGVNiuaMc2qSVdrNRUTjYSpsZAVkz2atQXed4vFcwdd1o2VdMlZaoRtG/sHz42puCFVz6fq+TRqfWzLZ+AnNBxJ3/dY6rokoSaMFAIjbhLZsCPWCn+gedUlfc46M+LIkxlQ4fSzzdyvMDf/KTHap7vKRX+5E5Yg5Zm9mlsecMFRaClw1TC8S0vzpA5jQZwKFgaCTmCCeZe6ClspWhVFnCQIYWhQrVOc0FCHwyhtCGPJhlWC113e5k8/UefQgs6Mg8JiImxbFq5dwXNDfvL7FrCtY9zywBiHFis0jirOWJXSDmtMrHvN8de+6vJfJ44+JPTYdxtqwIsA8Pxau3qMhU73fWefd6XYtD/5b033q1ON+mE+d6/P154Z45G9NeqOYqYR0/CyQ2VTM9lMmWqFTLV6zE4t8tTzA25+aAqNpmInhYlPviVk7B9iqm5ErRIwVu8x0eyw1O9z6/2ah3fZvOyCgIvX97CUw2Jg4QcKBFjamP9JmWLFmjDSrBhPGavGxVRzxAICRnXclJZ5ytX+NC1I8U+KReXRwNbFLhydsxBV45jrqRRPg2ebwRWk+CHMDQRa9bhu+xwvvaDPYzttbnmkwaGFOn7d/LmVHM4B3CAhCFVmpyfpDzRJ4vJ9F57kC/cvsvPZSWyVIkSMECFaWjiWouJanFioMNWCn/7+PpdtGnD/zph7H4s5dHKaH//hlxxfue7S34jD+H3aHnuxYPbiARxgrFal2+m99y3XXR7t3m296+9vuLm171CblieYbQr6gdn4qHmSsbpmqpmyYjxg5WSPM1cvcKKzyN98vsLBYzVmG+DZZCtwJhnCtRM8x2wI1So+zVqPenWJ6++OufGhFnc+2qTdsbnpQZ+3vWqJa7crFjsuvYHRUHh2bA5gKsGxtImsDk0sn/FRHfU3Kacem746zUB6apMy5NhLvXyxAje8z/+/lIBWSKFwFXjaTHKrjpnmKiXo+YJeGvPmS9u8/ZqQ2SnFwhU+r3r8KLc83ObT96xA4KClGXY5OsEP85vCDwT9QLPY8VgzafMLb5jjd97rsvNQPZPBRiglcB2LZtVk7cSx4Nhcg8VFiw0rEtZ8X4M1666eH1tx+a9Gsf6g6zrfEAffyetFBThAtVbBD4IPr1x34ZxTe379z/xQ+MePfO1Oq16xeepgiqVsXEcx0ZTMTAactXqRWnWOe57yuWOH5KaHx9DCou4mhRe5ydSEipPHjIfUKwPq1TZ/e1vC//j7Fcz1mkx7krNnUpLE5dhxye4DcGLB9Jp1LyaumiRgS8eEtiaKFWkiivYjT2wzwbJDG+TywvHp3K3KRp1DkOfZ7bn3t8xMNPOTqDlgainwFLjaGBPVXEHNE1Q9hZSSWidkptnE74/zzP6EiWaP11za5uXbl2jUYz5482pcbRfBu46d4PoxA18y8AV9X9LtWURjFa45/ySHXnOQLz/R5LE9LfqBjRARniOZbkn8KOXoUsBTexRP7k24YPsV4csvCn7tjC3b9wgpv6DUiwtu+B4AOIBj20l/6cnP/fYvvdo+sHdXbxDpv+glj4jWWFfufT6lVlHMTodsXjfPs8cW+eDHKjy1r8VcJ2SQWMxUwLPAtQWeo/BcScVNqHgJNS+k5vlMt9pcf3fIuz62go4/xoZxmGkkTDUVKyYsrr5Q8NS+kKf2hqycNKnOCCPMcu3IVKtE5XUbhDCpbWro9JQDHEYtg5NUFIvIZbPN3P8k3+DJwZ0HqsZZApnx+jZAV1KaQC9NlpEkaNY0Uy2LVdMxTz3vc/uDNjKoMDOZstS1mW5ZrJySvPMHF+j0jvGZr6zCs0yYrmsnuH5C30/o+ZL+QNEPzPRyvKF56yt9Xnlxnyf3B3zo5gZPHmyidcSqKc1CJ2XX01Wgmlx5xYXpipnN/65rbfjA/V87Hlxx6eSLDSvgewTgAF5jKwf37wqazbUfbk1y+7Yt/bc+uev5/1o5OsemtQmTrTk+e2+bz9zTpLtY5yVnQ3PsJH9/V4hMXaNLcQSeK6l6KVUvoV4JqVUCWo0eC70en7qrwcl+kzNaBtzTLcXKSYszVwvWz/a5d2fKgWPGh8WxLeN86igCV2UpBFl4amZJrCXGokIPHbRyH/Q4ATliaZYfH8kOrvk00TAakA1qIrM+ppUxqE+y4FYAhHnVsDINvGsJKo6RNky1YN3MgOfnezx7SPBMKySMLZLEVFGpUlZPRfyrK5e47Ws1jnbGqGgyRWaCZ8f0XGlA7ivSRDLXkXz6zhnGvUku29rht350ns/eO+CBHRPs2i9pNWH1yhUkcvV/3rz+jE949TUHonAuuOLSLS82nIrru8aDfzPX6rWbaE6u6Qf953e95V+t+8Nm6+zffdVVm+MNZyzxybtSPnXHOP1ulfPWaV52nmbzGhMPWNGpsWx2FVVPUquk1CsR9UpAvTpgrN7mnqclj+0eZ7IimaimtGqK8YbFVEuxajIgSQccWYKlAXT7Mf1ByiAUBJHJekwSmbUnGO8/KXElhY+Kk6salanUuVF+GBnBU26QSdaa5IOW3DVXCjN99APFwDfhUGFoct7jDOhgVIFaGCsMW2ftmGtcCeqVkMnmAFTMkfmEEwsxJxYlc0s280seC+06552puGrLPEu9gJN9yVIPOv2E7iCm20/o9o1Xtx9YxIlm5z6brz7s8PjuFlW7wZsuh9de0WH/QkxqbYnP37Lldx88vPoP9zx/aNeWzbP9c8/Z/GLDaOT6nqng5euaV/4Qf/3B6+Nf+rm3/XYQHNJfuGXyVyQ7nf/45v3cel/CilaFDWsW2X3Cp2JXaWqoupJaRdGoQrMa06oHTDR7TDaXWOr3+fAtUyx2PTZNpjQr0KhJmnVFq54wMzHgkd3wlUdsqkAUJ4RhQhiaQ1SS5TmCmbMglcn/yfpYzzbf37MND39sAfpBimcbpsXOQpnyFkVlqkbPSah6IZ4T0/c1R9oOSSqoOEY0ZlvxKMDTtOjdZWEzLbEt0Nq0Gy+/wOf2JwL2P1tlqmE0IhVXUnUt5l2PdSsr/Oir2nz58SWOtsdRSLROsnYlouLZtHuKpa6Dl3p0/IjnDw947pBLx3f50iNV3vLyev/nf3TDga3nvvlTW86a+O1H7/8051/63eW3v9nrexLgAO94+5tI0+M8uqP2/77k4tfJczdsufzmr3xKNppcfu76E7odLHDzA1Xs1GG8BrWqplmTNGsxY3WfqfE2leo8leoSX7pH8vizVWq2oOYm5sngaeoVQb0a0qwO8LwQLRUyNVV6GGyajeszTtCPIEw0lhR4yixdeI6g7kkadc1YDbTX4YFdCi9USJHgWIZrzveBlALLSvDciLH6ANvu8tSBCvsPujTrklZNoFSKY2tD4cUaJQSejoeSlCxYKsu6zSawgjiW9Acxi/2Udj+l04tp9zTtnqbet+gOXLad0eaV2xb47N2KBcdDLFnmyWrHuE5EraKZW7JZ5TT4/ou6fHSuzQNPJ7z12snokq3pfTNnveGJ/mDPv3VcL939/BIbZhsvNlxe8PqeBTiAEFP5m79x4403MLvqlfVtG+beU1WP/eBHb0xkZ85l7ZTZV1zRkqxdGWJbKa26zyBu86lbXLavF5y5ssvsVMLxoyZ2vOpJqhVFvZLSqEZY1oATbROSaulR4/YkHQ7lXSvhnsctnjvomEFLtnBRcQS1qglQ2rQ25A1Xz/N7H9M8+MQEniWouEbzkWYVWEvT91bckPFml/t2dXn39XXOng7YMGujpMS2TVpGEGqiSHPmanjJuQMeeDIbGuXkSvaETFNBGCkqjmKiGfJEnLDUg2Y/ptNTdPqS/sAiCjXPz9nsOeTxyu0RWzbM8YX7msz3XGpuwoFjEZaWrJtJOXBUU9NNfuDlCU/sX5VY9a2ffOW25s8sdRfar/m+77xQ6ttxfU8DvHy9+tWvIQ12tLHO+MW9e1bunpp66pyXXjj/ps/dsZOTczXWzPj0/D6dXo3JsYi/u8XloSencWLY9qrnWTudsHjCHEQrrqTmCWqViGY1JIgCvvyww+KSZvXK3ASHwh8wF2DZVsJT+zRzczYVJ3PRskzqc8U17ZFjJ0w2FdvP7HDHY2P0QkkUDSMIRaYfsXSC50TYVp/HnpWcWLAJWwmdbmzOEZ5kEEj8rA9f0YJta0Pue2wYJ2hoRbNRH0aCnq+YXSG55sIedz0esdizGO/HdPsx3b6m5xvuev8xh6MLY1x9TpU3v6TD7OQin7zNotW0iUXA88cF54cBB4536CUXcO1L6tdfduV5T0Ry1f8K0kH7VVdsfLHh8E1f/2wADiDsbQAnFuYO/qd/947t6+Leg/TT1pueevJZUvE8N99vc8lmQRj7fG1nnS2rNKsmwQ8UaSrxrHKvnmQLFT5aB/T9GlooXCvNbN5kkWGfm2MiEmwbpKUyN9o0S2SWuLbEtc2eZ3+gue6SAR+93acfVIiSpLAVFtmepFaGfjy5FHHTAw08WxLF2dAlSBkEgiBQhKEiihRBqAjC0qJDmoU7ZUGtQSSMvXJiUbEHBHHEkm/THSS0ezHtnqLTNxQgSFwLDh9X7Nrf5KINff7hKxHNqst5Zwdc/9WAw/NTbNx6EYHeev0528/+pROLnX0b1695sSHwLV//rACeX2Pjq0mjQ/uob/3Vc7bUPrxt07Z/f8dDD7+sWX+elROL3PMUjDkOZ6+VnL1ukcefC3j2YJ26B7WKMQcdb4SM1QI8JzSG+o7EtQSuBY4jcW3ja6gLnnq414iQI5bLdubBl8f+RbFg3YoExwrp9im2ZXILLJlZo1k6ptuL2XvEZrpi2qEoTgnClCCU+KEgiBRBpHFjNTTzxKQZxzGEYcIgSBj4Et+X9H2bga/ww5heIljsgmPF1LyYpbqm3bXZuDpl64YeO/ZXWTtjMT1R57KtXfbstbnknHH+3Y/PUmtc8tVmq/K/7MaZjx0fhPs2/TMEN/wzBTiA0KsAdsdJulsKnrhrR2flz7794r+qiYc2PPjJh9R0U7N1fYdUzPPAU5pOW7FqRjBWV0y1YlZOtRmr9TJeW2FphWeB50DVVVQrUPXMClu+TJDrcKUUmYutMKlsWUqbynr3JJEMfIsgivEzEVM54EGKfDgUY1kRrq3QEsAsbBiQQxCa/cgoSyZOEzP1lJluPU6gN0hw7JhuX9LzNYPAIgjNDyJkytFeSpiC50SM1RWLHYuNE5JLz/bZf6jHE8/abJy1mRqPsWsXxpvO3bJ72/rjP+uNX34Y2CVGhDP//K5/tgDPr2ywsqvXXdxFGn1/0I1W//TbLv/kIw/d3TjWebr6+J4x5pdiKnbKZFOxYlwwM95nx74uDz5Z44dfqanUuyx0JFUXqp6iUVNMtyJWTAzo9RWdnqZZU6RCIKQsnLFyB1vHkujscJqkmfQ21iRxUvhk5y1KPnU3bUoeU2IMdaTIkpSjBD+zHw5DSRgpokQZKbAw3uc1V+DHsDCfEKcRFVfR6Ul6fU2rJlk3GdPQih++tsN9OxMOHqxRr0Qcm1esXmEzWUm49gJNiCZyNnbf+H1XLu05GL1l1eozDnais/dV/pkDO7/+2QM8vyrVJmma7POqVx6oNTvbTnTkSwaDK94zPr2ndvi+HWNj1ZOcuUowPtYlTkP8MKLdrZGkA27/msXjOy3OnoFqRdGqp6ye6pFwkq/tmmTVpMPMhCSMoOsrlBBZe2IGLa5j4hMF2bAm1Ewozesv7/HRW4axeukykEPK5+/x8EMLr5JiKSOu8kOTK2nSfw07kiSKqhOaiamEVkMzsyLmjh19Ds6ZaPV2z2axa3PBRsOHf+2JlIZTxbGXSNKYw4shjcM2m9Y12LLRam/ecunctm0bdBjLd9Rqm+/dstlbTEkT+U8wnP9eu/7l/CaAEBIhRHLP0515XVl106du3XvG1a949a/80s/93I43XPuSr83OTjxy3+6xwb5jda6/o8aWNTEVb4njSyG2EjQqglZdMtGMcd0e/+cGl0d320RRSsWNOTafcMPdLoEvzWHUFniuolmDesXsJC60Nd2ehRAWV5wTAAlpWW04YuSTcNcTLiSSmguNqsSxodOLWOrGdAeYeOvAnAmuu2JAa8Kn4xtLugs2CH7qdR06YcrcUsz8UsJS19CKU80+Xb/HE3s1b7iszwWbXd50tTuoN1uPtGZeuuPyl/7873/oIx9f32g0N83OTt80NnZ4XgjxLwrc8C+ogpevl25fCZDMt32klO+zLf/9Wiuc+jb1spdU/2Ks3t10wYkDV21Yd0A9+qyNRnDOOp+aV2N2RYRjx6QkdH2PliOoVWLCZEAwiNi4JuS5gwlKmY3+iitZNRHQDrs8sMtl3ZRLs2Z8RIJAGRPKzIQ+X02LYyOqQoBtKRpWSt0TrJ6ymF3Z464nYo7MSVp1xSAwPfggEOzar6h7PiJyaPcVvb7CrtokQuBH8PyJiHUz8MDTDiKxuGQrLIUurYmL42uu3nDnmbOVXQuL3V8QIo4tq8Jf/+WfpnZlfe/F/nt9J69/kQDPr1a9kGvmNTM6fHTxZ6R0WuduPf4HDzx0o33fnZX4ki1cWK9xkQgCBtERHtpp8TJPUrcSWhVBo+Zzw/2Co/Nr8awOFR3i2i6uY8w8W02f/kKH/ccUNduh09MMfIsk0dlQxxgTSWWAHYRGcxInJgSqko36J8Yka2Zi/CdC5joOYZTSHygGvmYQCAZ+hbdfY3FsscsTuzRzSxY1qfHslI1rfQ6eCDi+NMP6yc0IK33olRf3Hm6HZ6gzt742mFk58Ztx6M+/mMsHL8b1Lxrgp7tWrmgCzAM/D/DH77+dw7F42Zqzwu/bvLL3loMnFzfHTkC1+gCrxgUT1RTHnmf/IZisTpCIhIpj5LQne9AapEgZU/d8qnZKmggGgaA3sIgSC9cSNKuSZtXGtRSDIGWhLalXLQa+RghF1TbSVyEEfiAYDCLSJMFzBWP1HkfmNFPjNiJO6PWaTDdPMNfucPD4GOu8Ko2qxXVXb6YfWQzC6Z1XnK8+uXpleHOaiK/K+utf7If8Rb3+rwP48uvX/s3VAF9tt+e/Ctyx2Q/Wt5cWkqVDjyfnb1175raNs79esx/lyos8rLjDgeN9ZsZqbF4b8Ol7B9R0Ez8ALRMaHsyuCOj0sslkbFNxFetmJGefGXByUfP8sZRnjyTEiWb9agchJZNNRaUi2Xc0olmXRKFRGq4Yjzhj1UE+eesUruWw90gfR9c4f+0qNpwVsPmcs6nYh/+wVjny7LoNL5fj4+NSSHsPcJOojr3YD+33xPV/PcDzq15vAdyUvx/0j7PtEmfM7z1/z/yJDmtmvXDD2tp/WOxcfO32CyqsGI+45am7GEQJQeThelVWTlfZtG6BB55MOXTcY6AEto6ZbMUsDfr0fQshJJb22X+0wnwbZBLTrMZUKz5P7pdsWFOl4sbYFY/pccnKmUle8crrmF1hU1sT0u3at0w12u/a1g2ts7ecw6azrv3qlVcFC+vWfPudWf8lXP8/wF/gsr0pgAXgswBBbz/A071BvGLlrJUIEVCpPYVIF0mFQCmbip2GJ3nJf2lMBa+bmZVhJPu84nKXLWenHF2MGJtQrE1B65hj8xZjUz6Xb08Rkcf2LYn1Gs3n77jruf9iW7ZVtWwcBypeiwu3n0vFc1gZxjII9VEEz1533eoX+yH6Z3H9y2Dzv0euP37f7YBY4cQnmuesi9NIBDz5rMXFGxIOzZmFCCHAsVOOnJScvyHgyX0pcehwyXmIzdu8RZL0qNBvfLF/lX8x1/8HE+dlVE319KoAAAAldEVYdGRhdGU6Y3JlYXRlADIwMjAtMTEtMDdUMTY6NDQ6NTUrMDA6MDDd4OkJAAAAJXRFWHRkYXRlOm1vZGlmeQAyMDIwLTExLTA3VDE2OjQ0OjU1KzAwOjAwrL1RtQAAADl0RVh0U29mdHdhcmUAbWF0cGxvdGxpYiB2ZXJzaW9uIDIuMi41LCBodHRwOi8vbWF0cGxvdGxpYi5vcmcvSM8oowAAAABJRU5ErkJggg==', 'weight': 10}
• mf_hecke_traces •

  Column	Type
  hecke_orbit_code	bigint
  n	integer
  trace_an	numeric

  
  
  • id: 35449177
    {'hecke_orbit_code': 13510799049883675, 'n': 1, 'trace_an': 4}
  • id: 35449178
    {'hecke_orbit_code': 13510799049883675, 'n': 2, 'trace_an': 0}
  • id: 35449179
    {'hecke_orbit_code': 13510799049883675, 'n': 3, 'trace_an': 0}
  • id: 35449180
    {'hecke_orbit_code': 13510799049883675, 'n': 4, 'trace_an': 2236}
  • id: 35449181
    {'hecke_orbit_code': 13510799049883675, 'n': 5, 'trace_an': 0}
  • id: 35449182
    {'hecke_orbit_code': 13510799049883675, 'n': 6, 'trace_an': 0}
  • id: 35449183
    {'hecke_orbit_code': 13510799049883675, 'n': 7, 'trace_an': 11852}
  • id: 35449184
    {'hecke_orbit_code': 13510799049883675, 'n': 8, 'trace_an': 0}
  • id: 35449185
    {'hecke_orbit_code': 13510799049883675, 'n': 9, 'trace_an': 0}
  • id: 35449186
    {'hecke_orbit_code': 13510799049883675, 'n': 10, 'trace_an': -41760}
  • id: 35449187
    {'hecke_orbit_code': 13510799049883675, 'n': 11, 'trace_an': 0}
  • id: 35449188
    {'hecke_orbit_code': 13510799049883675, 'n': 12, 'trace_an': 0}
  • id: 35449189
    {'hecke_orbit_code': 13510799049883675, 'n': 13, 'trace_an': 179684}
  • id: 35449190
    {'hecke_orbit_code': 13510799049883675, 'n': 14, 'trace_an': 0}
  • id: 35449191
    {'hecke_orbit_code': 13510799049883675, 'n': 15, 'trace_an': 0}
  • id: 35449192
    {'hecke_orbit_code': 13510799049883675, 'n': 16, 'trace_an': 2348680}
  • id: 35449193
    {'hecke_orbit_code': 13510799049883675, 'n': 17, 'trace_an': 0}
  • id: 35449194
    {'hecke_orbit_code': 13510799049883675, 'n': 18, 'trace_an': 0}
  • id: 35449195
    {'hecke_orbit_code': 13510799049883675, 'n': 19, 'trace_an': 1011428}
  • id: 35449196
    {'hecke_orbit_code': 13510799049883675, 'n': 20, 'trace_an': 0}
  • id: 35449197
    {'hecke_orbit_code': 13510799049883675, 'n': 21, 'trace_an': 0}
  • id: 35449198
    {'hecke_orbit_code': 13510799049883675, 'n': 22, 'trace_an': 3473568}
  • id: 35449199
    {'hecke_orbit_code': 13510799049883675, 'n': 23, 'trace_an': 0}
  • id: 35449200
    {'hecke_orbit_code': 13510799049883675, 'n': 24, 'trace_an': 0}
  • id: 35449201
    {'hecke_orbit_code': 13510799049883675, 'n': 25, 'trace_an': 2554060}
  • id: 35449202
    {'hecke_orbit_code': 13510799049883675, 'n': 26, 'trace_an': 0}
  • id: 35449203
    {'hecke_orbit_code': 13510799049883675, 'n': 27, 'trace_an': 0}
  • id: 35449204
    {'hecke_orbit_code': 13510799049883675, 'n': 28, 'trace_an': 19793924}
  • id: 35449205
    {'hecke_orbit_code': 13510799049883675, 'n': 29, 'trace_an': 0}
  • id: 35449206
    {'hecke_orbit_code': 13510799049883675, 'n': 30, 'trace_an': 0}
  • id: 35449207
    {'hecke_orbit_code': 13510799049883675, 'n': 31, 'trace_an': 889136}
  • id: 35449208
    {'hecke_orbit_code': 13510799049883675, 'n': 32, 'trace_an': 0}
  • id: 35449209
    {'hecke_orbit_code': 13510799049883675, 'n': 33, 'trace_an': 0}
  • id: 35449210
    {'hecke_orbit_code': 13510799049883675, 'n': 34, 'trace_an': -43111008}
  • id: 35449211
    {'hecke_orbit_code': 13510799049883675, 'n': 35, 'trace_an': 0}
  • id: 35449212
    {'hecke_orbit_code': 13510799049883675, 'n': 36, 'trace_an': 0}
  • id: 35449213
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  • id: 35449411
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  • id: 35449412
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  • id: 35449414
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  • id: 35449415
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  • id: 35449416
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  • id: 35449418
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  • id: 35449419
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  • id: 35449420
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  • id: 35449421
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  • id: 35449422
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  • id: 35449423
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  • id: 35449424
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  • id: 35449425
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  • id: 35449426
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  • id: 35449427
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  • id: 35449428
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  • id: 35449429
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  • id: 35449431
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  • id: 35449432
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  • id: 35449433
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  • id: 35449434
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