Embedded newform data - 98.10.c.g.79.1

Formats: - HTML - YAML - JSON - 2025-12-14T20:35:19.014203

• 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': 9800, 'analytic_conductor': 50.47351194405957, 'analytic_rank': 0, 'analytic_rank_proved': True, 'char_conductor': 7, 'char_degree': 2, 'char_is_minimal': False, 'char_is_real': False, 'char_orbit_index': 3, 'char_orbit_label': 'c', 'char_order': 3, 'char_parity': 1, 'char_values': [98, 3, [3], [2]], 'cm_discs': [], 'conrey_index': 67, 'dim': 4, 'field_disc': 1617984, 'field_disc_factorization': [[2, 6], [3, 2], [53, 2]], 'field_poly': [11236, 0, 106, 0, 1], 'field_poly_is_cyclotomic': False, 'field_poly_is_real_cyclotomic': False, 'field_poly_root_of_unity': 0, 'has_non_self_twist': 1, 'hecke_cutters': [[3, [232989696, 0, 15264, 0, 1]]], 'hecke_orbit': 7, 'hecke_orbit_code': 27021735370948706, 'hecke_ring_generator_nbound': 9, 'hecke_ring_index': 16, 'hecke_ring_index_factorization': [[2, 4]], 'hecke_ring_index_proved': True, 'inner_twist_count': 4, 'inner_twists': [[1, 1, 1, 1, 1, 1, 1], [1, 1, 7, 3, 1, 3, 0], [1, 1, 7, 4, -1, 6, 0], [1, 1, 7, 2, -1, 2, 0]], 'is_cm': False, 'is_largest': False, 'is_maximal': False, 'is_polredabs': True, 'is_rm': False, 'is_self_dual': False, 'is_self_twist': False, 'is_twist_minimal': True, 'label': '98.10.c.g', 'level': 98, 'level_is_powerful': False, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_prime_square': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [2, 7], 'level_radical': 14, 'minimal_twist': '98.10.a.f', 'nf_label': '4.0.1617984.7', 'prim_orbit_index': 3, 'qexp_display': 'q+2^{4}\\beta _{2}q^{2}+3\\beta _{1}q^{3}+(-2^{8}-2^{8}\\beta _{2}+\\cdots)q^{4}+\\cdots', 'related_objects': [], 'relative_dim': 2, 'rm_discs': [], 'sato_tate_group': '9.2.3.c3', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '98.10.c', 'trace_display': [-32, 0, 0, 0], 'trace_hash': 718484950638905172, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '3.840', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.208', 'prec': 17}, {'__RealLiteral__': 0, 'data': '92.224', 'prec': 20}, {'__RealLiteral__': 0, 'data': '18.781', 'prec': 20}, {'__RealLiteral__': 0, 'data': '3418.473', 'prec': 27}], 'trace_zratio': {'__RealLiteral__': 0, 'data': '0.506', 'prec': 17}, 'traces': [4, -32, 0, -512, 0, 0, 0, 16384, 8838, 0, 55288, 0, 0, 0, -630912, -131072, 0, 141408, 0, 0, 0, -1769216, 1071408, 0, 646538, 0, 0, 0, -10364024, 5047296, 0, -2097152, 0, 0, 0, -4525056, 35615820, 0, -20586048, 0, 0, 0, -35039024, 14153728, 0, 17142528, 0, 0, 0, -20689216, 136948608, 0, 166976980, 0, 0, 0, 169756032, 82912192, 0, 80756736, 0, 0, 0, 67108864, 212722496, 0, 370985848, 0, 0, 0, 1481082688, 36200448, 0, 569853120, 0, 0, 0, 658753536, 1039814512, 0, 561827502, 0, 0, 0, 2830271232, 280312192, 0, 226459648, 0, 0, 0, -548560896, 1506597504, 0, 877072832, 0, 0, 0, 488635344, 165513728, 0, 2191177728, 0, 0, 0, -5343263360, 1669775144, 0, -2051253860, 0, 0, 0, -1863609208, -1358048256, 0, 1326595072, 0, 0, 0, -2584215552, 3187513910, 0, -7544750976, 0, 0, 0, -3136176448, -536870912, 0, 3403559936, 0, 0, 0, -11871547136, -7603120512, 0, -14353449836, 0, 0, 0, 13478030592, -11848661504, 0, 579207168, 0, 0, 0, -18235299840, -13741400300, 0, -18135111440, 0, 0, 0, 31136348416, -5270028288, 0, 16637032192, 0, 0, 0, -17978480064, -13159236312, 0, -8720465664, 0, 0, 0, -14654280756, -22642169856, 0, 4484995072, 0, 0, 0, -7246708736, -20149996224, 0, -16858042248, 0, 0, 0, 24632534400, 4388487168, 0, 24105560064, 0, 0, 0, -28066330624, 35645573616, 0, -30913455844, 0, 0, 0, 81461803032, -3909082752, 0, 2648219648, 0, 0, 0, -70117687296, 77962426752, 0, -4734551952, 0, 0, 0, -52276279600, 42746106880, 0, 26716402304, 0, 0, 0, 65640123520, 60788004864, 0, 92349011328, 0, 0, 0, 5714102844, 14908873664, 0, -21728772096, 0, 0, 0, -42451042304, 128932517716, 0, 69636491392, 0, 0, 0, -4927920192, 20673724416, 0, 51000222560, 0, 0, 0, 241432031232, -57236075456, 0, 73853978688, 0, 0, 0, 59236005504, 25089411584, 0, -8589934592, 0, 0, 0, -108913917952, -22899311028, 0, 199545386560, 0, 0, 0, 147034896384, 94972377088, 0, -121649928192, 0, 0, 0, 459310394752, -17872896472, 0, 83898921556, 0, 0, 0, 105086530200, -107824244736, 0, -189578584064, 0, 0, 0, -18534629376, -377175702494, 0, -192915488640, 0, 0, 0, -416433255296, 145882398720, 0, -219862404800, 0, 0, 0, 580323566080, -321796431552, 0, 127268094400, 0, 0, 0, -1062256236288, -249090787328, 0, -84320452608, 0, 0, 0, -532385030144, 172010234244, 0, -143251539728, 0, 0, 0, -761525559552, 143827840512, 0, -210547780992, 0, 0, 0, 279054901248, -718551091144, 0, -157386308580, 0, 0, 0, -895324533256, 117234246048, 0, -362274717696, 0, 0, 0, -143519842304, -168991041024, 0, -249790655112, 0, 0, 0, -992329857792, 57973669888, 0, -322399939584, 0, 0, 0, 539457351936, 43015816496, 0, 409386218406, 0, 0, 0, 1256285433856, -197060275200, 0, 70215794688, 0, 0, 0, -771377922048, 252048157972, 0, -718102145664, 0, 0, 0, -212400937776, 224530644992, 0, 570329177856, 0, 0, 0, 989230587008, -77418723528, 0, 475758421644, 0, 0, 0, 2853277478784, -651694424256, 0, -62545324032, 0, 0, 0, -84743028736, 1807091343108, 0, 1015948916864, 0, 0, 0, 1969127456160, 560941498368, 0, 1247398828032, 0, 0, 0, 151505662464, -763157779776, 0, 769255381440, 0, 0, 0, 671589768984, 418210236800, 0, 683937710080, 0, 0, 0, -854924873728, 569080710912, 0, 320798430080, 0, 0, 0, 1634696777472, -525120988160, 0, 972608077824, 0, 0, 0, -2955168362496, 1659676848552, 0, 759680297984, 0, 0, 0, 3294818673672, -45712822752, 0, 238541978624, 0, 0, 0, 695320707072, 3196563563468, 0, -3300735350016, 0, 0, 0, -1255064004256, 339608338432, 0, 2062920283456, 0, 0, 0, -2228367724544, 828975191232, 0, -484309389728, 0, 0, 0, 1475742549240, 39423361536, 0, 330779590656, 0, 0, 0, -1632007121920, 1993460049280, 0, -2437259710352, 0, 0, 0, -230487536208, -1931456249856, 0, -915777207296, 0, 0, 0, -2363327318016, -4777488647496, 0, -79681112448, 0, 0, 0, -6650459585408, -473888044032, 0, 401430585344, 0, 0, 0, 274877906944, 2045729941632, 0, -5488323887488, 0, 0, 0, -826429451136, 871311343616, 0, -366388976448, 0, 0, 0, -6385452369920, -6758596402944, 0, 3028347771694, 0, 0, 0, 10175354149632, -1176279171072, 0, 1519558033408, 0, 0, 0, 3892797702144, -2000292558332, 0, -4999132778304, 0, 0, 0, -13438797428048, -3674483158016, 0, -285966343552, 0, 0, 0, -2684765489792, -5617612056960, 0, -278015048988, 0, 0, 0, 7571614639104, -840692241600, 0, -1725187915776, 0, 0, 0, 6066514690048, -2491194673644, 0, 5131738797432, 0, 0, 0, 692705985504, 148277035008, 0, -6034811239904, 0, 0, 0, 6173295636480, -4615911635120, 0, -940020709824, 0, 0, 0, -8377686520576, 3331466042368, 0, 2334118379520, 0, 0, 0, 7035596953600, 6845155188864, 0, -7792471692864, 0, 0, 0, 3278772924624, -4642588528640, 0, -5148742904832, 0, 0, 0, -4072579020800, -4544342647936, 0, 13447759473164, 0, 0, 0, 3402466076696, 8498049890304, 0, -3985452597248, 0, 0, 0, 2698254483456, 6157619307278, 0, 2346367874304, 0, 0, 0, -23876343436224, 4259080241152, 0, 2752163747904, 0, 0, 0, 4584049271296, 3272452199136, 0, 8431167023204, 0, 0, 0, 5526635177472, 6092204476416, 0, 2301245448192, 0, 0, 0, 6737528991744, 15206904602332, 0, 14741933640384, 0, 0, 0, -17811252221776, -2232439209984, 0, -11496817458304, 0, 0, 0, 5036361874560, -2776024556448, 0, 10332984867072, 0, 0, 0, -8151130903432, 7162596266048, 0, 1875747936768, 0, 0, 0, 11592790966272, 13867544741952, 0, -18581516355736, 0, 0, 0, -2219320493952, 1148158738432, 0, -2703856656384, 0, 0, 0, 7993300963584, -7948972274880, 0, 33845752878336, 0, 0, 0, 10068355516808, 7938638862336, 0, 927578718208, 0, 0, 0, 10316798066688, 13184654027596, 0, -4594940328528, 0, 0, 0, 11761001358848, -4315658815488, 0, 688253063936, 0, 0, 0, -13100358988992, 2195070393984, 0, -1675183837228, 0, 0, 0, 33930377469972, -10050283470848, 0, -3152964403200, 0, 0, 0, -2246905430016, -10255532782112, 0, 7455549416296, 0, 0, 0, 34522463177952, 6171023376384, 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• 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], [-0.3535533905932738, 0.6123724356957945], [-0.440309987657457, -0.7626392697027408], [-0.25, -0.4330127018922193], [0.4567511007102227, -0.7911161128431148], [0.6226923561935057, 0.0], [0.0, 0.0], [0.3535533905932738, 0.0], [0.11225422953818015, -0.19443002892462705], [0.3229718006266182, 0.5594035680973084], [0.284645161174363, 0.4930198812826287], [-0.2201549938287285, 0.3813196348513704], [0.8090283144360145, 0.0], [0.0, 0.0], [-0.8044482860649922, 0.0], [-0.125, 0.21650635094610965], [0.8047172408349713, 1.3938111468528107], [0.07937572692331843, 0.13748279191890037], [-0.3023499110702683, 0.5236854076376364], [-0.4567511007102227, 0.0], [0.0, 0.0], [-0.4025490473966597, 0.0], [0.19958120087483816, -0.34568478015082976], [-0.15567308904837643, -0.26963369960298217], [0.082756864, 0.14333909312306775], [-0.28603470365481415, 0.4954266394580454], [-1.0783266090047277, 0.0], [0.0, 0.0], [-0.6802639055605487, 0.0], [0.28441541909522583, -0.4926219563289266], [0.5928918101899799, 1.0269187386405283], [-0.08838834764831845, -0.15309310892394862], [0.2506642148068773, -0.4341631556848703], [-1.1380420358642727, 0.0], [0.0, 0.0], [-0.11225422953818015, 0.0], [0.7810434562518762, -1.3528069491474493], [-0.2137936724089363, -0.37030150294901415], [-0.3562232471438548, -0.6169967628903215], [0.1614859003133091, -0.2797017840486542], [1.687537297730637, 0.0], [0.0, 0.0], [-0.39073647938632744, 0.0], [0.1423225805871815, -0.24650994064131435], [-0.10254448580188356, -0.1776122594448877], [0.14112522053595258, 0.2444360521976326], [-0.4076260320647386, 0.7060289980238276], [0.2201549938287285, 0.0], [0.0, 0.0], [-0.11703587944826574, 0.0], [0.708650076759578, -1.2274179377351742], [-0.20225707860900363, -0.35031953634124663], [0.7267000623678381, 1.2586814298845677], [0.3812460287805689, -0.6603374920318118], [0.5200479627129162, 0.0], [0.0, 0.0], [0.5325107424463322, 0.0], [0.24050961030915458, -0.41657486476404715], 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None, -0.03739544628484035, -0.1837203185625453, 0.0655082126473618, -0.4655522195448313, -0.3846875836805779, -0.3052358709657031, 0.01767358194122137, -0.27401051999507253, -0.09016598382025352, -0.28129509979928397, -0.48348831343464416, 0.04614015921120035, -0.1555028115531884, -0.45367865350925674, 0.01170652486831934, -0.08377867571383658, 0.0012814650541128024, -0.2814800580922856, -0.30616966194850825, -0.45710033959988583, -0.17611923767709023, -0.47636226883952115, -0.22166359181660758, -0.36685814298185027, -0.13989756081580368, -0.2714559767536841, -0.2713460104014856, 0.24699899637792683, -0.415305639724858, -0.30753480524853916, 0.18005467770366568, -0.4577525767686642, -0.04797452783089645, -0.4761370033037005, -0.24744685278256726, -0.40536195387791096, -0.13296874877362722, -0.12646623728074596, -0.33616710582215886, -0.14899158979317512, -0.17001188993820035, 0.02434352027752218, -0.2864388477833111, -0.34579095952236566, 0.040395715968188764, -0.40807520089572863, 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-0.48050182115178414, -0.23652020536105287, -0.0054194601443323595, -0.1886393738214493, -0.3467092407758236, 0.003758334071760689, -0.4208761238984547, -0.4046286675223661, -0.4303259392091978, -0.2520820440665598, -0.29135621466004874, -0.4602821055590044, -0.0792724628329034, -0.12564945107976405, -0.3674862488016344, -0.2835796222802381, -0.31615528474297383, -0.1399142838867065, -0.3379490385352779, -0.15824438980177039, -0.30152180690919067, -0.38162218090352584, 0.0048493566243191745, -0.08540922401813582, 0.036352572212109725, -0.43137913362806757], 'char_orbit_index': 3, 'conrey_index': 79, 'dual_conrey_index': 67, 'dual_embedding_index': 1, 'dual_embedding_m': 1, 'embedding_index': 1, 'embedding_m': 3, 'embedding_root_imag': -8.916277250063503, 'embedding_root_real': -5.1478150704935, 'hecke_orbit': 7, 'hecke_orbit_code': 27021735370948706, 'label': '98.10.c.g.79.1', 'level': 98, 'weight': 10}
• mf_newspaces •

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

  
  {'Nk2': 9800, 'analytic_conductor': 50.47351194405957, 'char_conductor': 7, 'char_degree': 2, 'char_is_real': False, 'char_orbit_index': 3, 'char_orbit_label': 'c', 'char_order': 3, 'char_parity': 1, 'char_values': [98, 3, [3], [2]], 'conrey_index': 67, 'cusp_dim': 236, 'dim': 60, 'eis_dim': 32, 'eis_new_dim': 0, 'hecke_cutter_primes': [3], 'hecke_orbit_code': 137606725730, 'hecke_orbit_dims': [2, 2, 2, 2, 2, 2, 4, 4, 4, 4, 6, 6, 8, 12], 'label': '98.10.c', 'level': 98, 'level_is_powerful': False, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_prime_square': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [2, 7], 'level_radical': 14, 'mf_dim': 268, 'mf_new_dim': 60, 'num_forms': 14, 'prim_orbit_index': 3, 'relative_dim': 30, 'sturm_bound': 140, 'trace_bound': 3, 'trace_display': [0, 162, 1818, 0], 'traces': [60, 0, 162, -7680, 1818, -9728, 0, 0, -210336, -5632, -40718, 41472, -233176, 0, -267380, -1966080, 285906, -42944, -842658, 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93908707835904], '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: 45745147
    {'conductor': 1, 'degree': 1, 'order': 1, 'parity': 1, 'source_conrey_index': 79, 'source_dim': 4, 'source_embedding_index': 1, 'source_hecke_orbit_code': 27021735370948706, 'source_is_minimal': False, 'source_label': '98.10.c.g.79.1', 'source_level': 98, 'target_conrey_index': 79, 'target_dim': 4, 'target_embedding_index': 1, 'target_hecke_orbit_code': 27021735370948706, 'target_is_minimal': False, 'target_label': '98.10.c.g.79.1', 'target_level': 98, 'twist_class_label': '98.10.a.f.1.1', 'twist_class_level': 98, 'twisting_char_label': '1.1', 'twisting_conrey_index': 1, 'weight': 10}
  • id: 45745148
    {'conductor': 7, 'degree': 2, 'order': 3, 'parity': 1, 'source_conrey_index': 79, 'source_dim': 4, 'source_embedding_index': 1, 'source_hecke_orbit_code': 27021735370948706, 'source_is_minimal': False, 'source_label': '98.10.c.g.79.1', 'source_level': 98, 'target_conrey_index': 1, 'target_dim': 2, 'target_embedding_index': 2, 'target_hecke_orbit_code': 22517998304624738, 'target_is_minimal': True, 'target_label': '98.10.a.f.1.2', 'target_level': 98, 'twist_class_label': '98.10.a.f.1.1', 'twist_class_level': 98, 'twisting_char_label': '7.2', 'twisting_conrey_index': 2, 'weight': 10}
  • id: 45745149
    {'conductor': 7, 'degree': 2, 'order': 6, 'parity': -1, 'source_conrey_index': 79, 'source_dim': 4, 'source_embedding_index': 1, 'source_hecke_orbit_code': 27021735370948706, 'source_is_minimal': False, 'source_label': '98.10.c.g.79.1', 'source_level': 98, 'target_conrey_index': 67, 'target_dim': 4, 'target_embedding_index': 2, 'target_hecke_orbit_code': 27021735370948706, 'target_is_minimal': False, 'target_label': '98.10.c.g.67.2', 'target_level': 98, 'twist_class_label': '98.10.a.f.1.1', 'twist_class_level': 98, 'twisting_char_label': '7.3', 'twisting_conrey_index': 3, 'weight': 10}
  • id: 45745150
    {'conductor': 7, 'degree': 2, 'order': 3, 'parity': 1, 'source_conrey_index': 79, 'source_dim': 4, 'source_embedding_index': 1, 'source_hecke_orbit_code': 27021735370948706, 'source_is_minimal': False, 'source_label': '98.10.c.g.79.1', 'source_level': 98, 'target_conrey_index': 67, 'target_dim': 4, 'target_embedding_index': 1, 'target_hecke_orbit_code': 27021735370948706, 'target_is_minimal': False, 'target_label': '98.10.c.g.67.1', 'target_level': 98, 'twist_class_label': '98.10.a.f.1.1', 'twist_class_level': 98, 'twisting_char_label': '7.4', 'twisting_conrey_index': 4, 'weight': 10}
  • id: 45745151
    {'conductor': 7, 'degree': 2, 'order': 6, 'parity': -1, 'source_conrey_index': 79, 'source_dim': 4, 'source_embedding_index': 1, 'source_hecke_orbit_code': 27021735370948706, 'source_is_minimal': False, 'source_label': '98.10.c.g.79.1', 'source_level': 98, 'target_conrey_index': 1, 'target_dim': 2, 'target_embedding_index': 1, 'target_hecke_orbit_code': 22517998304624738, 'target_is_minimal': True, 'target_label': '98.10.a.f.1.1', 'target_level': 98, 'twist_class_label': '98.10.a.f.1.1', 'twist_class_level': 98, 'twisting_char_label': '7.5', 'twisting_conrey_index': 5, 'weight': 10}
  • id: 45745152
    {'conductor': 7, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 79, 'source_dim': 4, 'source_embedding_index': 1, 'source_hecke_orbit_code': 27021735370948706, 'source_is_minimal': False, 'source_label': '98.10.c.g.79.1', 'source_level': 98, 'target_conrey_index': 79, 'target_dim': 4, 'target_embedding_index': 2, 'target_hecke_orbit_code': 27021735370948706, 'target_is_minimal': False, 'target_label': '98.10.c.g.79.2', 'target_level': 98, 'twist_class_label': '98.10.a.f.1.1', 'twist_class_level': 98, 'twisting_char_label': '7.6', 'twisting_conrey_index': 6, 'weight': 10}
• mf_hecke_charpolys •

  Column	Type
  charpoly_factorization	jsonb
  hecke_orbit_code	bigint
  p	integer

  
  
  • id: 291025
    {'charpoly_factorization': [[[256, 16, 1], 2]], 'hecke_orbit_code': 27021735370948706, 'p': 2}
  • id: 291026
    {'charpoly_factorization': [[[232989696, 0, 15264, 0, 1], 1]], 'hecke_orbit_code': 27021735370948706, 'p': 3}
  • id: 291027
    {'charpoly_factorization': [[[2656430580736, 0, 1629856, 0, 1], 1]], 'hecke_orbit_code': 27021735370948706, 'p': 5}
  • id: 291028
    {'charpoly_factorization': [[[0, 1], 4]], 'hecke_orbit_code': 27021735370948706, 'p': 7}
  • id: 291029
    {'charpoly_factorization': [[[764190736, -27644, 1], 2]], 'hecke_orbit_code': 27021735370948706, 'p': 11}
  • id: 291030
    {'charpoly_factorization': [[[-6940929184, 0, 1], 2]], 'hecke_orbit_code': 27021735370948706, 'p': 13}
  • id: 291031
    {'charpoly_factorization': [[[94356927715056011329536, 0, 307175727744, 0, 1], 1]], 'hecke_orbit_code': 27021735370948706, 'p': 17}
  • id: 291032
    {'charpoly_factorization': [[[13922722933219509707776, 0, 117994588576, 0, 1], 1]], 'hecke_orbit_code': 27021735370948706, 'p': 19}
  • id: 291033
    {'charpoly_factorization': [[[286978775616, -535704, 1], 2]], 'hecke_orbit_code': 27021735370948706, 'p': 23}
  • id: 291034
    {'charpoly_factorization': [[[2591006, 1], 4]], 'hecke_orbit_code': 27021735370948706, 'p': 29}
  • id: 291035
    {'charpoly_factorization': [[[1382077118823311191732535296, 0, 37176297809536, 0, 1], 1]], 'hecke_orbit_code': 27021735370948706, 'p': 31}
  • id: 291036
    {'charpoly_factorization': [[[317121658568100, -17807910, 1], 2]], 'hecke_orbit_code': 27021735370948706, 'p': 37}
  • id: 291037
    {'charpoly_factorization': [[[-932312422855296, 0, 1], 2]], 'hecke_orbit_code': 27021735370948706, 'p': 41}
  • id: 291038
    {'charpoly_factorization': [[[8759756, 1], 4]], 'hecke_orbit_code': 27021735370948706, 'p': 43}
  • id: 291039
    {'charpoly_factorization': [[[553259743558106846038369386496, 0, 743814320619136, 0, 1], 1]], 'hecke_orbit_code': 27021735370948706, 'p': 47}
  • id: 291040
    {'charpoly_factorization': [[[6970327962480100, -83488490, 1], 2]], 'hecke_orbit_code': 27021735370948706, 'p': 53}
  • id: 291041
    {'charpoly_factorization': [[[44222488635056246982390786466816, 0, 6649999145492896, 0, 1], 1]], 'hecke_orbit_code': 27021735370948706, 'p': 59}
  • id: 291042
    {'charpoly_factorization': [[[6172480290259713840259600000000, 0, 2484447683140000, 0, 1], 1]], 'hecke_orbit_code': 27021735370948706, 'p': 61}
  • id: 291043
    {'charpoly_factorization': [[[34407624854069776, -185492924, 1], 2]], 'hecke_orbit_code': 27021735370948706, 'p': 67}
  • id: 291044
    {'charpoly_factorization': [[[-370270672, 1], 4]], 'hecke_orbit_code': 27021735370948706, 'p': 71}
  • id: 291045
    {'charpoly_factorization': [[[3662813960654646700079579404435456, 0, 60521186047983616, 0, 1], 1]], 'hecke_orbit_code': 27021735370948706, 'p': 73}
  • id: 291046
    {'charpoly_factorization': [[[270303554841449536, -519907256, 1], 2]], 'hecke_orbit_code': 27021735370948706, 'p': 79}
  • id: 291047
    {'charpoly_factorization': [[[-89334548087781024, 0, 1], 2]], 'hecke_orbit_code': 27021735370948706, 'p': 83}
  • id: 291048
    {'charpoly_factorization': [[[7836190753583429961746676120027136, 0, 88522261344722944, 0, 1], 1]], 'hecke_orbit_code': 27021735370948706, 'p': 89}
  • id: 291049
    {'charpoly_factorization': [[[-609545102155561600, 0, 1], 2]], 'hecke_orbit_code': 27021735370948706, 'p': 97}
• mf_newform_portraits •

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

  
  {'char_orbit_index': 3, 'hecke_orbit': 7, 'label': '98.10.c.g', 'level': 98, 'portrait': 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rs2pWxb36FWjRDSEseC1W6F+VWf8arAkx7n5nyOnBWcmEk5tZgSVLq88cYO77gZAtnk0MkGp2YV5+czZhcTTi1Yjsw7cP+zH1pmw9g4x85MuvuyoJlfTpkaT2hWPZ57NWOiscTERBO/ttHcfuP2j29eX//pbi9p7b3mfa81JP6rXn+pAW7tAsaAEHzo7KkTt//qb39aXrHz9O3Xb23p/a9uQUkFKGaXJKsdgRTQjzOWWwnzKynnl+DoAkxNrvILP7LITZdVOT03wbm5GucWNLOLlpmFlDPzGXPtlOZEnzuu7nDL5eDLCoEKmF0KOb+gmVkSdCNIU0PoG2phxvhYigFOzqS0OrB9vUetEmGtAOHT6Rm2bYhYXNFgnRRZ6UCUgsWytBqzeZ1Hu6cQyiJMRCP02Laxz0pXcPKcJjOayYakHgoCD9JU0I0kM0uS84uW2eWUIOiDl3Lr3g63XymYblRYXG5wejbg3ALMLqTMLqWcXYKji5bX7V3gX/7IMuvHxjh5foKZhSqzS5qlVUkvNkgBrU7G/HKCEAYEPP5qxLvuFentexvfWr/rR8327bu+JQT/xFrBzs2N1xoq3/b1lxbg/+LXPsG//Afvo9c/94v793/1f3vu2YPBlx9u00qX+ccfXGT7ZJOz82OstD1WOx7trqLTF3R6lpW2A/nSasbMChxbEExNr/KLPzHL9TsDFlcmODtXZ2bRafb5ZcPsYsbMckYnTolMymVbu1y+C5aWJVdsjbjrWkOSKgSWLzwRMrcasmUi4sR5RadT55pLM+ZaKSfPwe6tksPn4NY9BmMjuklIoGMaoebxVypUKwmBSokzS5Zpbr6ix9EzAbu3Jxw/BwvLNa65NKPV73N0VrF1ImKpFfPFb1WxQpFlGXdf1+WSrZaZFY/rL+lzySaPNKnS7VU4vxAysyCYX86YW06ZXTKcXhLMdGKu273I//VjHTY2xzg9O87MYsj8isfSqmSlbej2UrpRRqdnaPUsKx3BiSXYunGRn3t/nyTewNNHJ7nsyqujN97x5l/ZtXX6ny6e/F2mdvz4aw2Zi77+UgL8U5/5BO9512b1T/7Nkf9zsjLzT8+cPqFCr0+nXePRl1OCsRa/8CPzXLmtxvmFMZZaIa22x2pX0+pIVjuw3M5YbqUstzLmVy2nlwW60ue2K5d4/10xO9fVWOk0mFuqML/ks7AqWFo1LK4altuGVs/QiizdfspkI2HbegMIAs9yZs5DyIDt6xQ7N1k2resyuxyx/3CdGy6zVCvLvHRkgnotJo49JscNvT5csa3PHz3YZM/WlCiyTI1JkqxHPQx4+USfilfjut0pLxyLmV302TwZsHMjbNsQo1TCmQXwPYsQlu3rU8brknYvoNP1aHU9llqKpRVYXDUsrWYsrGbMrMJiP2Pb5g7vv3uB2y7XhF6D8/MN5ldCFlY0Sy3BSsvQ6qS0u5m79q5lsSs5tQxX7FrkF364RSNYxyPPj7HSXWGyWWHrls3ZHTdM/eKvfeyaf/XOO45lb3jTD7/W0Lng9ZcK4Gn7IKpWrRw/dGLbsy/s//79r8z+60efPUujolluZ2yaCDi7YHhpRrB98yIf+vF5rtpeY25pjKVWhZWOz2pbs9LWrLRhtW1Yaacst1OWWpbZVcG5jgXR4d2vX+XtNxl2bQyJ4yrLq2H+/yuWO4J2V9CPLHFqyTJQ0hJ4UAkszYZl3USC9vocPR/z4pEAk9Z4680x2lvhmQNj7NgIX96X8vqrAuZWe4RakWYJE+OQJh7aS1lcrHLH9S2+/HidnRvh6cMRHlXecpMhFT1ePJpx/EyIlj7rxzXjNUElEPi+QAlIjcsD9GNody0rHUO7a1jpGhY7ll6WsX1Ll7ffssq7b4/B1FlcGWNuqcLiqsdSS7O8KljppKy2U1rdjFbXstqD+bbk/KrlyksX+MWfWGTHdJPDJ9dxZt5ny7plllY9PB3RSreRiI3/bNOmG/+02th6Kkt7vTfdvfu1htLg9ZcG4I89+QqRXedP+K/+tbnzh3/j2f1Picmxvjw3U+fwaUOWGtLMsNKxnF0WHF2yXLFjng/9+CLXXRIyvzzG0mqVlXbAasdzIO8IVtuW1U7GSjtltWNY7ljm2oLzq4bxZpc3va7NrZenbF+vaFQ8Wu2QwJOAIk4lxgiMhW4fEIbxep/DZy3GxjzwdI2oW+HSzT63Xd0lMSs8/GyT6y7zODzTYXW5wS1Xd/n6MwHrJywHTlr+9rtaHDgRsH5C8rVnFbddoVjqtjh2eoLrdsc8/GKPNKpy616fS7b26aUdvvqMgkxw9IymUdVoAd2exFhBZixJCkiD9g2rHUutnrB1Y8TtV3R50w0pk7WQ2aUxFlcqLLd8ltua5ZZgtWNZbWe0OimrXcfay12Y60jm2xnX757n//rxRS7fUufM7CTnF2ost32SVJCmliOn4fh8l0u2hubyy26w11196c9cd/2ej0StuTgc2/taQwr4SwJwayPZ73Xfed99X7h0fiX55Weef9TTgeXy7QlXbm7y9IEaM4spy6tOciy24XxLuIBp9xwf+sl5rtvls9JusrBcY7UTsNrxWWlrVjuK1S60O5ZWN6XVcfpytWuZ7wjmO5BkEddc1mPDREana3nbLRE7NhjSTKKlJU7gof0hp+ZCNo6nvHQ0BFPl8i2K6/cYgrDLM4e7zC/UuHJHjUZzmcdf8LjxspDF7grLyw02bLDsO6D4oXs6PHVAs2Wdx0JnleWlCa6/osvjL2VMVJpceWmHudVV9r3SpKJrvG6PZfe2PsgO+48L1k0kzM4nPLzfo58opITMWHZsjHnTLTHtjmLTuOH6yyCOqyytVllaDVjpeLS6itWOpNWBVjej3ckca+f3Y6krOd+WLPcibt29wL/88WWu3VXhzNwk80tVFlYCFlseiyuC2cWMZw6nXLZrkT2bMjwpuOGGe5NOv/qzr7/7HUfCsPrFauiZ1xpbr3kms9uN6HSSHzlz4tFfzXoHJ04c6XB6TiO8Lonpc90OuGSLR5T4JInbkqPUMJVZUiN5/sg6fv53NN972xIfuGeBnZsjZhfrhEGFSuBTDT1qFU27Iqn3PMZqmm4/o9PLWB8ZepGl3Q9Ymg85c9oSp4azMylBYAGBryxaCro9hcAj7Wqu3SG4ZJNl2+YuUdbmK08pDh4Z5803BFx/xTIf/YrFF1V2bO7ywuOKzU3FVKNLqCrEicdcG2qhZst6wfMHY67fXeGu6xb4vft6+F6dN95s8YIu39gX8+Una7xyvMKuTVV2bMyYHo/ZOZVw1Y4MpQxaWcBSDQKmmwFx4tHu+rx02KPT13R7ik5f0ulBp2/pdN21t3sZnZ6l1cslSVcxs2KpNlb5mXfN8b23xly9s8a5hTFWWiHtnk+nr2l3BUstw/HzCZHtc9VlLXZMSqQd55uPvOC1kslfTb0nl954x+3/sNvp/161Fv7PC/Burw0i+cknnnjiQ08/+fWJyfoCe7ZNsLBSZ/8xn1eORyh63HVVQiXw8T1JGEhqqcUYg8WgpeSlo1M8d7jK4fNzvOu2Drfv7dFsNFharVJrhTR6Pp2upp0/7F5f0400/cjSjw1xYkkSS5q5d5z6WANSCTwtCH1Bsy4Yr8OGKcOW9V2mxle5/xl45DkPacZ48w0e117e5rFXEuJ+g9uuFaz2eswt1rh1t2Gq2aWiA/qpYr6VoIzg2t2aaj3i2UMhd14/xi3XtHn2kAI7xg17fX7iHUt8/fmYrz1V48CpkG3Tig0TFcbrVcbqUAnA0xYlwVg4cFyQZYIkFcQpRAnuGqOMXmToR4Zu39CNDJ0etCKY70jmO9A3fe69bol33NbiB+81JIkLRFfaIaudgHbPFWlFiYtNtE74/jet8LYbPBYWp9h/uM7BEwmJPM34Mw9MbGza/+f6192pu/3Ob1fD2v98AJ+dW6HXEz9x6ODXP3Twpa+vqwcxFo+N0zFb19UxmebUHBw+rpkIPEIflBIEvqCaSax1zCVFhq8k890KH3twC994tsXrr1rhg/eucNXODpPNKosrVdq9gG7Py4Gt3DsWRInMNaXb6q11309Ji9YQ+lCtGCbqCZvXdUnpcPhswscfDjl2ukYzqHDjXs2tV7fY9+oqDzzR4ObLQrZt7PJHDwqUCGjUE1Y6EcaCEjDd6NJq+5i0wjtfP8fHvlzlktmQt9/cJU4WefjFSZIs5Ka963j7jS0u27rKN57t8sLpKvuP+2yZkEw0BNVA4HtuEUoBQliMBWMsSZov1sQSJW4h92PoxdDuC5YjwVIbhO5z7e4VPvimFe7YmzFVr7DSqrHcqtDuBrS6Pq2uptOTRLEky6ASSK7aFXDFpibHTgWcOB9y6rzh/Iph68aAI8e7dL5837qVyH7orXfebaNe63eCymvjlf93B/hnPvefeOLIFL/9yft+dPf6+Jefe+7g1CvHl9m5Fd50vSROPJp1wfopj0ogSVJLFGuEECjpKuqMAayzy5SyeMoQasFST7G4Os4nHqrx5EsdbrtmhQ++cYXrLlllMquQpgHdfkin59GLNHGiSFJJmkkyIzBWILBIYQl8QzVMCfwY34s4uxhx39OSI2d8jp8ZR5mASzb6XLFTccPlLVQwz4tH62xuVrlyF2yYXmap1eCqzZLUWO5/KiDqSpq1lLfc1OeLDyecmqmz51KP8yt9Xj7msXX9ONfsnOexF9o8/rIgin0u3znB5VsDLt/S5uj5JY6chacOVjl8rEZVCwItqQWW0AMpXVBlrVusaQZxCnEm6ESCVl/QSiA2Kcb2ed1lLT74phavvypj40RArz/G4mqFVsen0/fp9HT+VnT7kiiBLAPfk3g64PApF3CutA2rnYyqtpyZM7zpxlW2rYejLz607nPLZ375lmvSNJ7/rY9+8uuCH3z/T/2PC/AXnvwjfuAXv8n//ZM3/eCLh87++/sPnm3u3uizZXKCYydjnqsKLtmsCQPL5Jig4ntkxmlhAWRKIIRCAlIIlMrQ2uBpCDxLxc9ohoJ25LHcGudTjzR4cH+f9eNdvv/uVS7f2qff63DlTsvWDYoo8cgyRWYktgC3NHg64+Ss5fiMYKVn+PxjVc4ujGNjj/FQsWlSs32DZtdmuPKSFkYu8OEv1lhaGuPmyzVXXrLKN/YLROqxblxSq6Z0Ex9pJViJ0j6rfcHskmCvrXL3DW2+9WyFTVM+N185wY+/Y4GPfLnNU4dqdPoeiyt1dm6qsGdjl5t2t3nPnW3OLS3x+ccCFrsBJ897nD3r4ymBlBKBwFhLZiAxliw1jE8mXL23SxQlXL414r13R6wbU0zUA5Ik5Px8SKfn0+27Xa7b1/T6im5f0IslvQiiGOLEYIwlTgStDmTG0Otn9GND1Ycrtwou29Tg9PmQE+eXiOMHp1aWd/17v7Y9ecuNj/3xr/3Hj/EP/tYH/rth7r+bi/I7v//HfOGFG8VP3f3o+w4cOf+Rrz5+rHrvzS1u21Pl2Jlx5pcV1dAyVjMYA1EiiWJBkgln1RmGjJRYotjk7yzffu3gHSXQjQXdWNCOBe0EDCmYFJGm3HB1l50bYtIUjBW5LBFIIZBKoD3JoVM+B46E1EJN3ZdMVQXTY5J1E5pN04rtGzP2bF8hE4v8+mcanDzV5ObdHrdcZZmamuH//ZSPb5q88UbF5Zcu8OEvSZLWOD/45oyleInfu6/K1VuqvOkWg/TO8+ufqrOh1uCWKzU37W1zdGaR//DZKiKpsWezZut6zaZpyYapjHXjfcYbfSphl0a1ywvH4dBpiee5HU0IA1j3j4U0hR0bMm67KiVLPJI0wFqffuzR6/v0Irej9WMn3XqRohdJ+pGgHwv6MUSxJU4MSWpIM4sxTg6lqfv1KHHyrl6VVEPJworh6GzGDXuXufdaaCVXdoPapr/2/g/8yMNWqLkkIWsEf/Hw++/C4L/52x9luVNT33f9N9/93IEzHz1w+Hh401WWmy5f4rItfTwlWTcRkmbugo2RhKkhLvRx5t5JKvBTQawFvqfwPYnvSQI/I4wtUWKIEkMcWxop7t9TiFNBP5FEWUCShRw8UmP/QcisxeUnnTb2JPjK1XzUA7hyIzQqMFaTjNcVk03NugnYtiFi4/QKiV3i1z8zxtFjY1y/S7Fri+SSLct88+WU2cUxbtgpGW8YQr9HIAOsEqSZRFhLmsUsd0JmFz2uv7zCtbvbPPZsyPpxQTWsc/1uw9959yL//rOGl8/WWekYVtqK+WXNVLPGeKPCeGOMRjVhupaw/fqYwEvxdIpSGVK4YMIiMEaSJIq5eU2SKpJUESeKKMk/Y5kTiqQfO2Jx8YkDdhQ7YMeJIU0tSWbJ8oA8TSHOnBdvLLR6GWmWsdARnJg3aD+jWVFsX/9CtVKJfv/E8ROt9es33dCPeqf/e2DvLxzgc0f+gOlNvnryqYX3Prxv9vdUciRcjioceKbLYtvjh9/UZttGGKvX6fR89wASRZyqHODF27F5kgjiRBKlAl8LAt/9vjh3Q+I0c65IOnynGflDMWQGp7cNA3ALAUqCluB5EGhBGAiqgaRWVYxVJeNjgnUTKds3dKnXVvjMt2IefnGClYUGV29TbN/ocdnWPplY4f6nqtQ8zfS4ol7t8+JRXMf9Vks3UlxzWcLVl1hmzmfML/v0+lXeemObR1/ocfisolaRBH6Dq3YZ/tWPLvLQyz2++NAUiy3L9nUZy6uaZkMxVvOoVz1qFUsYGALfEOgMrZzUktI9A2vJd0FBaqQjjFSQpJI4FSSJJEpEvjuKfId0zFywtvuEJHWfaWZJspzB8501ySBKJSt9wWIv45JNy3zfGxa5frfi/PwkDz91OkjTP2U52nLHgTPNT/7Tf/Px7Bd/7v1/tQF+asbKE+faH1hZPfmbSW8hfOnYJAtzhtNzIc+92uTQqXm+59ZV3v36HuONGu1uQD/yiBJNlGiSPBAswB6nkiSxxKkg9oV7IKnIA0by31ewS2H9GbLMBV7G5k5J7pYIIZASlBRoXSya3I6sCBpVS7NuWD8RMT3eJrUrfOJRyUe+PMm6MOTqbYJtGz12bDJs37jMZ56wLC2FXL5BMd6AejVh9oRkbjnA3wlR4qROswmHj1uWW4aZhZDLdoTcc0Ob+x4JmaxD4Pso2eSqSwQ/9fY5PDnHFx4b55WzIetbCeuaKWM1Rb2iqFYklUAT+BB4oLV1IBcgRQnkuIXt7oVwCz93kJLMOpAmmSOGxOQEYQaEEee/z/26A3ScQpQKeqmgEwtW+yC8Hu+7d4F33drh9VcFLK+OQVrhlj0Vnnr2bCBq5j/v3iq07/t/guOZv5oAP/bKx7HW/Oixo6/8yqe+NtPYsxXuvKZJ1VM0w4RTi5LHX9zAEy9XmG/P8De/Z5ENUyG9foVWJyBKNHHilRhdlUDuPguAJ4O3zB8Y+TaaA9s4+8wWPiCOuYUQKCXQSuTBKoQBVENDvZLSrKdMN3tMja/wrYMxf/BAhUPHm+wY87hkA2zZ4LNlPezZ1qKbtth3oEFFeUyPK5p1aNYjxsdSfF8jhFtcvchnqZWw0rWsdlLmln22bahzy+VzPPBUl0NnG1SDBE/5CDHGJZsVP/zGBV63Z44/eKDOvpeaLHY06xopzWpKNZRUQkXgCQJP4nkCrSRKkduHDuUWsNbdi8yQxzVmIDeS1JLmJREDEKeuHidJHWMnacHWgn7q3p1UsNqzdOOEZqXN33znAv/g+yKEbXLszARn5+ucOu/z9EFDpbrE9uahxtET6a9fseca/z/+7uc+8rd+/Hv/6gHc2hYgf/IbX/30h77w0MLk0wcqzK+2+Ol3tOj0x4lSQ5QkGCs5vdLk1z6tOXhsnnfc0eKuayI2b/BZaVXoRz5R4uXgLqw9RZJIpyVzUDsmkiSZYyZn/Tm2MkZiLENwO2MmZ27QyiVMfM8S+oZKmFIPU8YbERunWsyudvmNz3vc//QES8s1Lp0WbFsn2LzOZ8s6wc5NfbS/wsce1hw7XWP3esl4XTJWy5Ay4uy8JdASKcBaQZxotq9r8RQZra5iuWWZXaqwe0vIe+5e5ZPf8DkxG+DpBCE8jK2RpJIbdi6z/Qda3P9slz+6f4JnTtTYPC6YqmXUwozQFwSeyG08gVbObZJSDNwEi1tkxuKclszmQC/p6qxg6tJnbjfGmSBKoZcK2qmgG0O/k7Bxqs07b1vie+/occ81kiQZZ3ZxjIWVKjMLPgdOWA7P9Pjr39tlx1SN7IUzk1W9+5ff+Y7vVe+eaf32pg1/MT75XwjAz8x0mFvyf3zfM/d/qDv31LqN4wFXb/M4PJPx6Ue6XL09JvQVlUDQDF3QMtOp8aeP+jz84grX717hA/f2eNtNEesmArr9gF7kkSSeA3laBEty8JmmubbMJFkmyIwYam0jGKgS65hbClBq6KP7niHwMypBSr0SMdXs0Et6fONFy8e/Oca+l5qM+x5XbbZsnJCsn/TZNC3Zsj5m1+ZlXjjR4/OPTjOmNNNjgkZN0KgmrHYzvvxESN23COGA1Ys077wt4ktPuhqQ1Y5hblmzZV2dd93eYd/BNgcO+9SCFCWFA7mp0o+d1v/he1bZvXGOjz3U4vFXmpxarrChIRgLLVXfEGqD74FWLncgZcHkUBhnhVQrdrbMuOrEYtdLjZMvcSYcc2eCXgr9VNLNoJdYoiihUunyA29a4v33rHL9pZbJsZCVlssit3sB3b5ygWsS8d57Ftk0UeXA8THOz2ecmH9q3TV7qx+66ea3GZuu/q7QY3+5Ad5pt3nkwDIrUfYj5w5+898+8egjk88dWuFNt2R83xsV/+GTdZ58scryksGTLsUc+pZmalwLmPaY60zxpadqPPlii09evcp77+nxllt7TI17RFFAnHpOtuQgT1NFkimyVJIaSVYCuLE5c5uhHSWEzYNKV8ehtcH3MgI/oRLE1Cs9Mnp8/VnJHz/Y5KXjY4gkYMe4ZWPTMtVUTE/4bJiSbJpO2Lahxen5Nv/pizXSqMKWLYJmXdOoQaOaILyYVq9Gs24RwlmSSSqZCBSpSWknPu1uxnJLcXa+wt5ddX76u1f45T8JODlfQ6skXxiaNA3px5INkwE3XNri6l0dXj55lo9/s8IDzzQ5t1qhFijqPtQ8i68tngKd32shRn1hA1jjFl1mBJmF1AiyHNBJ5li7lwl6BvqpJUkzTBIzEXZ5zz0rvO/eFndcaaj7Pv24ytxihU4/pNN3sVRqBNXQcOf1hst3hJxf8PnEwxG7tnR44/Uxjzz8rXW9KPi3d915Y2rtwd9fXd1Ms/mdY/PvKMCztMubr2t+z0OPPfsfPvaZBxo7p2cYC2t8/uGYS7dEdHuGyaqi1wfjuZseeJCF1kkGYfClZDmusBD7fPGpGo+83OGmr7f5u+9pccW2iOmmplFTxIlPknikWQ70TOXglmRGYqzEWicJ7CCgdH+HUhatDFqnBH6Kp2JavYT5VsK/+0zI8blxnj3QxBqfyYpg3ZRlakww2VBMNj3WT0o2TKZsnu4y2Vzm/ucMz7zS5OotgvG6pF6VNKqGWiVGeBFBoNHK/f3WQpZJepGm109IjaDdM7Q7lqWWx8xig1v3dLhl7wof+1pIZUmhZeIAaTVp5hMnkl7kMdUMed0lHV53aYen7jrHyXnJHzzQZG6lypnFAF9Jap7AL2SYdIHngMgLqUKux61wzG0EUQb9XKqQpdg0QamYjeNdrt7e5e+8p81NlxvqFY8oqbHSDvOd1qfb9+n2PKLYlRsHviH0FUsrDerViO++q8dlmwQzC+s4cmaJda/eP/mUH/yH7btuWo7j7ue/k5j8jgH8wW8d4ctn1qldy79zaX/haGNbs8OZmSahhqmK4tz5gHVj4GtXU1IAzjGsReCY1ZMZgZK0PUUrqbGcVHjgmTG+9UqXWtDnx97aYstkwo5NPW69so2WinpVA6qUlZR5AqfE3FiEtCiRuaQEKciUl49Lnj6ouW9fnZdP1YnTKnWtmK5YJmqW8ap1PnhDMzGmmWwKNkykbJrusXF6mYdfivjwfevY2NRMN6BRUzRqgno1pRJEfOtVRT/WeDUHKmsFcSoJteK63T2efLHpCp96GSstj4WVgNmFcX767bOcWVjkyeen8SQgEgyQpi7wjmJJp6cZr4c0GzVu2d3lrqu7/MAb5jl42vClfSH7DlZ49ViNVGiiSNFNFEpIhBBrAs88J2ANqbFYY/BExpgfE5Jwy/Uddm7ss2Uq5YNv6RN6ilro048Dlls+UewRxS5x1I9cJrRIHMWJzHMYkl6k8D2PrRM1lpYlUSS5dJNm3/6Ebz7/YOO6a05e+rd/8keV6R7K5Heoc/87AnCbPg6q7R945fG/9s0D4lf6q8e492bFyXNTnJnzWWlbun1nOZlc52XGRecCk3vRrrZES4FWhiAVVLWgm0q6Xkg/C+i0M37lYxOYLGb9VJ+92/pMjqW8954e29bFJInI9baEEnOT608pDUIKPvVQhReO1hBac/JclbOzVcKKYiwQNGuWRmhohFCvCMaqikZdMV7XTDZhqpmyfrLP5nUtMrvCpx5t0OvUuGyLpVFV1KuSesVQD1M8L+b+J0OirsRbBzIHU5JKahXFW2/q8chzhk4k6fQyWl3XjTSzWOWKnXXe+/oWz75c5eRSHSUNkOR62SPJFFHiEjOdvma141OvVKlVIq7Y0ufmPX1Oz61y4vwK2svYf0zzyW9WEUo5cAu55iEawIC1JEnG9nUp339Pj6lGxp7tlvWTgjTxiOMGSeqz1CocLk2cW7r9WBPF5YyoSyDFicjdLMgyRZq60t3VTsbZecOJ+YibrjzB3u07fuWxJ/Z1nz676SOf/Orz8Xvfct1fDoCfOHKSIAh2x+2zv7Ey85x86uA4mZ3njTfMMD0+xZm5CittRafvSlSLNLtKMqSQCGFyAOZVfAq8BAJlqWq3XUaZoJ9pokATmwrz3Qbf3G+wIuNz+1KkSLHWuAdliyxebpEJV8MihEQqRZpopNF4WlIPYOe0peYZqoGhGkA1ENQqknpF0ahqxuqS8QZMjqVMj0dsmm6Tscy/+3TIYy+u45JJGK/m7F2V1Csp1UpMrdqjUqkSKImSuQbHyYEk8ej3BL0oox0pOn1Du2dcy1zN58zsGHfsjfg775vlVz+pObUSIITB2gSTWZLUI04k/cij01PUe5pa6FOthFSDKmGQUK/E3HBZjO8l3HhZygfv7aJVmieBDELYUVGeS7osk0ipCDyNJaAfaRaWdA5ORZpp0kwNHa1UEcXDzGg/lvQjt/j6RVY0higuSnYzWl3D2QXD+VbEG2/sctvldf70C8/I7Xv0b2zf1np0abH/0ncCm/9/Azya+Sj+er9y8OmT735y36uiUcvYOlXj0w+uJ0pneMfNC3h6gvnlgJWOpt2VdHqKTk/m1W8FgxuksEgh0NKipcXXzs8OsyJzNtSIsRUkFTdWITHBwPaype82yFIK0EK4TKWCsGIJtSVUGYEHgXbBbiUQVHxJtSKphtoBvCZo1g0TjZTJZsS6iQ6b1i3y4fsMf/TAerY2FVN1Q6OmqFcVtSpUK25O4flFw9HzgSv1lfmiywO6fqzZucGwYapPq+/T69ucxSUrbU29ElKvNvngvXMcOz/Df/78ZrTUWAyZyUiNJUk1UazoxY4tu6Gk2tdUAo9KkLHadjGG72V4OsPzMrR0jRJSunR+sXO60hXh3sbJu1WTxzNZKYA3kjRTpJlzrgoXK06cHClS/q5uXNKNoNu39PqGbj+l3TW0uhnzq4LZXsrbb2vxPTfXeOqVGv2oy5mj+8XcfPJuEe48+g//9ad6v/rPvu+1BfgTL0/68XMr/7jdOvOPt6xry16vSj2wSCV47pDle+9YYtdmge81qAQhS56HUi7isqihThYO7FK4gEirAtS5hZUnbNIi1Z5bXJkVg0AJK0YA7jJ5LrDS0qAlaOWcBU8JPG2db6wFYSAJfUklUFRCRb0iqVctY7WMZj1lohExNd5l2/pF9r0a8bGHNjEeBqyvGxpV4cBdkdRCQy1MqVcj9h2C/QerXDptc907TJv3IsWNeyyXbevx1EtNupGl18/o9HQOco9qWKESNnn/nUvsf3WOJw9sAKswJnP3IrWkiR3Uk/QiTbVvqYSK0DcEvkfgZwTaoHWGpw1aGZQy7ggW6UqDEQ7aBZ0XwbmxeaGbdfUsmRElkIshyHON7ZJvwgE8rz3vRZZuL6PVTfPeWMtiR3B8UdKs9bnpii77Xpli/yFoRSEnZtry6r0n/s+bLq/6442xX/xViF8zgMdRX/Z6vV/4yEd//x8+/vyCv3F9SqO2zJ1XZWzdEvMfPpvwzRdS3nnzApdujTgzO45SVYwJXHYykXkixg5ur1IWlRYABz/3ZIvsW5FuN3mlnDWuYKrscY8CfJjQUTLPWCrwtGsU8PPsX+ArwsB589WKoF6xNKoZY7WUZj1icqzHpullnjzU4xd+bz2nzjTZNWVoVqFRUdQqiloItTCjEib4Xp/VvkVJhacsUg6/mEuTS5LUp1FJ6KaGbpSDoZ/R7kpWK4pqOyAM6uzYkPCv/toq/+KjkicOrMeiMNaQZYY0S4lTk0sDRS+QVCJF6EsC37ppt9rgec7v18o6gCsHbpk7Kw7kw5djcgbBuskXZpYJMuus2DTLO4iK2pZM5CAvalqKrn/X7b+4ajm3Iji1BDpsce/1sygZ8Zkn2gSqw+3X9GlWFRNV4+t03c/edftbvW6n88+qtdqfO53/5wa4SZfAdn4xWrrv76+vHQ23To7x8pGEuXbEIy9kZKLCwVOKJw+kfPXpNt/3+jb3XtfH96foRZOstJUDXd4W5mq+JVJalHQZNZeosQOAG2MHXe4W58BgGCRxCvurkCYDXS8cuJUqdgeRA1wS+BLfU4SBG8lQCSy10FCvZjSqCWP1mIlGj03TKzx5sMu/+MgUh05NsH3COSz1iqRWlY69K5ZqmFENE5Is5g+/Vkcq5Tx/MbQJjc3ZL/P44Tcv89VnYtpxQDcHeKenaHcUq4Em9AMCr8GerSn/+icW+ecfETz+0nqMlWSmSKsbkqKEOHQBXhAIQs91QPmexNd2kLHVyiCV+05SWoQEmbtYpZTnwGGxdgj2rPgsJdOyzE3cSowgy6s34yzfdfMit3bPcnwR5nt93nLLIu++s83Ne0AIn3/+Iy0sHuOVgPmlMV464vHw88fDV5cf+gc/9QNvFOcWWv9k09Sfzxv/cwP87JljWGNu+dgn9leOnVvhjquqVMMKh05Kzi1mrHZhyoN2JHh0f42nX53g2l1ttk2k3LonJUpCrC0yii6iLzp0ssyic6elGI1Q3OCC7W3B4Gu+V5HMkAKEFPlDHLK31kXdicTzpKvf8AVh4GaeVIOMWsWBu1GLaTZ6TDdX2Xewyy/87gQvn5xiy7hgslaSJqGmFrr6lUqYUgliPC/i7OI4nhIoaXJbbhhkZpkkTRUbxy1pmtBKQnqRpR+5BoJ2X1LpKkLfw/dCPD3G5VtS/vWPz/PzvwNPvrIulwomT6dnOZMbosAQxpK+rwYSzPPA006iuToVi5Y5wAugM5oMKu7tULLkRJNLl0E9ixGYPD7KBsB28b6UAs9TjDUy/vads2yY7HPNTqgFDaI4pNv3WD+mWW0HHD0dcvAEHDzT55arljHRM5VjRy+5RUjxXwbkdxLg//4jX+LjD9pqI/6cH8iEJG5yes6ydYNw2241YbWd0u5bt+3G0I0Djh/3WZ61EGumxy1FhYRLRzv2zowlU0VxlLMVbVmS5D9zMXAzZO6iSlBKMQC3km7W9lCeQOhB4BsqoaUSOP1crSQ0qjHNWo+p8VWeOdznn//2OC+enGZTUzFdM4xVBPVQUg0V1YqgErrF4VL9MU8eEHT6PqEiT5c7DV40IWRGkKSaWqi49co2+15u0E2cTOlFGd2eoh0oAl/he36un5tcsdXwS399jp/7LXj8wDoSI0mMyZulhz2YkS8JfDOomS+uWavi7eRgkcaX0hHMt8NSGeSDFH8hWwY7LKXdFqwArV1md/d2wXU7xxmrJfS6isVlTa/v3q2eZrmlmF2ynJmN2T5tqOhxDpxo8c0HP+7//M++qTp74hPd9Tv+2wd+/jcDfHHuJBPTW5q//tuf+U+d/tydzcYK33V7HV/7dLoZG6c1SvkEvqTSTelHrtsjy5xArvgCrCCKDb6n8mo+kBaMFKi8U8RYiy3kSF43Mfgs7ngJ2SLXJgNw50VGagDwQg45JvM98D1D6OcFVkFGJZcX9UrEWL3HeL3F80ci/vlvj7P/xDo2NDXTVcNYBWqhoFZRVCuK6oC9M8IgpV7t8/B+n5XVkPHxYZoccmllCu2qWDepuPfaDg8/bejFgn5sSiCXhJ4k9DSe9tG6gpSGK7ZaPvTX5/i537I8fmgdidEkmXFVf5kdMHmQyEF1oa8lWudFWFKgdHFvGHy/wSLkwrS+HZEsDIFuh+n+Aeht8XgsEkckWMWpmTEqQQbCkqXOcen23eDU5ZZlfjmh1c04t6Q5eCalVl9ifZbc+dIz536ntvGH/sarR06v7L50618swI+dPsfp8/M/VzEnP/CNZxQvnGzwtttbvOfOmPH6OEI0AB+lNIEn6fXd1mmMcxK8vElBSXFBEZC7gSK/cTmYzbACbkSS5AAvMnLFAxGyqKAb6u6iYlArXH2GtniezVPIhtDPqIQp1TChFkbUq30mxlZ59tWIf/xbUzx/bD3rmh7rqhljVZuDO2fvUFIJHPuHQUo1iElNRDsOEEriFQw+0OAir/3IHYjEo+b3XblAHDJegLyf0fVVfiSKxNMaTxcH0Fqu2mH55b8xy//xm4bHD64nMZooE8SZyVlcECaGwLP4nsDXJt+9pNvN8h3N3R8xkHRSDHfB4r6Wd8sReWjLgLcj/178v1a6WKobCeyywvOky2BnTqt3+4JWx7DUSphdTDm1ZMlkl3fd3OO7b5bse1Hw4LfmPnDPPU8fTZL05/9CGfy5F8+wYd3m7X/y6Q9f3eAEd16raFR8nnrB4/CpFf7u9y2zYdKjFykyo1BS4XuuQ8TkV+0aC0rlnNJl+Aq6GDKFGGznlmFWckjcbkcYlSXD7VbmHTpKOQbV2uIpB2xf20H1YOhluW5OqIQR440uY7U2Tx5I+ScfnuK5Y+uZHtNMVzLGQks9B3cldHZiAe5KkBH6KY1azIETloeereFLiadMvv0P+dABHJJMkRrN3TckXLqrw9FTFaarDPtLo4xuP2dhrdDaQ+VBuBCWK7fDL/3UAj//W4ZHX56mn1SIMkmcWqp5HXfguYZsXxe7l8klikSqbLDDKSlKABcjIC/qVkQBcIY/lMtvRxJsFDKxeI6uXl/lxTAO4G6n6nRTWu2UmWXwK13+3vd1maw0+dZzDZ49lOKHR7n8Enn1m7/r72638ZmTwt/ynQe4TU6ADncceuXRX+u3V79nsb3M668S+HqCRjXk9ILi4Kklbrg0oxpmRIkEC1q5E3ozM1zVBaMWDsdI9D5K0IObObipA9u8xNxlcAuLVIUtaPPMaM7a2uJrg+cZAs8Q+CmhnxIGMdUwYmKsy3K7yyMvwS/98QZeODLFVA7uZsVSrwhqoRh45c55MY69fQfwShARZxn9Xkio3CKTBWAG15YHaZkkTbXT8joiii29RJQAbvD9DN/TeJ5EK4WS3gDgCLhmp+CX/sYy//ZPUh4/OMm51Qb9mqSZWeqpJfQsQf72BhLN5nYhJYAPGXzwfUVJspSfTemHIrVWVozF/yDyP6uwElVS1MQXYy1MvogzerFrfbt+S0rcneKp41UOnEg5uRhxyxVdFha73/PQY09mG7Zf/Q+eP3TuxHV7Nn1nAf7yodOEQfXmQ4dffreMX6bu10nTmF1bIpoNn2v6klq1QRQ7rzXwDFngspWednXZBT6d/1oENnlb1QAAwzs1vGlr0D+wAvMECnbwZ7kERg5ulYM7L4v1tMEflMc6cAd+Du6JDvPLPT70h1U+/8Q0C51xpsck02EO7tDp7moeWFYCSTWwOYM77R0GMRDz4PM+y4nPZMBIPTaivKW7Bx8nmkaguef6Lk8eimknAWOJIYqdf+xHrlbd1w7gWlmU9BDSJWiwcPlWya/+3RZferLHL/7ues4sjNNrapq+oJ4aqikEiRu97Cs30MgrAs2BDhfIokGiFMsMCORij8KOgn3A9MXzFGIQuEopkGJoZ2fGxWVR3pGfZlDxLPOLdb78uEc3SlhsZfihRxQ3+drjR7hLTr17vBn8Ya/XO/Ffi9v/KoC3Ox1q1eplDz786N/7nU+9glKGd9y2wq6tXcZqCUmqyTJXyrm4UhsAzc2yBk85u2+wdZF7r2v1XuHFXvAqRN3FvG47XDB54kLl0kRLB2ytHLg9neF7Gb6XEvoJgZ9Qr/TQusvD+zN+58sN7ntsHbFpsK4hmAqdLHEWYOGTq/wtcuYus3eC1hHfeqVJN9ZsrNp8wa1l8MJ9cKnu0FPcckWP1DiA9xJBv3BD8voNTxcWp8oXTZFYdxJuqin4wBs61INz/O6XezzyyiQzSYVuKGmklpq2DuQ6j0OUzeMSm4Pc5rGCGJCFyHV5YbsC3+b5jHDPcJfNF4jMgV7+f02etEvz8dTWOgZ/7qQkM32MSUkzl2tYP5nyppv6bKw8RSgv/3vX3nTXc3HUOewH/+WRcP9FgL/4ymk++pkHGRtrbDp9/Ohdph9zbqXGxx6IePh5QWwhyiTWwFXbEu65OiWKFQjyxleL0eLCXkiGzQejQU3p9625cyM+bc4MogRsmTcyOIAXDQ0ZnjKDWozAS/C9hNCPqVb7+H6XP35A829+fx1H5yfwgpANdcFEkNEILLUAanmHfSVw2c4wTwi5+pUs3wmcPFloZXRiH18p/AFohhfjElR5oJmnu+PUo+L12dDssdKt00tEPm7NxQqel+U2n8rtTjXwr4eBq6t8/J7Xd7hx7zy/9Ad9/uj+aZbSGt3Ao+5J6trV4AQafOXqcnROBMVO44AuBjvrwDos3f+hQCyRTunZDn8uPV/EyH8rAlOTP27fk/h+xgfevMrl22KssaSpwFrFlilJs9bk+BlBrfnSXWPV9qZOZ+Vw1D5NUP+zXZX/IsCtzXjjrXfsWF548cPM7+eu60JOzghmlzzOnzf0YtezJ4VF9qAmA9ZPSjxdNBYwAm7EGoBTBri9QPOtBX7B2iOaWw7f7gGZIXOrog4jxfecJAn8iMDrcWI25T9/qcZnH53k2Ow4jarHRAjjQUY9sHnqvQC3zMEtB0mhMNfege8WTqMW8ZlvaQ6frBAqV/Y7cIoYonwwxiGv3EtSzeXb4R03tvmdr0zSqWoaiaWfWII4jxuUQWvp3A9FCeRe6WG5XWHblOSf/FCXq3ee4bfum+DYzBiLaYWOp6kpQVVbKtrJFU+JvEaHEovbYbA+Yr2OAneEiMToz6NktObnfKXb0jOuBoIbNwVcu02zaSpFCEuaSbp9zdKK5sAxybEzCQ+/fJi//RPXfPi6625/W2919b8oVf5MgM8spKyfVDz8+L4trfn9l2yfmmFjc4z1UxXOzfssrrhCmiS1KOV8YSEUWWbc+AJlh0wzAthhWricIi6Yufx7RR6+D4BdArnMa7wL66yosXDtaDmwVeo6d7yUIIjwdUQ7i/mNT/j87pc2cHaxiVEVJsYUE75lzDdUc+auDtL3Mq9TyaVJ7p0PwO277GWUxBw+E9CJA8aD3MUpgaOw3MrJnjSTJImmUdPs3BKjgj7tuE7PF1Ty+SR+Lq+8XKLowvUQ6tsEr4rpsS4//T1d3n33DL/7pRYf/tQki70aPR0SakVVCyrKEhbFZzlzazm0NYt4RoqhfBSizOSjwB0FuBj9vcWzK//enKSc4SCwRnL0tM/soltcSQqdnmVpNeP8YszZRcNyr8ttz++/pFmXW3ZeevsJayOECP58AFf2FHFUn55qik98+tPPeoGvsLLFG67pMN1scmYupNXxiF1HFb4HtYrTpb5n8PSwoGd0Bds1q9yO3IQy2GUB+pythwyeM/ZAd5u8DNSgVYbWGVplAzniezGr/ZhvvSD54wcafOrRSfpZHd/3mfQFTd9Q8y3VwFL1h+AOA0kQSIJcmrjEUO5M5AD3PZf5PH7e8sgzVeLEI6jZCwLM4jXMALoqvThReJ7m3hvbfOzrHQ6dqdEL3ajiyLP4KXiJwYsNSsk8hyCQQg6H+xQALzx2I6kGmvXNHv/H+7tcsS3ijx6o8/SBMeZ7NfrKx/M0FS0Ipau996VL3+tCqohhrkKWCGaYu7hQm5d33AtYfA27FwGtK9lwIzTSzOKtSgRuDmK7m3F2wWJ0xBtu7WBNwPL8c14/veUT84uL10b99vyfm8Hbvc1ybvb5mxfP3jd21Q7FswfX8cLxiC1Tc7zlxkW0mmCl7dOPXf+jc0ycBef81nzCUg5OSjeJMrCLG7KGxYesXQK2HDK3WzwGJQ1SWrTKUPnb1ylBEKNVwmon4bGXBL/3lQYPPDvG0modWQmpVxRNz9LwDVXPUvUtFZ+ctR1zVwJJ6CtCXxD65BV6Jge3cTuDn6J0xKtn4Oxq6BIrebPv2kC68JFdH6QDeWokcaxZ3xBctrXHi6dSuolHlM/49mMXqHsqyyVKkagBuaYzp1g8hQ2ZZK4+/Pvv7fGWm5b5xnNtPnp/g6cPNFhsV1mRPm1fu5F10vVv+tIxus6LxNz9doAfBJzC5S9GXJaLPT8uBHaxMApzIM3LoZMso9c3SOmGh8aJZbkDxxcMb7ylzxuuDHjh8BhPvJQw3//G2AffrW6+6sq9X+HPGB70ZwJc2xNBkqrf/MMvtGub1nf57rtSXnd5hasuNTTrXfoTPoGfEcWKzLhLkaKQCBaZ1x0LYZFrpMbIai8BmJGt0A6Bn7slQtoBsKVwjO3qmzOUzPALN0MmzLdTHn5B8+XH6nz+kTHmWjVEGOLVPRoaxjzXyVPxyGUHVHyRv2Vecprrbl8QFOxdAFyn+H5K6MdYm/DgswEnz1eYmhB4xcIukiflG5t3+ptBNZ6iF3lsXy+49/oun30ippN49BJB6Fn81LF4lBQyLHMavPCphRyRKe4t8xruvH471VSCiO9/Q4833bjI5x5t86XHqjz8Qp251So94dPzNdpTeFLgCZmDHLQAnUtCJWyJ0Ye274hsKQLKEsDFRQAucoArkXf+xzkR4grsogSW+or5Ljz1SoWoFXB6IeLaK9rs3XC+Jqz4zaNHz14B9P5cAH/l4Ct02j06rYj7j9Q4N99h42SP3VkXsEyMdfB0RpRo0ky68QyDi3esKvNm36FWHGXt0e3MjjB7IUUGkkTYHNRDgCtVkiJhQj/KOHQWTpxTfPxrY3zl6QZzSzWEH6IbHlUlqXuWujZUPEvFg9Bz4A49N5PQlZnK0lvk/93mIDcDkPuea087es7w4vEAPA9PDkc1DCZLlaKyIulXOCnOTXHjnK/aGbF3S4eDZ6v0QkE1FQSJJVLk1p7J2btwUwqtO9QqA589tyKNUaSpJkk9+rFHJYz40bdGvPPWFb76TIc//XqVE+dCDp6tEq8EpIGmpzVSSZfOJ69fyYGuhAOlxI7GGCPPchTcXPCzHSxQp/eH/4+xbnBTNxUs9gVWGfygx5bNK9xwleC6SwKOnow4cfwwflj9syD87QF+/twZEcX9v/elL/zh1MZJHyU8DhwOuH+xz0MvJnzop+fZu82gVJqPb1B5w68YXAAl2TFi/xWBZmk7K/S2KDpMSqCX0rU0OCsw19kyIwhSlEpJs4yZRfjaNzVHz1R4aF+Fs8sVjp6rQRCgappQK2raUtOGqs4zfNoNjg88chAXb5m/VQ5wcs2dg9vLCDzH3r5OCMOY4/Nw4EQVT47ag2WmK+rBh0VKuZNStIGlHnu397hsXZeXjqV0U496Iog0+KljNFUCuJQCIeUIk8Ow4KkYelQEs67VTJGkrgu+UYn54TdHvP7qFmeXWzz4lM+x0wFffbbKucWQrOdhpCbxFUIqhJSu6hMHalUCthpIFotaC/AysAe/bkfuy2AHwpXfRgZ6KbS7Ca/bsci/+LFldq4b5+zMJEdPhswsWpb6h6be//4f/HvnZ8798sYNm+zFcPxtAX7yyDcwJvvARHWm9uabBecXfZZXNQfOVjixpFlopVRqzpXo9QPSTOdjG/KvP8zNrPlhrcVUNL7aoU4fSBODIN+WpUEIF0B6oTsl+PhpwYvHFF/bV+Wl4z6vHA9pRSFRHIDnoxqaQEmqCqraUCn5wIEu6jSKsllXFx7kssT3Fb4v8wVgh9rby1xm0XM6P/QTrImZXZJENkBr6YI1wWjCZI0H7EY1iKGMyP1wgWZ6IkaqPp3Eo6sFQWrxk2HBmFZmkIF0EqhstOfDjnCuxIDJs/wki0zhea5xOE48un2fDeMx29Yn3LArohf3+LHjq7x0wudrT4a8eDzk2KmAJNXYQINUZKKInt0FOkki8opOUQK0GBLZGqAzIMI198XYvCUvw8QJInb1+P2+5v5vTXH4ZIXFdsbMomHd5Hyt8fXHP6C1+uX/Jgb//H0PsNhaVuP+42LXlnM8fwSuu0wSx1XuvaXPzOoif/L1Cp/6Jrzjlog7r21hrWsgmKiWNaArsLFrL8WWLl6UmdzmCRyL5xmENCAtaWzo9t3COHRW8idfC+jEiv2vhBw5HbDQ8YkyH7QPykM1FIEUVBS5FYYbZ6ZysKqiXFa4pEcZ3J7Ez2VJ4EPgk7smhTNk8L00z4gmVMKYueWMrz1eZ7UdMD4m0LKQUUOQr30VlZKDgNBIokgxNal4y619vvp0j1OrNXqedDJFg5davKTwrHOPXWbOLqQ860QO/g5j9cjfkWUpfibJtCL1VD4hzMut1ISqn/D6q1JuuSLiXXf1efW0ZP8Bj16s+KOvVTk+44Fw/nTW04DzFY0uVnH5gsXFL774coBIKbVmGcJqSuglYFLuvanLd93SBZnx65+a5sy8oVrpYbM+N+5u89zhCvqpV8QPf/d1av/T96fX3vjW/zqAa2UxtvkbH7/fv2Z1dYpzi4JPPWTpJBG7NvU5em6MfQdqZInkc48lTDdjrEm5/tKY77+36w5tTQ3TTct1VyXUgmF14BDg5YU8ZHGhLK2uYP9zmsVVQSWU7DsY8MVHQ/qJop9ozs/6GBSJ9TDCA60RgUZLia8EFen83VDl9peyrgZc2zxVDX7e8OAXfZkDcKu8R1MM2Nv3DL5fFGhlA/b2fTft6ZvPKT77RB3lawJpB2Ppyg7KxRi88MKdDpckmaLf93jnbT0+/60Wf/TgGJ00pJbrcK/Q4UnhUdtBt5AQBbCKLKMcaTlzADeD7GmqJV6m8LTT51pnDuhRRle5Qfrjoeu+umVPAiLivW/o0k/cOLcvPBrw1Cs+lVCy0FLsf9mn1ZVr4o3SziJKF49L/tUCw7XXxaxrZvlBv5b33dvn2ksSTCaZagrWjVuSBC7bvMThc122r6/Q740haHDTbkmtFl2zYarxG2nGT/9XMXjcbeNVao1n9n1yz13XdtW52QqtjmZu1fDgSx5/+GAdBFilEBrmuzDXNlibcvhsyhcfdavPphlj4yk3Xx1RrxhM5p6owF6Q2RzciNx1WOkqnn7Bo7WqkVoQWUVkFBaFKxX0QCiEUq5LRwgHZmkJpGNqX1mXjpbDGX1eDuxBw4N2jQBF43EZ3IGXFyd5Jq/Gy2WJN6xnCXSCtTFnF3ziKCQYk/h5ea4q+byidH3DXkcxOD5l2K2uiBOP8bpi61SML/r00oBeKqhoN6C+qCEpEloqL8V1uJKDv8v9HTIHtxnMHxw4NyVplKoMnWV4qco1fkqSZqjEOVOF/bp5yv27EIYrtvWJbQ+hLa1VwVMvalY7TjZdkP0pb935qssM1EK4+ZqM5pjFphJrJFposBVX22TcwbUCw/WXZtyw2/DikQrPvjjB/LJkqZ3Sy4xS4709P/y+722sLPdbzfHwzwb4yfPzaL38y1968Mwbeu1Z9u4yvO5KSTcyLCaKA+emaAYCnQeNmRXERhIZTZRB11gykWGlodXOOPdIhigG8gzSeBezLcWAgawQmKKgm+GMY5FrPykkWpB7tpZAuiSFJ/Nhk8r9us4Zz9fFiGTXUV8cvVewt2vrUvlxKAI/P9SqeBdA97XBz9P+npcQBAmnFwx/8NUaaB9PimGAOZAn4gIGLzf0FkNCHdjc+Lk48fjgW3p87uEer8zW6WQe1VQMU+vFIpIg8jN5Bn8XDO7jwFExcs0pD4LUZI7NU4nWCi/LSJTJwawH81OUdOAe5BtEPlNFGpSwiMwwWTF81+1mYPMiLhrvuR42RD7ew8UISeqT9V3/QJYp+pkiyeO5NHMzJsFJsmoY8dzRiC/uW6XbV1y2NWL3Vsu4PvGGhfkzv2yy9G/9Fxn8C19/ACGkL7MzPLF/goeej9i6OaHTFxw+UWFn01L13LCebFC477qoo0wQGUFktJslbS3Gc4xtB8xdavkYViOUcJ5vszkqJHKQ9XJ+rAOvJxj6tHI4RdWToIpCIumkSVEa6mqh8ybcvLtlCHA5CDgD3w5a2nzflAbnpHg5e/s6QcqYkzOC+VaI0JpAMiJP5HDNDq6ySPQUVt6wsrAIBBVx6jHZiNi+ocfBmYhepulnEGQCL7N4+VgNlTJwloYuhRqRCEOZIl1xU6H7M+GOdNEGbQxZJvMCNZVbr2qQHVb5JKzBW5hBos1NJSvPV6FUblE0QIjhYCHrAO4KzpyFWV7caV6b46YGux3GGEcSgV/hzqt6TDd7tHuSSzcKer0xnj80Q1j9tG/MhQvrAoDX0vNIKTg6m7FhXNGLa8yddcMZd064+uqiEmw48d9NnYqLA4kyiIwbI5AYQWolqXULYnDDS0xWxvYwjQuKoe+qhXMmVA5qmf97AXClGKSZ9aAUlJE5KAMWH4Bbuk+/ADq5NMnBXXT/5NlZB3SnT30/ISXhS9+qMDtfwRtT+IU0kXbUQVm7WY+0eolSEOiSPv3ITbB9++0dvvVCn1Ya0tWaSmqIVb6I5WhB1BBsxd9UBJpixJo0RpFZQ2bBy/9enQlSLV39jnLlADpP0rkEWp53UGYkFzFIvgmLkGYkz1G2/Ya7lhhKs5GdS+bTgYcHZLnDDVwZQ5oKsjyGU6rBdM0wEUrmlzSdHtR1zGNPLjM69ukiAP/F37yPGRneoVvfunHrBtg4GQyOkIvi4hiL4rgLd5pZPy8IivKO7jgHemBsvhW6rFRW2GIlgK/tAimPfJC5ryrzm+g8VztSCKTyLJtrbhCD5EoB7BGQa+GY/GIAz8HtF7pbF7LE5np7tJbc9xJ8L2Zm1fDskQpoH53LkyI9P2BwRlm8YDRrh+MvzGDmyHA0WpJ4XH9pxGSzx+pylW6qqCrwUrdgVWbdOykDnNxaLf4iOdLy5+ab2Jw5BUYZMuPuS5pZPC1IlXAAl0XhmhwAvPgc1uCPJuLW5jtK2B5MHbsA4JkcWJhJPu+wmNTVj/Ph+XF+RlPmjkR0hwMz6HoyZLzu2uzGH/mxa+745//gjx4TjR+6OMAbgUAp813HzmTX3blnnol6jfmVgNW2otNX9CJBL3Lnn/fy+R3dfkZPWXTsRqOp1DFsatxNSwdd8sM66NHm4TLCS8Z/qdZBDrKY5UE+RX1EIdFzcK8Z8DP4zAHuaTlovnXsnWtuzUBvF5agY+whuL1cf2udIEi479GAb71URwYaXwo3f7vUhifEaKKnjPLywx6yuAs0M6Po9T1uvbLHO17f5j/fVyfOAjqZJMwsUTrcrQY7hjB5IsasWVCjTF5OAmVa4hlLpgRaO7DrfFBoNhjxJkulyGYw7q0omxhkmcvSRKx5qKXAunB0rBWDPMBwzqEcTOjq9t3pyu4t6OYzY/qxod83dCN3Osb8qsAPu7zxDv+6lXP+d8WJeOyiDL68dJJKpf6Wffu+9kNB7xxbNswT+EuMj1UQVDm/UGO149HqKtpdSaurXNSsBEKk7kYOUuqgjAP6YI5gqcC9zNwXOIYXkSqixIiyVABUHLJUBrYDewHytQAfBbcbp7CGufOeTT9vb/N00XCQlt4JMQl/+mCDzAauuXpQi14EmKW+Rob23UCDI/LRGIVMkbkuLvSoRuDx/fd0+cMvRayYhF4W0ssEXsqAxaW0yFQM6nOcXbg2iJcla7L0PIzAKEumXed7pgyZKoYvibxysTiS0I6AXY6UUYxmq8ssbi8C8GIcyGDeoZGkqSBO85HQfUWnL2l1FKsdS6uT0u5mtHsZnb5htSs4u2zJZIqlj0oMn3ukQ19FP3TvG9780PFTp7+6c9vWUYDPLGbUqsml+17pX/LVB1O+8vhmFrqWnZs7vP2mRW69fJmVVpPF1QpLrYClVQ+lpBsFnJ/MVYBXYFEGMlnMEhzOzhhsl2vR/W1YvFyiWfaWhx0ow9kewzERo8AeDLvJga2VyJ2UErg913HvGpNtztzDAFOX2DvwYp49Ijl8LsQqDyUlvjROLomyRBkK8LUuSvF24B42QAwTMi6lfsmmhL27OjzxaoVE+fRSV97qZRadCpQoSoYFMi2yv85aG/0rRYnFxUAaZXa0fDczFp3lQM9sPhxIOsekxOLD8uVy3VBxcaL0cC/C4MVCy4aWZTEkv5hQ248l7R4stVIWVxKWW4alDsy1BYv9lFv2LvO2GxN2bghYbYdk6So7169cUvH6l+pq/NULGHyqOkfgh9y2p0W2oDm/WMObS3n5YMhjL9S5ae8SP3D3PLu3BEw2G8wu1IAKnZ5EdYo5JI5ZBAKZH2y0dhhMWXt+u5e4AOSjgzQL8EhVmjuYuycO5CIfFVGA2w29GYxsy4f/uHFmdtBpXoyTKJqTvRzcvnaJHU8798SS8MkHqywuVhCBN3B11Fr9vTbAHPHB8+lPJVYd8aaNIk40UxOC993b5tkjDaIspKt8KsZp8UHhkyQHd7FXmNwTtyU2l6VAr5CLdrDAMgO6GHIqFcrkQWbG6KDOovNeltl7WAE6MvqgBPJB3GVKwzwHDRp5vUzqmLyYd9iPDAvLKafnDWeXBR2Tsmf7Kv/onlVu3u3Rak9x/Gyds3OSI2d6nOka0nCZfm9YXDgA+P6nP45WivNzS1y6Y4WrLos5ca6GfE7z4nHBV57YyIPPdbn7mhU++KZ5dq5v0Y2nOHiiTpQYrMmBKN0fKqVAFiO8ihO9KFgrv/xvA/K1nSNFRd4IwAsGF3lNRt56JVUxpi3/1DnAcwYvPHHfK44OLDKcrjzAyyWK5xVdNEMG18odVPXKSfjEA3Ui6aOkzO3B0e81ksEUjLoopUc/BNvQTTFmKFPIPN735j6/95UuLxyrkCiPbprvGNKdiCGzsqNiXaNw4UnDIO9g15xbNBiqWXpnWe6zG5nvkgaVieG45dKItyKwHfTHfhv/uxiRbdb83SO16/nbIpDSuqK3wDLbNhxfSdixuc0Pv3mFu6+2BLrK3FKTI6drPPJ8xrG5Pp7XJzl6gFdPLgDZKMBPn15gy5bJ6p9+/D/ufOj5lMOnISEmittoU2Oq4cYmLPdqfHVflacO9dg0FeMLqImYQA8bSlV+c2XeADF6Q8sOih150GWScyAftjwNdLgcfkoxLDYajD0Y6O/hHEKVM7hzUNaAu+gw91wPp2tOtoPAsvjUOXtrnaK8mMNnNe3YB6VzeWLXlMeu2YXKFwYjetiu9cLzbpysBPKaJ9izuc8Lh2MyE9AzPmEm8KRzjmQuVQYsPvChDUWQOewJEMMMZy4ddT7U1Bgn8YwFZXJQK5lnZu1wEu2g4bs41KpcAn0hcxe/Yi8CcFtItPzXBfkM92rGVDPhuiuWUF6LLZOGyUaVheU65/JDgrdt6PLD71igE0uSqMrsYoqsNnf+1E/+zeqv/NOf6k5Or3cAF9lRVhfOvbnWGP+58wsRWRJi04BQwljNNd1aC+sjw7q2YK5V5eTJGvXAsqFpEBXnLw9AmK/YtZJkxP9eM6y+vLGVgeFGFxRMLkoavDxck1KNdNHxMhxRVnjhupAmObgdgO2FDD4YGF92TlzD8lLb8P9+us5iL8zlyTC5M2xRu8g8kYsyW2nbNkOHwQxOU3B1Io2q5mfe0+YbzzZYjHxiqelJiT/ooSwvLjfUdNjLagZltBaTg9tgkSPOilIiB7bN3ZQ8rjGCbDBrRuSsLXKJUr5Oe9HrHchRK9bgYOiolaVTMXLE8yxjVcP6yYBqKOj2PQ6dqLK06tPtuyrJWqhp1n0CAUKB5/UZn27+3BPPHHgsiXufGzD4zLlnWfR8dHqCGy9JWWo3wOYXlQPH5i1Es4vuPJxuZNw4Xjlcr8U2WYB0EFgMQD1k7/Kvrb0rA++Y0Vl5A/Dk0mRw0we6e/SzOM66yGIW87G9ErgHjO0NZ6d4Kh81oRx7a5XiqQTfj/n4gx4vH62A9JBSEpTbusSoBi8u5NtWE5Ye+IizkYM8Na7lLE09rrqky/e8vsXvfSXE6ICe9AmkGCZ9ZOGkFAHfKJOLMpMPCEgOJJIuvocqpEM+LyUf3q9EAXQxkEEjzchceJ1lGTYkPHHBtQ+ee3mntpY0Eyy3Ajo9TbfvcfxcyMyCoB8XakGjlXYEiODEbMT47FkuXZbEeaOwBlhaHUd7PivtRSbGzrNrS4ZS7qRba4fbUqOacvx8zIlvuqP63FB1MeJolOsviqscgtrmK1aOBJoXkymjwYsY0eBDgF8M5HLA2sNED7k8KaoK14A7P+3YKw0IGjgneWVdGMQsrxq+8FCdhdUAQm+NPPn2EqWokV775AdbNSUno9yJk0uUJNWMNxTf/YYun/9Wn8VOQKw0vUzm9qQYNgmXRmoMA1xXjmrLXT+YC6WCzQNN5Sb9Gul0uZRgivs+skOVns+AlNZc5oDYLMXJd2bEWVmT+8gdmqJJI04kgWcwROw7YDlx1qNRGTayG+NOmlBK4OuUK/aEbFk3RhRFDuAHDx5hYnxix5NPPfV3nnllhsu2rbJueoleX7N7XUazVnSiGM4uphx9yefs8iQTfpkZh1bcoLpt7TaFADs6JXYI8FLmp2ADhuxXyJNCmgzYXA47W9zoMYGWspToGb69YmTZCLhLIC9Jk8ISLKSJVim+F3P8hODVkyGGACG1O2BV2GHCZcRBEYOpUMW1DO/FGlYryRM7SPjkB0AZSZppsJrLt8dcsrHP4sEKNvMdi2di0DepBsFeTg7kweZgXoUZkgvumRa1+4PnInMGz0Gd5RLQSMfaJpeMcrBLrBkPsWaXgmIwpxgMPRrKkjWkli8gN/5NIlNQ0smRDZNdtm1Z4qljDV48UwHrrm2sZti0PqPbNuyYSgjFcTZNXf539lxx+/NnTx89oSfG+oR+a8Ouzd23HB4/w5efCjl2NsOkKffenLJrc4bA0OrBl56sc+JMnbqWVAKTl5vmnrIayoMyg5W3KSdXRsfs2pJGKTQYJXAPO7fFqESRpRngavipc7uw+PR0PsZNUwoiR4Gt9Rp5os2gO9+NoEhQKuVLT9Q4PF8BfyhPyu6JWMPe5am5F3sNWtcGD36tm1Iqo401u6Zi3n5rl6deqYLxSTOnxb0sv95sVCqVZzc65shBTo4i677lEOiOtYtPI111sjGO0YV0uQ1pRvsph930bmENenjWkFl5rvjaA8MKZ8ZIUcqnSJRQdPuGWiXgfXf3uWHPHPfv82n1FFjBpVtS3nxTQppIDp+p8ZXHl5nYEr9lclNnw2orPqFXuwIjBWfmBS+8qlheCCGSSGt48Am437g6k8wIslTRDGCqbvIpq/kZMHn6Wysx8EmH69KOgHlQh7HGVSlW9PBGiTVb/TColCVwuzhBOj9YjYLbSZO80jCXIm6cm83nFRaf2WASlvvMg8tce1eqEU8cknzumzV6fR+qGi0FnigFl+IiAea3YTZg5PqNLafR1yR88oAzSTVjdc277u7zlW912XfIx9Y0vSzAF86mHO4ignICpgD3AOzWAAKrnFQxSgwTQWo4AsRIgcrZPDPDw7yKLG3ZGlxbjlB+poNrNKV/N6PytHjeSjqZlCmByYNhITRSVJkYk+zZ2OOSd6ZkBncQbVpDpgoPyfoxuHFPyuZpQ+Bb6hWLTmJLHBnSRBPqMa7d6WOtK2pZ6WTMLWe0eq7M0tfDuSGhLwfg9ryh9+wufqjBR05msMPTG0xOXQWrjyTAcpSXPXAnS8SIVJFqmGBSJVAXtSlD/T0Et1fMCS/AXcwwVIXmLgJL9+n7MUmc8ZXHq7xyqgqeh5AqB5UdTNUaTIAqMXmZwItAbESDU9rRzEW88DV2YRxrrtiW8tbbO+w/USFKfTLp0TMKP8vvQVZIlVGQi6zE5FhI10iJHMjWGqwSyFLWU+UJtQKYI8OApBiQ0gitXSyINiUWN8N8yOD+FHmUzMVP2eDoQqfH+7GiEgR4nsEYQavjMbvksdySJHlDTZYlkGmy1JClFv30k18AocjSVe66MaJZy0hSV1h1dk7y3EE3mwPIhbzI66ZdHXUxzF6V2LvQ4LYEcOd1FvXIFiNtCfjiAh0ui6h8sBUOA9iyRVgAvGDtQeFVMVhSM8LcQ9Yu9HY5oWOGIFcpWiUEfsxLJwVf/VaVbs+HmocSYjgFalBCcJEsZulejLA3w5jEBV52hM3NQI/LkQKsOPGo12PeelvE5x/us/9YANqnbyR+SYvLbBgAyjULzZZAbtMc3Mr9N1UCvFT5ZxGASlC5hJS2dI3mwgVdZu8yqE05s22Gp0IMNHjJAtYKdCpIEkGcuLM3u77C9zRauR1opS159lDGuYWYXgRJZqmGCT3zGNMvvEiSZOhXT8ziacnMcsRCu8d339Zh7/aM5w97PHV0glY7oB6KkYOMvOKEhjz9XRQ3XTDFqfTQMkNeezA8HtAxui1pMkvBc4MMoBgummGauOzcDIF9AbjVcEZ4ccKDyqWJUrl7kksSrYrPXHvnXTupzbjvsQqPvFSB0HWV+1LgC3uRwHI0PS9GfiigXdKnZalSSARD6cg+MQg0Cy0e9T3uuqrL2+/o8vLJkDT1sFLRE9pp8eL7GBBGIDKniBMx/LtFob/VkEIH30VZrBUoK7B5XGOtdFnpgljsqBW6dnzbiHtiyY8eHI5MzjK3gw+f/ZDYhBiaB1oJIuVKLlyTis1x6CYcTIwl3LB3gaXnMg6c99m7I+YtN2ZkmaLTi5AyQ2eZwteSdluzb3+d46dq1GsZnY4gjjQ7pgX1qqYSyJyxi2P4xEDvSjWs9BtaU0NtmeXHyyUSpBHIjEGdijBD9rYlFTfwwUu6dghwRgFegLzoV8xPddBrwF0Ek2owdbaYY1iAeyhNtHJjlp8/IfnEg3XAd963UIOxZrqYjVg8mMF3F4PvP7ieC2X4mu6e0hF9VmKsKUkV4ZI+mRv3YK3m++/p8bXH+zx91E0SSISiZwReVl50Nt8JLSIrbNdCUliKkHAE4FY4kOeMbgFlDVYO4wRph/kJKcCsiTXKAC+OazE5sIuTHYYgH8qZIYuXzliSw2RdUcsfeIJK6M4d2rujwiWbI1pdy1jVY7qpePGYOxol8Ax6rOoOhLpko6YqA5bbbjb11ATuyI6qzI+GLpoG8oZXVZSGlkd52RH2Lrba1LiDQmXqzp4vHntxQRcz/KFcf1KyBsXFwG2HGlxeyNw6nwhVvAvnZMjcZjCs04HcWYRJlvLQvgovHqm4yizpgku/ZA2WC8FGD3EaHXpf/smuAcEw8C4Fm4UmtwJj3PHdhS8exR5XXtLnrpu7vHyyQi+LsULTFx6+yNPsxiIzkU/vLfT3ENiuXKMkV0Zig4LNHclba5E2d8iKRE0OQvttgumy9h4AO7UkWZYPvXeNM+VT9AbytOTQjFjBRVZaS8KeoNvzWFydpFHN8LRlaVnyzCsZvUSBUPQjiz4238XiMj7jTc3GKU1qXNDkqWGnS7GtD5pdS4MlZXkEmygenHs4BbhjmY82KF38iCxZE6SI3A4cqSK8GMBLDbhqrSxZw+Kjv1YCth6VJo69Yw6fF3z0K3WixIOqB1Lh5YVVOt+xCv094pyUgf1n0Pdohm+Y+TWmXIg0rJkeanFNLZD8yFu73PdIjUNnPVAxxkh6RqGzPOlDHmxmQ0+8YPJRVV48tIKxy0C1Tq7k37GYBmulW5DFc/p2PnghRbLMkqaGJLXEift0p1kPj3IvE5xYk8UuyK6woj0t8DzXjVW4d1km8HTKjq0dmnU30FP/y7/3Y+uffPbQP/3Kg08wXhdsmMjrfQcztxlxCijp5JFxxwXIB+zkimjcCQYyP83Y5ImLUtRc2iaLqxtJz5eYW44w9yiwVUmarAW4p00J0GZEb2tl8g7yAuhuHFxsUz7zYI3nD+faW2iUkDl755nLNd+vXD1YaNMRfAsxoO+CxU2JxYdlxXkDhDWDUQ8mk2TKgdwYTdz3uf6yHu+5p8O//xOfXqaxQhMbSU8IdObALbPSrMCsxOQlkBe5CDt4EkN7V+Xfr/i00uZ1LGCLGiFbXtj5nzkguoLJXXdXkp9dH8WudzfN7OD8ppG9Ttg19y7/s4scQ6kHoLzTTzWh1/GY2nDbP50Yv+Kn9OnTh5rSzr3tkk1L3LzXMD1uB21EbiqVGGHkrMi2lWpMyjtwOZwyg3SrQiv3YKKkuJml/zVf+heUycoLAT5YcGWgF5Zg/vMIwL8tuIsG22wIdunA7euYV89JPvaNKkgNwrG3luTZywszl+VAs0hODeSWGGW3wX0rva0Z3uPhacKl3sV8WqwDutPjNlO8/94un32oyoEz7juaTNMXCk8I17BQbPnGDoJ2BmRUYvJCuuRRn7UStQb4A5AXmpyc0UuyYjBAtdidS9dtjDt0qpOfgB2nkGaloquL7AKDnaCQO0WsUhACgjh15oUxGRvHY6Ksh2y03laPTjc1tsPSapevPxNzbE6ggpR2O+PqXRHvuDVCK0WaKnyt8LSmH2niROfDNl0atfwaqQnOdXiSaFq+T5xIlltqcJa5yZ/0SFJnRNMyOGt+GFjab6u9RySKzGXIGtCrHOhKGZTO54nn6XiVW4OZSvniYzUOHC60t4cUEl8UXf7D2uhBBnPgf69NXV9Mn5RvUVFlVzr4tuyJF2w+0rMpyYybLXjFpX3eeUeHox8LiI0GmZAWLC5AmVxC5Xo8pSiFKB06MGJ7lX4ufUenTy6sGyKPPQbPkWEGd1CApXBOjDT0E1hqQ6sviTNG2PtiMqcIUmMj6KbQjXGHiHkJaeok5Xfd1ueqnQmttqbiKbZNGlrErHYj9NnFKr20Tr02weMvSOZXDZ3Y8qWnDL/71ZgsS0mzlDde3+ZtN7a4dLNly5RHpxeQZNoB3A5ZQA3mdAy7rpMUgpbPvoMb6LQdwF1afnQozoC5y5q70N2qqEkeBbdrNr4IuLUZ0dpe2QYsToGQw7fKjzrxvYRj5yX/8TMN+tKBuwgui9T8cHJVyf+mxNxrGPvPclBG0tmmlK4fyWiurU9RmNxRCTLF33xXh08/VOPoOQ0yBhSx8AZSZVhZKAYMe+G3WWtlDiNOCyVwj/43Cv1dVJGK0ml6+X3Qomj41vh+l/2nDXMdTZS6Ci4pxCBgHzRs52sstYLIWKJ+yvb1ba69rMPbb+5yz3UJaeqTpJrphiL0NVHsM7cU8MLhjLFpy/pGho4SS7tnmF8xNEPJ+rokSaGXSDp9TS8WtGPBn3xtkt//csQ775zjZ9+/zI4NfSrGJzMyPyXX9QNi3eSjVs+ysGpJDPz+/Q1OLWhmzmVcvjGmGqrcbpT5COCcRcTwZhUDTJUgb02zIxJlLbhVCdzDfzf5MBsz8vPQ7zYD3e2ck4RWZPjPn29wdi5wI+KkhxAyDy5L3f1rve8RD1wMHrb4Mwh8RKXYoRQYKcAqdaKPdPtI56ikqceWdX3++ve0+KWPeqwmbuqRyeRAqshcjwusSwIVLF4+VaME8rVB6DBVWTZyHaNjig8xaHAprrmcp/A11CqCPdsTrtm7yLmlmD/4aoU481la8Wl3PTLpdiiEdBlSaTHGEBCxd8sK/9v3r/Ddtyv6UY1eNE4fj27qc27Ooxdp0lTieRmT4x38Cq6R5a7rFzm7fpXWTMb8Sg2t3dyJTi+j3c3o9i39xNCLBXOdCp95ZDP7Xtb8h380w1tv7pEl0o0OziDO4MVDiplFzTNHQr70lOsj7HerNAPNnvWGdi9DCghRgxtsC8uQEmOXmLwAty7p77XgHmVygy4Ooipm+BXglmbomKiyNEnRfsKnvhbw4U82iIznKrWEcpnL0qAhJe2IlCqXE5Sj/j+Lw9cmQ0Z86IuwuPPGh61dQ1fFzT7/6fd2ePVUwO9+wQOVgFADqaIEDuSsrVMpsXEJ5APAj1zDGmYvg9w6oBeWL1YMJJuSDtyVwNKoZmBD7r6qSqOW8kP3LJPZhAee0jx3RHN20eflQ25Uc5RJZpYkJJa7b13l3/3DFdY1mpydnWK5XaHb1/QjRaen3KSHHiSJxdMBp+cFqgFBNUU/d3CShQXQnuL11yX4GjqR5Oysx9l5RSc/RS3LYLoLcQqhBy+8qohSN0TmUw9UmFvyiK3Hi0eqzMyHyNDD8z0qnmRjwzJVcUMsrS0CAos1FlvKJYsSKw5195C55bcBd/nI7uKkNT1g8Zypc2nidPeQyVUOcM9LWFqxfPobVZYjz2lv4epOvFJwWSy+i9qDlN5i9OcR1rYX4mpYmz2cQjAYr2yHToqRuUQxhizLyKSTKmN+xrvv7fDZRysstp0PjHBSpV+AXJTLXAvBIS5ww8TF5MpgMYyCvFgMQjq9PPBpbImw5NCJixLF7GKNfqwYq4XUwogffkufn/zeiPPzPV4+JkmtYW5J8qmvhRgLuy9JiBLBwkqVQyfHaXU8ksyN5m734OxcxrmFlG7f4nuCTVOGq7YFjI9X0VgIvIyJZhsVpng+NANFpzfOaqdGGCikKGq/Dddd2eaeW5c4esbyd39pHfPdgG4/wBoflI8OJbUpSUVCTUPDN9QCSy2w+LqoF2ewHQ+6QRgdCVEUv6+1BS8G7qE1aEqfZRY3A5AXlmABbCWde+JVE+77Zsi+F6uYkvaWQhDkdd/lpoa19uDFCq1GfK6LuQNla64AueFC9i5OgrASVTp7R+W+eJp5aJNyy5Ux77i5yx/c5+csrjHCSRWVW7IylyBijeS42Niz4eob2oZ65GKKvIcgH03oLEcrKHsPxZ+dGUGUSDp9HwSkmSL0fTrdEM9LqAQJd12boPP54O++a5WlnuFf/dYYf/tXJrj72homKnpt3T1PM1jpJiz2O2Q2w2BZ7GrixCCx6NWOZG5R8fiLHkt9545MVmC6LmjWYbIuqYaWWmiYGk/YuzNi/XrLF78VMLtao2drqKrvsktyePaiO03BTYuq+JaK7wq0lMpLXUX5YNFR1pZl/V12TvJzNy8At7QlF8UMh0bm8/X0CGOXJYqTKYGfcPSU5KP31Zhp55ktqRHSae9y5lJdcKRheUSEGOxEI0D/dhgvLMKyTBkpJ/42NeJGoIwsDa90M1TW1zN+9Ls6PPZCyNE5BSIGIUmFdCyOLcmp0qgHM9xxiprukW8rrMvHA5kolmb+5xg7fIYWhCmSQMX3L3x91yEWxRIl3TIx+VHmkefh65R+lNLuDgcsVSsRU/Uel2/L+IMHxjg52+CaLQmTjZRq6M4urVcVV+1S3PU6yVg9JjOG2QXYOGkYqxp0nEqkVExUq/T7HqkVaNzhS5NNmBxLaVRTxmoxU80u0+Mr7H8V7n98nJ5oUKn61PJDRSsqy0f8ko9Dc829oe/qBwI9bIwY1HUPKgNHLcJhImeYxFGFSzM4trvM5jmwizoUuSbAlGYNuFOUdNIkygz/6eN1Hnm2CtrLvW+NFG4khCottiLSv0B/MwrqoVwRFwV3uQ7FSdgSsCnkyvCcnSGjy8E7MxJpFDJTpEKTSs1d18f81PtX+YXf9HKXwgVtsfCQFFKl3AqYD1YaSJFh0DkMlhnWsZiLBKPCFXcVhpox7vcWLW9ZfkxgmgqiROUJQ+0mE6f56GqtS62CKZ6XkqSaZk3yllsiPv3YKs8ernIscKO8GxVDo5K50+N8jYmbZP0GqTGsLEds3JAHmbu2LHNKtpGB4Ja9PpmxBD40qpbxesx4I2asFjHZ7NCotXj5VJ//52OTHDw7zVjVo+lB1csItbPQPF2c6TgcOO97w86fYpRDGeTDyVQlxi5LFLGWuRnR3iNaPAe0LIFclQJLNy01zedep/hBwlef1nz2kRpR7ENFO4BLN4PcEzZvbCidLlZOPl3gopSdkyFALrbzDz6si85sUTpr8pYx45pRLmRvF2TKzI04dprcsXi1mvHuO3s88HCPrz2tQSdgFFZIIvIEUFmPk9er5F9UlDKIWd7uNpwEN9TgQrhhqpi8N7K0wE2u5R24BWnmMo5JBiIBgcoXr84HuUpirUr9sBovTUlTjTGKnRskP/uBFf71H0sOnJpkueezoWEZr1i6UUKrazg77w4vMEbRrMfMtVNWDOgoqhKoHnu3xWyeckXmvmeohQ7YjVqXStjl6LmYX/9cwCce2cpSq0EzVIwHlopn3PkxBaiLBl/pRqNpLfCVwPPEoNx2WGKbD+tZk8xRRYViKVOp1GjAMuKaSDMCZrVGd6syuAcWoWPvlY7lvscqHDofuG1HeAP29vO6k5EptnK0avLi3Tulpo9vA+5BsFlmcyht7Xbkvw+1uCxVG5ZY3CikcU0RezbEvOP1HfYdDFiN8osQEoOgJ+SgOVkOEj5l9h7+PJjUVF6oplTXwnBBZ8IOJEqWA9yVZDgpmkggEYMLMlZhMoGXWpK8FNY1pqi8GE4Te1meVNTcdmWPP/r5RT79SJuPP9zk5JkmM22P8RaMVwz1MCPQbujrWN1janNAs+GhXznjsbykWJkx7FgfsWNTRCXokZqYdj/my09b7ttX48T5SU6cq+P7mg1VqPsZFe3m+ukC2OVOdlmUOA6bkosack/LwZHURZtZmb0L1h5WLJaALu1Qi+eMPZh+OmDyoQZ3B8UOwa1UipRO4xmb8dH7Knz4Mw2s0KCG7O2JXHsXdd9rgsuLuSeUQV6SKn/Wa7Q/tRx4rpmlLYufGdSHK2EGzkpmFMq4LVupjJ9+V5cj5zw+/FlNkg2lSmokfcHAFxcF2HP5UWhrIyzZYBFbshKTZ4OsZb4ojAP68PfngBciL48d3dWsLQ5PUCSZxUtlnpiTg+ScpxWRNvixIoo9wsCnFob89e/q8qYbFjk+u8QXn6zx5Mt1TrZD7JKm4Qu2TcHubSlX7OgzOdFDbx7PaEioZRIjezx5qMXsquXQWZ+v7pug2w/JjEfTh23jjrHDYiKUKub/FR015fFpwzmBWhbSZNggoVVpuEzRiVPS3VKV3ZNha9jAEhzMrx4GkUqWAkyZDTzv4jiOcjms7yccOS/43MM1Op2iWlDnzkmJvcXwlN8LisDEkKEuCvj/xtcI0PMGg6Lh116Q8HGuijTF2wWb0miS2FCvZ7zr7i5febTCkfPSuSpGYpFEwp2SrChkyoUWZ1mKFEw+mHZQWtAIS1aWLeXFLQwiK05hHtqHxgjXd5m5Z58ogU7E8HnqMtA1XW3wPY+WFxL6NcarMbdfEXPr5TG9eJavPqU4dDZgdiXk/EyDU7Oa0zMBURqgq6HP3ILigecMX3o+4NTZgNkln2qoaAaWjePgKzM84UuX2FkV5YvD4vTBOIfSrw87NORAf5dHOowGk6PAlqVPXdLaxbzqkSCzFGxqaZDF2TKlo76ldCCPEsMD+6p847mKGw4uCnmSs3fekjbYQUrz+Iad/qWuclFi7ovo8m8H5gtZPGdsZUfkyiDYlJLM2twutM4XL7G4zAxSKJK+5t7rYt54S4/TX/aIsryYQLgDeyPhTjAe7EqmlNI3a+RXoclLCzcrnJXCVcnZupAyAgdgkXfxD0uB86ZiI0hHOrLEqKGgLEqqUlWoHvbWFpN/tTvO8S03pLz7jojZ5YTDZ9v0e5JGU6A9D33N3u0rcRx/ZdNY/XuXW5ZLpiy7JvNjsgUjvZZSyGGN9qBtbFiqWHTfuE852gU/MmJtcK7UoL1sAKRS8Fj8u1wD+iGYh4CWxXEbuRUoS5WCSg7LYLVKUEHCI0/7/JuPjJFZPXROZJ61lOCJ4tiUC71vcZGfizngaxM7Bd1dUE1YAvoA5IWTQgnY5XT9RSxDYySZlMhMIoUiEwZpNUlqCIKMf/zXWhw64/HwUwoTFFJFkBmPPsOAc5i6z6ULjPxMIVVyULtFMFwUmXEXKoRrcBhZzORjKWRRU5OPuBgQICUM2cHUsnLMNcge52QjZNlsMK6zyEDct/T7ihoTXwmqW1f0r//en86mmfjFS3fZ762pmIPHQ5JUDjvk5WCRlrqgy3PpSo3GA9YSg/klzlYTpalIpR5KNcrcgzprVfpvF7B5cXaMGXnrsu+d624tzQi4lXTy5PS84MOfq3PiXAiVwhbM2bvsew+KvUbrTy7o2vk2EmWwjQ82dbHmwReadNibOAw0i1ELdiBTClBb6dwUaSSZMe5TDqWKyQyZ0CSJx85NMT/9vS2OHfc4uSxzG8NJlURo+kYMjuF2RWOlINIMgV+AerQfgFy3DxdCVpI35cB5OEjIIE1BjKOdWqN4Ku+SpSkNDCsvy0SjpDsv6oUTMZvXxxj92C+ePv3YrP7Sk32STLB+LGXvRkvFV0xPSAKv6NxxW02av7Ns6N0OHp0Y1l78f+29d7xeZ3Xn+32e3d96+tE5ko6qJUu2XOSOjW2MMSUhYWiByeSm3WQSknzSLoQkk8l8MkMSMjMQMgkkEJrpmGIwxjYGgw0uuIHcLUtWs/qRTnvrLs9z/3h2e49ESQKB5N7tz+tT9Z63/Pbav/Vba/3W8mTrlP7uMtBloY7kTVJ5olkCtVVOIAfL89n3szV3+fCCzFbgxcg8yYxI3ITrv1DnxjsraN8yFUtRit4im9hJdfcBWbBki7YczKlyIIQcoCqcAulTQb68wKOWU5a0hD8wziazrWkpVVESJcqqiiJRNnFH8Yqrejy5p8Vfvc8mzLzvkKl0KNMK5+C8pii/t8oAWOXPVeebz5Llz2b5lSqtbso0Uc6u9IO1g0E5tUjUy00DRj41Sau5aWVQbklwHUm9Ktm6NuGSbUusnYrohhL7grUVM7EhFI1AMT0OzVqC7yU46exSGJldKe2eRRgZ4d5cWk/PLU95P1MgZHObp7TB5kWc76JvZ3sal6kky6O4zKXCsjwYY1kRthXzlYdcPnBrlX6SViyFnVYtTUm+vKk4K4qU+9OLXpnTGPyUyjqD/50StvPPy30pRZ9KOl0vs7UvhZKSKyoZJxelaC6sdPGARiYKY5ij8JyEX3hJm/secfnKDgNsw8clSjj0tcBWha+hSMErVKnbMIvgadJZfk4i61VRxRPMpoDy4WMBUuv0vsv96IPP/3RTNJl3jFIQxopuT+UDEwKj4HmuoFGTTA5L9h0Y4+ScJE409qoxiBLJaKPL2esWqFdcHDvB90IcO0IITbfnceREg+NzAd2+SHvAs4tQQV8GzRyXPdZyRC9FxIJjlUrxy6hJwbHTLWZyEPRWOqFTjuA5H5ex6TWxIzohvOV9DfYc8tCOnYMbaZueZanzaZ1y7/mAHVp2NRIM2MqVk8xT9O9lnw84ejFIS4rKZskwXulcSck5uJAGyDKL4BolVFHlFJmyYhOHCeumQv7LLy1y35s8Wr1UIkodNWNsIx2qNIcqRfNie5ogLnWEJxRFoCSP+qVORFnQlGykTarsKne6KF8e39O5C1Y5cCplNvodX9QcWIBuGBtaaVnUbHDthGoQEhKwctyhHyrsLWc0sSybxUWYW5pl7colDp7s839uqnD4pIfjmhLveTMx29YO7mTJjvKQrGnlTMetTgf0cjTPSu55G2wxoVMkl2XNu6AiRcVSlb5XBnfGuRNsJyJSir/7TI1vPx2ghTMAbpkmlq4oSZWipJycZvh5Oe9ernsP8O/8pRIDv3NqHwpky6lk6WflhbFKiALsWaIpTGVTCGmibiIRaTQXiUIKG6kU522KeMMrl/jrT0rCJKUqpuxIqCwEpl8l490mzhfRViCMvp31rqhMIsze11MHJzQanUZsteyCn8uGKXjNzqDCJGpgIXbKxaNYcPk5S2za0EOIBN+LOTqveP8tdQ7N1jl/QmB7DRbCBkrF2Bde8nI8r8ahAzv45jf38Tef9bnn8THaSy41D2qeYKQuUZFDrw+1iukXsKxigj7Rhb1WHBs726xvubyHZnA0qdgSMDiKVmzxOkUGLFMXWWqkkoUMaJULOyk1cYKYr97v8v5P11nsOkYWzDoGs7XgQucRPFNOColw+YSRGIjkRZ5xel/Cokcl7bRbxlQKsIsc7WULCZm96bK010YKhF4WxUX20UIlOi22KISyEbGi5it++VVtHn7C5cv3W1ApqIpGECLpZeAWaedhCdBSAKpEL7Kf61Ikz4Ftwq7QAr0samcRWZfAbbxzTPUzVuSWEhn7kWlfedUXwDCuVow0ImpBxBkrQrat7nPfUyd5+Kkq55x9CZdsP4vFVhs7TBwc4XCyZXHfoz5H56qsaUiqEwLfFVR9SbNusWJUUw0iGtUI34tx7AQpTP+EWeAp8yWeYWzAni0Xyiy79LIoXvDxbJmSHqAlA9E7W0ZaaqrKJcJ0vlIu4962HWPZMU/vtXjXp+rsnnPTIYasHdZ4wnhZv3fet7yMe58uuTxFSSky/QHh5LscetmbnUczLZADBqUlGwlheui1EmhhbnkUF9Jw8CzZzQpAiQkYcaRZNxTy669eYt8xh12HJNoR5szB8PGeFkglCkOj0/DxhOIETtLInc/V5rKJ4XBSpRG8FNhN64EuTKGUAXYUG15tboIwHUi2hCks+q45YQ8flySJy1DdoxpoAk9TDRLOWh0SWF0mxxIqFdMYbI82Yjw/Ye1Un6vOUxw9EeSRynFEPokxVI8YbfYZaXTxvRDbiiHVN+PEpdXxWOq4dPsOMjRjb7EsorlKG/hLrz5olAAAVM5JREFUbslF0ikK5eQUBeU0n5d3p2dFncGGqhhLRrhexLElzVve1+Bzd9bQjlOU44WNSAeJPalLq8IHuwfz7kYxGLHl6SI1Blj5Ccz3RvryfpRyC60q3WQe1YvqZuaClUVxoXXOz000t0iUQgiLJE06HZnw01f1WOot8Ka/tji2KMEL0yRREmPl+niWDJp8o9R/khZ1RJp4JnmkLz1jaR4LpQCRPd+yN2Gm0EWJph9BNxTMdwXzPUGozWpKicCRkqoD431NGMe0uopaIPE9mXao2kjpsOtQRHMlrJ6BhUWw48TC1t7RMHRvXzU1+qIVowtYlkBgoxF4TkK9GjE21EGILt2wz3w35oEnbY4tGLP555/dYWrYR4hGyr3tlGebgdI4kSQCwx9VSVwpRfBC7C9PresBIA8oJwPDC0mJoqRtsHZMRMLN9wbc8WC16DXJo7ehJp4cHEUrJ5iy9HlRnh+0LcupSpmiFD2nCPF9gFsPtsoqQGaJfH7TeXTPTEyTrN6QKilCyDR6a7P1WGmEykYDLfN1bFwFrrmwx09c1uYjt5krbiYdgiASVqqP69wEtbyDJ3uOSui8izApVT9VOvyQTbOdwrdTWhKnvigG4NCPBXNdyckwZmqixZXntLAtxfF5m/ufrBAlDvsXPJ6bt5ioaxpBgm/HZrhCJGilGRkdpeK5tzfrwdEw7GNPrdzCTbd8cp+Uwd/2xfiL9hzcC8Llmu0wUjfacTcM+ebTgj1HJfc8WqWvbHY8E3CiZeNYmku3tLn2/A4/eXGcl1ZBpRFOZm9ZLs4P9BmXaEBuAyfL6sqg9p3RFFueThJME0s7IhExX7jL46/e3+TgCXeQd5epiSD1GiyNopWi+GDfyfegJ6UMUywvX34XkJfqZ4NKSj5AYIAtlNm0kEVpKRWJNlzccO8semeqikYlFoqUtiQaKWzCvmL1SMgf/OIiiz2Lz39DECWi4ONKGH1cZO5Yad6RqiAy6xhUpYKQMBE5ozSZGqLSdoCBK1OJksSqqLHECVh2ws9dfZwXndflki0JtoS5Vo8duztESvONx3yePeLx4FMV9s+72MJhuKG57oI23W7IxvVrGa0u/e1993xp30+8/GfTHT0LXVw3Ye8+ePqZcbasF9j2IT5+p+KZQy6tfoN7H6+gIptOx8V3BKMBrGyYhGzuuMdDj9U5d41muCaRwtgUZ5twlbbSPoWi8Ftc3jVliwl5Ch0plJNTIrm1vFMw7fF2I/adELz/c3V2Puub2TnppNF7kJpkNmxZUSfT4zMenu/dkUX0Xt5RWO5HyaJ6KYgXhxgENsuAnUXuDAQyvSMTEVNlRZlxMKWzYovIgZ21qQohjV1bvonYRG8DdAXY9Huazev6/MJPL/Hg4w77ZlNVJT1TlXDoq6whS+QVzrzamb1/qvioUg6e35YrK6KI4kkataOYdD+m6UpdO6S5dEOd8doQT++RWJbCc2POXhMReH3OWRsTxkvc+2SHTh+ePuRy872jWNQ4a3XM5CRoGWO7xgDdBnjJlWfgeT67phLOnnqG+W6Pf/hilZvvrdLtuFRcSdURVCqa2rDGc7Idk+C7kmrFYmosoN2JqXh9fC/GtpRJlkKLOJG5rJUXNoqAUSq5lmwZyjw718cHuwZteTpqEjHfgr/5WJ27dgRQySJ3qRVWgi/NdmI78/keSDALjb5cSh6UB5d5uggxeGViWbQv3t/TexKWKpmDUz06nZYx+3FUGsWFSvfl5ADPwC5RglLE1qa9VVgmmCiFSCN61FFceW7Ib71+if/xAYv5bnomp/JhjE1fCOxsZYkqjbyln6uMqqSPzUR4cxJmtcDstTCJF4gEYmU4dz9OE0kpCBxNzbV4ZOcIx09KGlWF5yo8x6xUN3MKMYEfccUWA/hWP2JmZI77H6/y7V0VXvPyDcw0t5Gk245tgPGpSWD9l+/49n1v3f9s7Q+OHhccnPWYaUj80bRSlPV924VPuOtIAs+iXpWMD+m0N1zhexG+GyGlptd36IeG5/WjAgCW1AMc7XTJ5qAkWPBvmXcKFsPDpg02JJQJ/3Bjjfd+uk4rs34oRW9LCDxBsd9SFMDOKMrAWpI8Mg9G7+XtsgP9KacL39+NrZQmHk439KBKQ71Km4YnmVGCTDYU0lwtc7AbqpJ3+Kksspv8SCgNsabqKn7lVS2OzVv8n48YmwnzWA0nj4RFF5G31Wa2E5Ki8inT6G2qlYN1yGI1yeDWj7irOdmVdELD9auOab8OI82R2ZgodmhULQLPwnOzrdSmm9B1spXrCZ6bcPHGmKmmYqknWDV88K1rtr36y4d3Hi4ALsQGbrvxDzrnr5Z7J52Ex0TA1JBHnCjiOLVqKK3EttLFqq4j8H1BPVAM1WPq1YhqENKsdqlVO8RJH9eVPHtwLScWzAub7aoUmOHUDNxlbVxKRb4bXZSbq4wUmLtSDRR1IqQT8+Ruh49/pcpS7IDnlHh3MSFfTiztMshLzVViOZi/Q/TOgD2A4VLE/j5xvcwbpVAbhBYIbaZlpC64eD5OloJaaJ16GGqEkgipTfEnMSMUSkkSSgln+v0oUtS8kNdd0+b2+zx27DIKDIQpVTF83MpO5DSax8JYKkutSdKPgz00xWuS7VvN2qsrgaAX95k/tkgrcolij6HAQgiFayvsVozWml7fxvMKB1nbsoqJsdRGJElpTqcfcXjRY8f+zt4v3P2Wznv+138pAA6wbfur8Dwfa8fdqPgBDp+EbjfAEhIrG26wSF2mUhnR1viuohrENGsRQ7Uuo0NtpFzkW7tC3n3LCEdnG2wctZgeUzRqFhUvvVKlGnpW/ilK+GWZUBXVSyvh9D0mqe2DG/HYXps3/NUwj+0O0G4atdOqpZCmWukJQ02c06gny/XvstH+aaN33h57ugJPKYqfBuW6HLVPAfdpFnXllIQUzGnSKbLvSxKhUpoCSTpokKsqaQurSIpgYgYSHMK+5uwNEe980zy/8peCx54VJvvWppyvcOgLIx1aFBp5UkrAVRrFtYTy5rzs6mdb4LlmEr5Rs7j4bMVvr+xyeO4Y77m1yo49oxxq+WmwMJ4v/VDhukYGLO9EtVIzfFtKLKnoRW12H0p4/vO2ceUVl9PtdTkF4L1kEnSFw3M1HtkVMddKOGOlZmxI4ToqFdoVtk3acGUa1D1XUfMj6tU+Y0NtPG+B67+kefsnp+nHTdaOQjuAdjfBdYxDq22RmnbqFOzmBbfSNyOL3gXIk1JyWa5SJtgywnEj2mj+/vNVdjzlk9gZ3y4kQUcYb8HB1dt6oBw/4DkoB+nJ8uidn5Sy/H0xENEhayw6NXKfNoLroh/c8Nmi4KM0pcl1UZIORc59Mw6eoNKyeiodlgJIItIonqT7G4RGCAcZa849M+TXfqrFm9/h0IqEaYrHPMFIpXw8VVEMZSuoXSIE1umiuAAhC09v35XUfEHNt6j7Tbacl3D1eSf5qxv6vOeWaZ5b9NMkVNGPjWePTOXlMDbR23ey/awW48OSM9ZApRqxdZ3FmeuH6HXd/LXOAY5wsG13d6zqzw43J9efvb6D43YZb5qkcqjeR6mQVg88x6XVCdAafDemFvQZaXZwnQU+dLvmf39ykl40xMywZrSqcB1pWh0TXSwCpQSSUpL5nfq9LauUVFopuC1TzOkpxftvqvGpO2r0LQekC8LNJUE76xQUxaROllyWCztlmlIUek7PvYvvD0Zvln/9PSi4LkfxsjwoRK59ZzQl4+IyV1AkQqm0PyQb/pVpEilzZQey/hQTQAzIzUmhEp0uXNO4QvPqq7s8tc/m/Z9v0I4kuGHqiSIJhZWbB2VznJaAWBhnqySlUVaJopgO2nT1d2nGoB9J5hY9bKvJ9LjmTa+ZB32Q9942zXOLAYmGKFH4rjmRl3oax4tpzVvoxGakqnGdiF6sOHRCcubaESZGG896XrBbq6KJN1usxTv++n9zyfOvfNZ2g/F1k3uu3H/kOR7e7XH+xoS1U/McX1rk5gcU9zyqWTEsCFwX10moV4ylhO8tcv3tmv/58Um60RDTTRirKhoVQS3I1qDI1D4i2xlf3nyWTVWn9sbZctayWb1drPhzbLN9uJMkvP/mCn/+3iGOzfu53THSANySgsCCQGo8aRJmJ5MH0370QkUpbWzLx/DKA9GlSRMh0sn/wR5n8waW9HGZRfZBzTwvEJVpzbImLgboT2mtIsW/L9OhjHpASeEZyBGWrRLMrzJFpbFZU2zf2mepI3jiWTstApkHp5Gprl22njhNwl16vfKNDJbAdmS+lcGxNVbqdKaUpFGFy89aotPr88DOCr3YxpMCWxp5cnwk4pXXzDE53mXvrGbfcZeGL3jJZR3mOktE1gRXXDDzd4cP7frHNesvPk0EB3zXx/Mqtzy6o/ryx3evOHflmE0YzfPg7i7vvbnBngM1VjQsHq47bD9TMz0WUq/2cL1F3ner5u03TNCNhphqwkhFUQug4gk8V5Y2IS9rXJKZ3pxSEmtZP8oy64dicDjE8SM++aWAv3hfg6MLXppUuunNRuaRW6e9JoO8Ww5QEj3IuZfp3Nby6C1PpS5SLgPfcomsHLXFYOTO2mhVWjzJ9uDkPilkXLfIaMsatMioSUqJVDp4IUTWL5LxcSsFvZXq5gUvR0MPzYpmyB//0gInlyQfvTVbn2eqnIlw6aZTQFYZ0MrkMdlyseKmB0yMkkTnDledrsS1HWzLRwjN5Ci8+bULSHmId39xmhM9H9/RjA4Lzt8QcOaU5IqtS1x0xiL/eEtEu9Xk+Ik6F26qIINgB7J5C6I78Fpb5S8++uEPcukFqw5YgovOXrt0/tkbT/DRr2pu/HqTzlKdTStszlztMT1uMz5syvdjQ/O8/1bF2z8xQScaYkVDMFZRNCvaLLHyLSq+he9bBK7A94zk6LnaTOZn8o9dLIjKDGDsgVuc3xw7xPcjdh+2+MsPNvn2zoohZtIFywOZrdouR26dWyCbLsRytNYD8mAxBDsYva1lkak8i5qN+BXfE5R3ew5EdTFYHDrtCbE88mYdjCm4Bxy18qSRgd8ZuI/s6yJul6hTkRAKDC0aaiQEfsJ9jzjMLcjSpcNEcn1KFBd5MawQDMrb0orXzZYyDS7mNSJLkhNJvQqXnbVEL4y49/EanmPR8DWe49DpBYRRhZWjDped3WF0pM2Nd1ucbFUZqflffOLpvX/3mtf88gDAByI4gF9fCUKy1DrB7V+x+fZTNSbqLmtXW4yPWEyOCqbHQiaGO0yMLHBsqcMH75iiHQ8xlYK7kYNbEqQecp4rc2qSLYQqG2Zmra9WmZLkg8Nx6WY09mePSP7r3w/xtYerBbjloKegXwJ3LgkO9HuXkssBxWSw32Twa1ECqRj8eU4pysPHp2ffWdvCQPTOBmPSkqBIw3YmE+a3TFHJKooZT1eY/mxB6jdoEk2QebROsugvoHCV1QisdDLHgRj6Xbjq/Ig/+/V5/uRdsOeoMElM1lorbHoi3SKRpFfhxFwtTKu0zneixonZx2PHiigS9C2R++KYupKTX0EAJkYEP/uCFl/4xgkOz48SOBLXDolizWLb5vhcg3XTPhdtXCB5YZeDJ8bYduZUrvl/V4BfdOl12LYVfubzcyzOR1y4MWDlmMVIE4YbitFmyORIm5HmPEcW2vyX68c5NDvMdCPl3EEK7kBSCSwC38b3JJ5rTIKc9Ga4d3kLQ7Evvmxv7CwDt+uG7DsBf/ruJp/6So3QcsBOaYnl5nbHp4/cRdQuVJNlA8UD1KlUyTyFgy/jy8ulwjwynUpRBqgKxTC3LCWa2chaXujJbB3Ssn1BT0qUBciHHlAG3EIiULmakh0DDymxTm3xjc2V9tXX9EjUAn/yLsn+E9n1QaKEoIeVlvJBJmkHYlK8ntnrm60Yj2KNFanS1S4LBnbRA4+p6q4Ygv/+i/P86Ydg/+IoUSLphRFL7YTZeYvDsw4rx8cYqbfYsLbJ1Ve9MEyS5JTX+BSAT60YZbRZfdMFZ52xZYV//Kqq16ZRVTRrEfVqRL3SxXGXeP+tkg9+eZqTiw2mqzBaVTQCqAXSRO7AUJPAkwSeIHBNP69nGzHftQs6Ul4Q5ZRW+uVqiW0aqDwn5OAJePPfNfnMHXVCywXbGwC3m4Lblxgj0BL3tpYpJ+U9O3JZ9C7AfppontOOEuhL1KSgGxkBOI1UmEloDIJagSkiplyctOEq9/6jTEuyKJ620EKJkohCWclWMZTLT2lkP90JV8a6i+Znru1iW/CHf0cBcgGx8OgomUdwmaSvT7bhLespj7MTPdXecx5llRy87MLcPzFjd887a4kb/mSO6+/o8t4vTnCi4zM0p2lWIpqViKf2w6oVTV6+dsudQX3tm5Jw/nsDfHyoxm1fvnVJSm/nowfVFTv3nLRskfCCC3tcd3GXR/YLPvrVOnd+ewQR+6xpKIYqmkYgqPqCii8NsEvg9j1tbo7Cz3sLVMlsMb2VN55ZGd+OsGSEY4ccW1D88bsaBty2A1aWUA5G7gFwp33esrRPM2uDHaAqYhm4T4noYiC5LEuEmR10WfFgWSQ/BUQptShr4qr8icyis5HgyKN4QVXyGbB0fDAR2Z2QUpPiD5v2Acn3OoQgH5UX6SNzNLzqmh6xmucP/lZyZKE4QWJcOsJsr87kQyEwq1JEVs4vNWcBZo4g1fGVVewCTSziRBAr090YRRajQw5veNkSZ616jo9/rcrugz4XbevzwgtChFLMtWaS4SF350MP3LJ04cUv+94Az96ExaXWGwKnedHJue55loCP3K74XzfGtHsCmbiMBYKxZhq1fSMFmohtpbxbEriYqO2aglDWOFM0z5ibAbjKJUA79Yd2rGIpK27EP95c51NfbhDaWTJporewvnvkzoyFMqPPASP7nK6cTuEpPF+Kcn0K4pKLV5ZEln9XlAFfoCUHcwZunQXs7GMG7lR1yEGXcu98mRTkc47F1M1yCdHQE/PnJSmpP/X9XnZ90YMPFzAuu6+5tsPOvTZv/YBFnCJWI+jjFHlIUlxZstNEp/8VgxyZ82xmAWEZh9lImkmeWBKGkjC06fYdhuseL9re5trtHVrdLicXhomTJpZURHr40bC39AY/qJ/2hD0twF/yopfw/g99Kjlj3RnaU/PUKxGWE/H3X7JIui4zwwmNQFMPoJJSksGoXQK2o/LmGFMRLTrDssjtOjF2HsmjgnfbEY4TYrsRt37T5xNfrtO3Tg/uSgru5Zy7XNAZAPfpyvDLVIGcdgyoBNkVoIjcZfWknIBSAvcAyDWZY3KWDw5U9XNwlyM36WRZibqYvtlSskmR3GZgN52BKjXkKZ9K+V9jYLq3tDWvoCzmgboCfuaFHR58yuFL30yvPrYZm+sl9jJlJjtVKAxF08KV8QtX6RoSsxy2GHk0EmI/dOiFkk7fotu3aXVdJkZclrp9PvylBo7wGW1KXvD8rVorkgsuOjV6f0eAA7zm5c+j3+9+4rOff3JTr32kun71AiNBjaayWDFMGrGNSpJx7Yqf0pEsYju6JPsVhZsyNTHANobnWdR2bENJXKeP64bcfJ/Hm/52hCf3VcAvwC0tC7+UULpWuUr5nSuVg1SlsA8TpcgtShF8YNg4592lWwnc2e/lkTfj2TDAxMt8N1dUMvmwjMUcMkXPTm6TVp6FLAF9YHw9lfYya1iNxMoy2JKHSdEyUAxFa+vU7HjL2j5v+6153ijhi/dkJ4O5TnTTKTDy+8omeHTquKBTHdxcVUNb4EQidZGV9MKEXt+iF1p0+4JO36bas+j0LNpdG60t2uE8TzzXY/MKRVBfxdrN12E7zneC8XcGeG1oWt/0xRv/Znj8jDfsnN1X/ezXK9SsgLHpojJporUBdsXXBF6C7xmeXSSQxVoR83lS2hGv0vV9BuS2HeNYxo/Fdft4Xsjn7/H4o3cO8+T+CningrtipWpJathjW+lUvJXtkx/M5gedtQaVkdynr/QxlwYH9O6s6lji5ZkqkBWIKE355AOXWSNSMcK1vGI5QGVk8W9FmYMjUJl3SWmKpkzkB2KplYZ/rdITy9yx8QyU+W56rYX53VL7wClHT7N5JuStv7GAFPCFu4s/o4CetvPCTlK6xcrcIlmmjJmxpsC1E9Od6iq6/YTAs+j2LDq+oN2xWepIljo2o03JK67oseu5hPO3nbFQb1T+1nH80z3S7w5wgKlVm2ktLTJ730P4QnHlNot+ZPw3PAd8zwwlV7yESpAQeAmBm+C6hRFPPqkjSFtdi0n4LJl0ct4dpVJgH8cNuSkF9+N7qwbclgeWiyWtvPzul/i2IwulRJ4ucouCkpSNQ3NAZwnkQGGnpJLkyaUsleoZoCkZF88jOKVEsjxgnCZZprKeAlWk1cvSCVAOxMhiJ05eycwieQ78crEn1dLziRqZGrBlAJZpc5e5Flip2462hFmpklMYUUT3lFZtmenz57++gAZuvic/JVHap4dZEBxnAFcQSzPBkzsOi1LnZtpC4doK34HAU1Q8he8l+D2zucFzTe9NFFcYbdqcvV5y1tbpBVs/87F65dx/egQHSOzxvusu/tq1z5u64cFHn6rOzg2zZlzmDeiek+TtstUgohJEBG5ENYiwLEUUpztl0tGOrFPQSv268/K7NNzbsiJcO8RxQ275pseb3znMEwPg9rAtaSJ3Bm4rm6lcRklk8QIOJJTLwD3oXiUGRtPKCWNevs+qcHIZB5fFBrm8SpkBWRQSYKEeFNE8OxkKzbzQtksfzHuSgztNOPMCkDlJyBSWjJ9LUqFdpNQ7jd5aY6UftdZGc7cyuiIoL5AqTrjSA+rB1jUhb33DAkrDLfdmiNJoPPo4JFoSakziLwq/9ezET7RRTOLEBKi6B1VXU/MUVT+h4umUDWQDNhZrpnocOtllzDmn3Y/lr003h/rfDcPfFeBbp7sqqJzxwOFxd/HBHXurUdynWfNYMRrmXYEVP6ZZ7dOodalV2rhul4d3CnohXLpVIXDphy5KybTEnE7KCwNwWXJ/de0Q6UTcer/LG//PME/uOxXclYyWWBrXKkrvTgpAO9O3RRGx8+Hh02ndGbBO4dsl7bsMZjHIwXP/c6v43bIklrW+KgrbjKxHQymd2+SUH0M22YMU5pNMthMlqkIhw6ll6opK79N8FAN8Pr96SIHWyrw+mnzRrLGj0MVGCZ0U4NYDFxXoCc6c6fE/f3MBreH2b5rxuMyUMBY2ibZMm60k3w8kgFhDGCUEssNFZ7fo9CWPPF3Btj3qnsVYoBiqKAK3OBkmhzW2HVINqrzommsWK9U1Dzy7r634Lsd3Bbh0V2A59uxia8+r163f/rW5hfudIOji+4tE4TBSuow2O4wOLdLut/jCgxaf/vowh44GLHUkP3n5Cd702kXqgSKMbBBmQicDuAFikvt2Syfmq99y+b13jPD0/gp47iC4LRO5vRTgTsrnsshdBvcApy5H6OUadxno5ei9jHJkkdqS4hSAl/cHle8zA5QSBqNJapmRJVtKDUZwma3gk/laKPOzFKDl7kGZNWGl9ZqyaX22t9JIi+kpJHW6Hjyd79TGS0WmUVymkdzMzao8mpODu6gyDhw9zebVfd7+2/P85v+Grz0MCakJjnTQyiIRFomUhEKSuQ2oWDFVWeT/+ZlZfvIyzWJHcuDYPJ/5hstXH22yb6FOmEhWNDTSUnTp045tljqK7eedF3l2/OrJ8cYsVL4bhL87wKsVh0MHD7BmZuPBdjd89oFHH9383i8uUncnuPp8jwu3tPHcRT51V5/P3z/KY88OUbdthgPNsCM5elzQ6UU0Am0SR8dYGQuhyLKYDODCVtz+gM/v/PUwOwfA7WJbkqqlqUizmtArSYF22hxlL+fZy6LwQLvpMlBnjVCn9KCUtO4Brn0acFvppFMWycsl+swzJFaglSZJRwHzCC6KaGyRAkyX9eq0PJLd78AEu6Em2YByRl0yDR1pzDtlWlnSwoBdpL6GUhp7ibLZktICWwuUlZoL2afazZVlTXqwcWWfv/39eX777fCVB6okUpGtFDdni0ALCy1tM7WgJYFrM9EcY3HRR2vFllU9/scvtHls73E+/0CbW+8bp9a3uXCTx1UXajxvnqNzDdat3fzsyqkNBw/sP8DMmpnvCnCL73G88Y1v5MOf+8ZCpy939PrOLyadE5y7MeCM1QlDjZN86Msxf/vZCbrtBhtGBGtGNStHLTZMW5y3zmXlmKDiR1T8LlHSJ1QRkTIJZcWPsZ0ELRVfecjnt982ws7nAnRGS6SHZdlULaha4KfgdrNiTrrdbWAdSmkNShmIYlm0LvpMRImbDwI662XOo7aV3Z80J1baz1z++3b2eGzyVYp2qrjECfT6RiWIIlPkSLKV3aUMNJtGz9LFU6aI0p/lmveynnFE+WfF/aRCY4lbi1IPSLEHiNLXWZKZ/0VdakAonchaw/hwzMVb+zy132LvAQsda0hiKnZEw+9TsUM8KyaMLGzPYbLq4IkKnV6FxbZHq+PT6/vMTNi8+MIlhNVjx+4KOpKEoYtOHC676HxmVtZfGbafeEQ4M7zt7W/750dwgBVT0/S6XTzfP7zrSf/rd1Sefr7UPYYaba7/cswNXxtj1bDH6mEYaVg0azZDdYuxIZiZDHEdCPyQXYciPnBzQDe0UEqzaSbkusu6uL5mx9Mu/+3dTXbu99F+0dMtLZvAMpw7B7dVrCws05PBoo04bTtqDhAKcGdfL5/MWb7ctUxTpARpFeC28s1yaRtuaZdnVrpOlPFqPB4mtDqJWfOR9Wuk95UleplslzdJlR6PSh+LEtm0vS5G2VLdOa3L5ImmlCkfz40wC50+f/7SRH5LQiIUltJYWQRfpqKUjC4GbrFQbJrp8ze/O8+fvlvxyNMurq950WU9Nq9OUAo6ocX7bx7h6edsoshm78GEKJKMNm2G6h7DdYeFlsf0uMfPXXMcxz7O5+4Y58hJiGSDreG5Xz9/5SWHu90+lYr/veD7vQEO4AcBTz5+367Ar/7N2Iqzn//c3q9yw9djbrpniHWjHusmJGNDFsN1m6E6DNfN2u9VE0vUKgs8ujfkLz48xq33DpudOEmIK9rsOjjH9HjCB2+qsOeIh3YtMms1IW08eSq43XzhbJmelPTpUnTOrqFl1rg86i3vCly+eSC/DUT3TBMvuH8WufPpJEunU0tG/6/6CY4bc99TkpNzgopn9F/HErkWrK2SZJ49h/QEyT1Q8mn7wel7WZrC10rnnYiabGYzS1IZfEHSSGx6RzRJJpEqja1UsTYlTTiLFzFLzjOrOGUWYPUVm2dC/uK3Fnn/TRVWTiT88st72HjEsYsmYeOKk7zlQ5JnZ0fYfdxB6ZB2J2Z+yWa+brHQcllsN+n1LV5x6SxSz/HoU1Uu3b6F0aHK39x3//27Lrvkku8Hut8fwAGGhjfQrDceWLEqvPHJvYdeccdDu1nV9Dh7jcOKUZvRJgzVFc1azHCjx/RYG9ue5x9v0dz64Aqe3j/E+JhZX3eybTPd6HDF+X1mViR8+AsVtJQU5jw2tkz33kuNKwtwZ6vCbTsD1uCm5PLlvDyZVepxGojk2eflE6DMxQv1pahUDlwx0oidgduxderdYVoTPDch8GImRzrgtDiw2OT4bI2VQ4rA1biOMVBS+lSOa040lbpWGZqVTcZIUbTTZpTDFG/S51tqvc1eCKNhl6hK9sKITMnJPEwMH1dKYCk1OPWfP75sOFwhhEJKi0SahbSOkiQa7nzIY81kzLXbNSOVIU4uVrGk5rKtHd72m/N88cEe//iFSVrP+awa1ozUIuaXYk4u2JxckCy2G5ylJVeffYyZFavYtmXjjRs3bnqg3Zn/fmH7/QN8anqcb+w4uK86edFvr191t3XxpurLa47N+ZsFqye7NFNPlEa1h+e1mev0eNfNFT5w6ygyrrBuVDMUKMNfV2pe/+I+r3y+wvcjXvuSLm//WIUOFggbKWVegnct8KyUc5dWhDu28WbJoni5bF4+lrtFlQHE8khfoilZf7ekFO1lWSosklsrj+AFuE1zmQF3NejTrHU42VkijgLmu4K6nw0V64GTr/y4hDDNSzLdKqZKNhHZLk1TGNJ5FM8rkGIQ8NknKufgDOjcmVmRAa1xTEiUxlbFZomCi0M2wJypYkm6TlxrSTsUfOKWgG/sqPGg5yCthNe/oIprVbCthHq1wtrxNv/5pUt41mHee8sQTxyp4VsOjUBQ8xOaFcXqMUkY+qyYmCLyhm8665wLfxue2+9XN/7gAQ5wxbkrefrJb+y/dPvzHqOfvLxuP8ZiGPG1xwW26GNbMUGQsBRKvv7IBE/uqTPsWEyOKIar0KhKhmo2G2cszlvXoNcNcb15ztsUEzjQiSwQFrYQJnKXgG1n/NsG1xZpgplGcKsYGSvXSTLNOVGZxQIDWu5y6sKyrwemc7JLeamsnzlhZUY0jlUawXNUWgiLCbwI3w2xZYRQEe1I0woFjhSFrEnRalrm/Mb0XiOVTn1HCmN8Yy08OME+cHJnzysFfDkSq3QTR5LZ6aWHyTM0lhQkliaxdf63spBvTgLLWHpICytRJNIisSy0tuhGkh3POCA8YrfBt56WDLs2G1a5DDcUQ3WXVtdlbMjj565Z4sIzTnLXo4u0+xaeb1wQXCyeeNbls/cEvPzKM7jyquc/9o17v73/+c+79J8C2X8awAH8yjpmZqbf+uX7nll/z7cP/czcyUX2HbN57LkAIc2KbltIPCmZrsBIXTNUFTSrkqGGw/iwxfRYTBK79PoetdDiuWM2kTKuQkKaLcOZf4kjTdTOwO05IgU5OYc1akY29GsiUWZgmSSAMB+FLvqXTgfyHNzlCmKpolmO3rlxv1Vc0q18OknjWlk7cIyb9tkIYSSTUGm6iaQSZxQrk+hSnq/ASttJZb5syvy8KK0XYM1O5sGxnOV1/mweztyf2aQg0iUFRWdjdqUyG4fBSVeH505VIo3e0ixqjS2NnSiUJdP9QBaOkKycUOBY+K7p0z88a9o02j2LTk/S7Vv0QpvRhssZU13OXNXHss1GDksmPLVnlDVjDn7FZcvm+ie2bN3+1sX5g/9UuP7TAb5mzUre9r5PL+BO/tLG6bGVckVyxbpVbfYes1k97ILW9CKouJpmBRpVQbNm06zZjDQlE8OKoVqI55nIdvgEfOSWKouhsTgW6UqR3BQzVUuyyO3axpjfTX0SbTtzOSqmabI3PE4UEWn0Fqf2hGRAF4KCj5a+V7yhg/Rl+Whbvh3OKuwv7GWD01KmZxgKrRT9RBImAjfROAn51t841fMTZYBujH30QORe1gw48FwyPp3hOu/NThPMzBRTKbPvJooFcVwam0ufm22Bk4g0ghc0z9ynhSU1kbSwLEVimR1BSknixIwq/uxLutzw9R4nl2p0IouFtiKYD1G4af+3QxgJwtCi03PwvYh+aKM1TE/M8qWHbJYWq2xaN/6N7Zc2fmnu0Ac6K1b+4g8f4AC/90uv4luPPNpR6ifC9338wzyyc4nt6zzOWS9Y6vb49k5JzZeM1CWNFNxDdcFo08x0Djd7jDVbtHsd/vcnqjzxXN2MngkLKUxzfQ5yixLvNtzbs4UBuS1xnEHPxFxO05ooEkBCrAQ6zvo/DDMt7QMrzHfEMsycojcPyob5msHSBrg8ituFj7mVrhTPpQ+lCBVEKttHI0wkTId0M1plpVehjKbotKCzfHFV9ljLATxvcCvvx8lH4IwaE8WCbh+iKO0/z55XSv1iG1yVbT+T+QmQRW/L0vl4mdYy3TZhEUYuZ67s86bXneDPPupxpDVEzRU4tgJCtHKIE5sotoliU7WtKc1DT1sstQLO2ehwxTnHWepV2H7RS8JndsrOps3b/zlQ/ecBHGDjuvVore5/2VWXXEb37mDDlGDVyhb3PN7HdWoM1y1GmjaNWkk6bIaMD3eZHlskUgv8z09W+OCtE/R0gHAstMhck4rBhIyiOJYxDPIcY/rpuhLPkanbrXG8texU3cBEvn5kGr26PUUcm20CxaXWREoQOe4GZlmyaEWB7jK4s38/uGJ82bKs1NdFSoWQJXKklXFuSqlCYqVLmBT5pIuV8uRiiVfRqDVQLi+aC/OPRStC4dhbvrJprQCLfgitjiKMzMmTVXNt2/jYxDYkTpZgmkEJKcz4n21p7MSMmiktSyeepB+6OJbDz1/XR+lj/PnHLfbO1YzKhUITpe0KNnEiAQfbDunrFg/tVpxcCNi6cYo1m6/oTq/cdL/8PkbtfuAAr9erPHe0+8ebt75A73r2wO9OVx/z734sZsczDbaucsxUvW+l4DY7fsaGMnDP89c3VvnYHZNUPI+qJZhdUiRJTOI7Rs+l2Gfv2KRymrFs9tz05li4jsR1DSc3lhRF2T6KodtXLHYU/VDn95sliwBInZe75emiY4mPF9Jd1llYAD3n5MuWaFlp340QirxBBG16pLUg0WbLQQFwXQJ2YZ9s1JbiBMyuPAOyZ8aPS+DOt9ZJnT9n1wFLKk4sCGbndLpvxySWtiVMwHAkbgrgDLhCKNMqnF6tHNtsVs4kSttKqPohUewwu9DAkprXXdUiio/xts/AvpP1FODpe51oEmXTCyWLrQrb1ycg2tz9oOKyi9b1XnjV8//a88R/EaL2rw9wgFWTgXrz//r0fxutDkWtZPzNx2fn3VdcpvHcLodm64wOwWgzplGJGKqHjA+3iNQC7/hcwEe/PMVYxWG6qaj4FlbQ5uBsix37hokcP9dj7TR6Z37kGcB910qBDr6LGY1zNZ6tcV1F4CpcJ+KJA10eO+AyVrPNxE9m6rMsB5OivOwp/UHGO5fxcVkCU7HQVpfAlDWSFWaiRXnR3HGsyfuly7t3iq/Ly3UNfxowtcwe12moU+EWUKxCt9Ori8lnFOtXLXF0QbPnSBPPFsbQ0hHm6mgrA27HUA6tZZqXGJBblsSJNXEsUIm5Skqp8dw+j+5L2H+4iSdHqPqCydGA/3j1HILjvP1GycHFKlIoEqXMqkAFlrR49GifZ57zuOBMxaXbJ8JztzT+SrZueovwf1l9X2D8YQAc4OIzeqHjjf5ld2FVeOm2/p/tO7ogdeyybkXCeZtaOLYiii2G6h2qwSL/cLPDx25fwWTVYd2YYnLEZv1Km8vOgUQs8jt/b3PgWFCqEIoiwXREDm6/NPvpu5rAM9pz4CUEfkyjGtKoLiLtmH0nJ7AtST0bo8vRnZWs05ZTucyyuBQtWQbyU5LNEufNfM0zn/PB7b7mzlXqq62UMKBOF6HmKxezaH4aYJeP4sqybGltBux03aLxoUnwnISKH7FqYp5IWuw83mTUF2lrqsZzBb5jzHpUUmraQhYUJo3yXiKJE7PS0HUUuw8p/vjdE4T9EZ53ps/6lZJO32ZmheQ/vfA4c+3jvOfzDifbDmjF8SWFNQvnCzhjdUw/avPovjF1ztnTf6ac6bfdtaMV/kvx+c8nN+nxyp/+Wc5YpbpXXLLhxrUbz9ZHZn3OWGXhV+e454kWuw8afler9Nl9NOKGb4zQcFzWjComRyymxx1WTgiaVYttGzSrxyN06nOXJ5eOwHUFnjMI7oqvqQaKWiWhVolp1CKa9T7DjS7jw0tMjMzhejGhsujFEKZ7YbLxqSTbrqtMJNWKAa349EAyIC2atgq7Z1FaYpt9bXxASsJeyvU1BuBZxE7U8sitC86dJsaUqNNgQpmdcOXtGGlukEZtW5rtCI6jcN0YS2jCfsjxxZBDS5ITLcl8W7DU0bR6ik5P0+mZxrBeP6EXKnoh9CJBLxRGAYklcWKRKIklNc8dlzz+TI3FJYtDxxMOHhMcOeFx8FiNVnuYV10es256gZM908G5bhouOWeJVrzE0/scxhs+551/nhbVLTc+/IzbvfaFP/svhee/PIIDBPXVVEaaz2xc33zDr//H5F233nmPvGuHw2h1mEu2uqwa74DocdtDASdO1tg6qRhrSMaGXMaHJSONHp4Xcug4zC46hm+n0qCXat+eYyzgyuCuBMqMy/kJVT+m4kdUgz71apdmbZGvfCvhxnsbeK4ZNMz4bL7jERO9s6anRIhcg86M3Aei5imUYHlhpsR3BXkUL/h3eqSjYckARclWdhd+4GWKUt4UPXjS6TwnGMwDVC5dFmvQzZVFAN3Q4acuW+SbTx3ntgenUNplTKn05DfR25x0xdJ48zwltpRpXiQJXUkUS/qhzUhDMDwR0u36zC/FHJ+XuI6DY3t4bp0Nq3q86MIW7/5iE43D6lGXi8+UDDUWuOuRhDC4Sp2zdssbptfPPHPy2OwPApr/8ggOsGbNBTTtKDxzy2XvjRL/91eMTrBlWrB9U8A5G3tMjCzR6ff5zF1DTNYEYw3BSNNhtCkZbSYMN0KG623ue0Kya0+dYV/jlRQTw7WtdEMAVDxN1TdjTbUgoVaJqFX71Ks9mvU2Q/VF7twR8ub3jLL/aIO6b9SYjCZkW76yFXZJessnbXSh/Q6Uu/lO4C5tiMspSTGPmt1SdFNONDMD++WgzsFNOSdYpm+Xe2VEAe6sbSArOlmWSvOAtIKZCNpdj1XjHm/91Tmu2X6EhW7I0bZkritZ6gpaPU2np+n2NN2+MlG8n9ALNb0Q+mFq7xBZ9CObVtdjyxrB885a5HgbTrZgbjHmxELC7Lxkdt7j5EKdV12uCfwezy3Ao88mfOspj0efadCsr6JZdX7/8ksufO/eZxbDC88+6wcC8B9IBAcQwRaOHz+cXHDJT+22/ZVLQ9Vb6qONIyx2uix2JF4AruUx4cNow2Zs2GZ8WDE+bE4ALZbYsa8KjkvdVYZbOwLfy2iJReCJPHJXgySfBa0GIbU0cleDJb62I+L33jnG/hOjpsjkKHzbJJgytSZOAB2b9lTSRiOpNFY6ET64a6YAVg4wSkCXpWSzFMUHwV26FKR3rKAAeZmHL9e7c3nwVJ2+SHZLu0VTHd5JAS5k6quiBHFiEUbm9xdaVVaOKN7xGyf47b+Drzw0Qax9YiVRqZSp8xPcCOVSJljSMpPwjqTbl/g9m07Ppd+vcM6aLl+w2hxarJlE345wbYHv2gzVKjTqFQIZY9cUlUabu59y2LZ+nJ9/7TVLZ519/u5jx44k11x+xg8Klj84gAP4fkBgd2669OKLf2N6tPPXDzx448hHbq3wsks8jrQkTiKZmJRMjNhMjmgmR/qsHG/h2PP8zWdcbrhjgrGKoOZpKm4G7tQlKwV31S/AXatE1II+laBPo9qhXlnijm8n/D/vGuPAyTEaVZdRT1P3NH66JQ6dFljitHMujdRmhYogsbI106U3N/+86HUZpCZFkinKQM8Afgq5wGjhyqgpmcWCSmE0cIKVZinzkyN9DMst5myp8jZdN62kWpb5+4kyVCJO7LQ4U2jpk014+6+f4HffqfjyQ5Mc0z4KmQ5hpM9cgBBJbp1hWxaOI3BsC8+1CbouC0sVfubqHq3+Ud55o83+k37qMxniOC71ikejVuFVV3Q4dtzm2oskdzwWcOWVLzi5cdP233nucOumVVPVHyQkf7AAr9eHAOi05z60av01dqsXvfUFxx4ab9QO8cm7a0w0XFZNOExPwOrJHhtXzSGsOf7msxYfuG2cmu8yEihqPlR8kfquGDu4qg/VIE0qg5h6JaJW6VOrdGnWOlSDJW5/SPN775xg/+wIzZrLuKdp+IqqpwlcU6HrR7C4KOnFRmf3jLFpIfVlKoYmnWEsUZQyB4cSiDOqUJIIcyWlFMXzziczsqeWS4Vpn0jWGJadYDovsRbgLuvfeWHMInftdZ0Ez41xbKPH90OHdtehH5kKZBTLfJABYGoY/voNc/z+uxS33D/B0aSaatzmxch+0zynJF0EJXEsietYeLaD6wS4TpNfedlJHOcg7/jUNE8fDlBaIUWEazsMNRo8b1uf93+hw+7DK/mp6y47fu1Vl/9BGEUf2rp55Q8U3D9wgGdHpTrM0eOt969Y/VJ53VVzf/HZ2/aNy6jKOZtcNqzWbJppMzkyx7PHWnzmHpfPfHWMiuezopbaL/uSipeaC/kW1QADbD+hFkTUK6Hh3JUeQ/UWvrfEFx+Q/PE/TrJ/doRG1WHc0zQDRc3X1HyRb5qwpGDFZIsvP2KTxB5DgUJjVBs74+JWAXKWsYsc66eoF6qkoKjS15lUWLZHM6FZaU2kJVGmf6vvxMN1CeTkGvjgiVXo3WZ/ZEzgh9QrPRIV8uDTTaKwhpQ2gaeIfJFLkNn9rhiCt/7KIo7Q3Hz/GMc6dRTGSyUjSOZ5peN8abOba1vpMgMvfw3+41VL2OIIn/vGEDsP12n1zGsr8LhgS4MNq7rI+ubjL3/xC/5QJer9lUrzhwHF7z2T+c89/tf//HP+5Hc2fivwOX7vDu/Ks2daweXntVk33cavnOTOx2PedsMQ9z02ymjVZaKqaPjGpbZWkVQrNrWKTb0qqVcVjUpCvZbp232Gah0mRxfYe7TD39/o87bPrGD/iRGGqzZjvqbpK+qBAXe9ImnWbEaHHDatkfzkFSeQ9jwP7PLoxy5+PnJWvHF2ttfRzr42jV35nGVaOXWczApap+5MKjUUTS3orMhYP3shh07CzXdVOHTSNRpo2vueeYbYpVvWD5JVF22r/Dhk2r5QVHA9RxcDFm5C4Ec0q10ce4EP3yH5yG0NROIhhCncmLlN07tjrgiCRFmMNeGyszqMj3Q4eAz2HvPQ0viAZ17gRS/Ocgs7gUYSxTZJ4nP+Rs15m9qcbEc8c1hydE5yaDZkftHjedtnTh4NJ994x/273//Cy879YcHwhxPBs6Mx/Yt86MM3XL9hzfowDOXft7uP1G1X84GbfR5+soZULuesFMaABo3nCAJfGL/DwKLqy4KWVGIalRTc9TbDjQV2He7zlx9t8tm7xsGpMFIRDHmKhqcNj/eMpXMtME1fo0OSiZGIoarPr770JN965iT3PDFFzRX4iSmZq3TyPZMUdckPZDDJ1APFlVyOSxfWmo1wxsHLkkkuR5o7S9IMNzHr+ZTAVzrX48t7bk5pqio/DpFp7WkOIbNGrwTPiWhUu3xzZ8x7vziNowJm5yM8RwA2Im1sK69PB0OHxpo2v/uqFusnjvHfPxKz89AoSnvGN2vAvMm0Ktt5P5CVDkoI5pd8Dh1vMFTv8hs/2ebCTUt84DaJ7So2bphaGmqu/62rx8XHX3DdK3+YEPzhAhzgSCdW/cT/xLC3Mn5uSVz/8bt2ebMnaqysa8aaktWTkqVOyJN7TUTyXUHgWVRScNcCRb1itijXaz1Gmi18b4EP3Arv+eIK9s0O41ddhjxNzTHVuIqrjVbuZX7lNtXAoh4Yp6R+JJkZdfilly7yzWdGaEcBTdfo4yrbPalPy0wK9UQO0pN8gZaVbakoVq9YMgYrMWN5eVUnBhGhlE1PWQRKECmNqwaLPvnkjl4G8lNyAZAlkHtuTJSEfODWKkfnfTaOQC/UtLsJvidxbcu0G1tWrpGDGY4OY5ta4HDN+R3OXHOCf7y1y0e/NMXhdsWU6rN8xUrynnzHNm0Uvitx3ZjH91osthxmVrhMDAWsGw35xWvb4Gzubds88X9vXh99+sRc919Uhv+xAPgbf/X1HDo2l1Qr/j17DxxZandvoCEf957YEzBUq3PVBYs8fXCJR/cMY9sCz82SSkGtoqgHppelUekzXO9Q8Re4/nZ4y8emaPcaTFQFDU/ls5qurYuOw6y0n5X1PTNpk80fTo/GSBmbquYyabAojetTpTnKZfqi/8SSxX4hxy7sn4UdsbgkaC1Y1JoJ1WZE2BNE2nRshdKnlwgCS5irSGbtljVcpfbDpxNjKOUBWeXUSj0glY45OJsmi5gVIv1QGesKT+L1ZUptJI5l5S5ZYWTT6ztUPI+Z8TZ/9LoWNof44G3THG1XsETmLalS2z3zWgeeII4FthXxxP4ldu6tc9U5PvMt2LEr4YWXbunNrFrxn554bvrGY/NzyWtf/fM/bPj98AEOMDI2hCc4PDm1dtt1l3vP37lr1Qdqh1uVy89doBOd4Pb7hwkc4zPuu5LAF9QCTb2SmMhd7dOsd6j4i1z/JcFbPjqNps7GUU3TU3h2pjYYZcTJOxDTBi1X5F7lTroDSJBSEaXSfuvBfNJg6VREmZNDF9FbGBdbK3PMtRIDbDvC93os9SI+9bUKH/liBU9q/vg3lnDlEh+5ucKnv9rgRFeghE1buAQJeEqbSRulB8r2uS/gILYLSwwx+Dmlx6kQeVGrn4K8H2rjxR0LvEgSORLLskz3YE+g8fAcj3bPY7Tp8ubXz4M4zAdvW8ls1zO5gTCUzLYTPNei25e0uhbVis+LLuxx4Pgidz+uueJsi43rV3eOtEd+4eev+8XPeHfeoC+/+vX/GtD71wG4bwhe8szjbzty4Gn/hjM3T9nrpo68a/f+2eZt9w0TyCojo4KKb5Kpigf1akKzFtKsm0Hm4foSX/hmwv/42DRS1JlpKMZq0KiY9dDtnubkksptEaxSU5Bp1DJG/NlOICkVOuUaRY/JaQ59+m8XbbLGWsyW2a4hs6DWc7s885ziH29u8p7PNul0JRed2abpKy7anLB9Y4szZ2Lec3PCU4cksZR0E4sgEXhJVuVc1mxV/vvp/8TpHm/WHaYFNqZzL0psonQRVBQr4liZXpK48D3JikWz8w7trlFbmjWHKLGYHIY/eN1Jji4c43N3r8RJ98RLqXEss3IwSQRzLUGUuATeED/9vBZfeqjL3vl1C1smV/76vj36hr/423fzR7/1n/81YAf8KwE8O8446/d4Zsf/4Vh75mON5pgzpza9bcPqp0Z37T3O2HAF2w6ZWwioVzUrRnuMD3eo+H3qlQ79uM1n7h5FJXXWDGtWNGC0KRlu2IwNWSS6w5e/ldDt2wSe2WtjSTPO5mSKR1r8cJ2YfhRzz2MuUWRTDQa9wTPQFBLdICEfHHrQOSVwrBjXiQi8HrNLEa//7xM8cWAIHN+0u9oaFbbptmySCH7tp3pcs32Wn/gDycEFm45VpZpAUOoP/678u3RmZhPymYlmnEhqFcml23o88GxCL7bTjQoG5GGsiWNNnGQ2FJqqH9KPeuzY1SSOXcaGLLp9izgx68GnxxNedfkStz6wyLHuMLGWtEPj0OX7Cf6U5ES7T68vGB1apBtN8fu/sOHEzoPV3xtr2h/r9Rf+VcH9rw5wgDPO/S0AWktL12/Y5NgH9932l3//wbvGJ8cX+fojsHVVwPqVbcZG5qhVW8Yv2k/4wn029zxielnGa4rRpmR82GFyxGZmRcyZ6+Y43IO7HxhlJN32lct9drZ0Ni2AODFhknD3I3V05ODXC1P2AdMgOGVErHyUNzRn2+ACL6Qfhbzjhga7jw5jezXqrsQKoFJpMrcgOXYCNAnVoMvq8Ta/85p5/seHPJZCj45tU00KLp7/3VLDVzl6i9LjNI1kBtxhZOHaNldu63H9F0J6kU+YgjtKyMFtBo6Nt4zvRdz7VIsb7wnYMmXRDx3i2ELjYluawIu4/OwO112wyKfvbnBCQkwf3bJQRwWrJizO2rDEVx50mV4xwvDaK49vv+iqN287P75+ZKTOj+L4Vwd4dtTqddqd1vtWrn2h+LnXBn/xuS/dOl5zQ7as63J4fp7bdyjipMrlWywu3drl4191CbXHSKAYqptmrYkRm+nxhLXTbaTV4sDhhjG6zMfJRD4RVGxUTnDdiGNLCfN9D8exCXJLOPNvyuNdKqsqlsbWy73g5d4P14mpBl0+83WHj9w6TqRrTFSksQIONOuGAg4eruJbIY1alzixGG7Af3rxIg88ucAn76zS82zCfJFqoaSU+2HKfz9r4jJD1oIokUSxRRTbdPoeFS+kXutycq5OLxZESRa5FXGiSBIrd72VUrNmKqZPwt5jCscKEZiFA67tUq0EDDd8Xv2CPl96UHD5mRFXnN2mn2ie2uPz+L4a4yM+69cETMy87Ph1L3zeH2qt31dv/GjA/SMFOEC1UkPrhfdu2XZhvPeY/fYzpu8afmr/QXbtr9HqOByZdRnzJWfOHEPTp+4KhqowXLcYGzJ+KytGe6yamOdDX4GHnq6ysl4USLIInu0Fcu0E342Qos+dDzs8tadGvSKoOolRE1KvlWzHTpLuVs86DAecnfIOwoyeJHhOyGIn4ZN3jjAb1RgJJKOeYriiGKsLGlWb+ZbNsTlTjpfCjHkN1UNeeWWXLz7Yphf59Bwrpw5q2dWjcNcqGqzMkLUZIrZCi55l4zoOS22PrWtaXHlBi+tvH6ET24SxWfxkQG6ieJwIolgSRTYXboKXPW+ej95SoR4oLCvCtgW+Z9GoeXS6PkJHjFYF50z7XHmW4Mhcn5kReOq5HvtOrOb/ft3z5oLRC9949KT64JofcG/JP/X4kQLcvGFN4ij+0MuuvvDko986sKHNmr8aDe5xjsx1qTkOIw2BEArXcRgJNEN1i9Gmw8QwTI70WTe9wHxngZseGEYKl6qbAVXgWFnfss4rjJ4bsdCJeN+tDWLtM+QqKi5UPAg8MxqHNsBGm5MlSVS6qSKL4llfhi4NFcTUqn0+d6/NNx9v4EiXpqupepqqB4FvJv/jGDpdi7bv4LkJrh1T9QMu3RrykvOX+NQ3GvR8q6SkZG27xXR/eVbVsXU+3W5afo0/hGMpOq5Hoxbwiy9u8fl7u7SjBmGMoSppJDdJJ0SxpNNzUHHAT168xBfuWWTXsSaOleA4EYHn0qw5LHUC+mEfdMKJBYtdB32eOZxw8KjFz7z84ujp59w3jU9fsrtZr9xsuz+0Qvn3ffxA+sH/pYft2OqJnUdvcode9c5Lz9vym2s3XpYcm2uoiWGLqbGQoUaLim8xXJGMNmwmRiTT4302r5mjE53gLR+rsevAMKOB6RV3HWMrYbrdMrepBNeN8dyQo/OKZ4/VqfoWdU9R9bWpdlYtmlULhKDTh25oJLWyzXE2oylLKoolzRjYodmEj9xe49BijYYHVVfhOzo1KzKmQUoJwljQCyW9vk0vdGl1PYZrLq97UYeV4x16fQiVGCg4oQepiW2bOdSqn1DxY7SGuSWL+SWbpbZDu+fQ6bkstQNmxgXTIy06kaIXCcIc2Jo4NpG/Hwo6PZv5VpUzpjz+6PWz+JUlnjokOXIi4fhczOy8xdxiQKfjMN8OOXhSc+S4YPNMXb30hZck45Nn/eZv/+or3kl47CbbtX7oRZzv5/ixADjAeeeegWBP2Bga+5Dw1m3dfMa2/3rhtmEWOh2WOpphXzPelKwYtZhZETI5Ms+Du5f40w8N8/VvTzDiSpq+wndECiiZe6m4tsKzFb4b47s9Pnx7QBQGDLmammcW2TYqkpGmw5ppl01rIw7Mw3zbVP+iON3IsAxsRfRWeF7EXEtx+GgFSzjUXI1vm6EN491iHGqVNq26YSjphRb9yKIXOiTKZdWEZqzeI4qMb0pSKtcjMvNPk1e4tqLiJwzV+0yNL/DEgZC9hxSzC4KFlkWrbdPpunR6Hp7t8/PXLUIU04lFSlMgihVhbPTwXvp4Wh2XVrvJVWdX+K//10m2bT3JoUXFgWMxh2cVx+dd2h2XeiXG9bq01ShrVm39r5dtn9k6PT38oecOPBuOTm34UcMpP35sAA5w9tZtrFmzsRt1F3b+/NVX/OWivfrPnji8fnbHM7W+igSrxi02rw3ZvOYEOPN85I46O3eNcuEai/GG6fd2HTNKZcrQIk8uXdcoHJ0wZO9xH2k51D1tpoMCSb1m5Mb1KxOef/4Slt9iti3phkZSy+Y3y1Kh6SHXOE4COuLW+z0ePVSl7guCrAHKTu3lUt9ETbpOLy5GvfqhQ6vrsWFK8qJLWsQipB8bJaUYukjfsJSiuA74XsJwo0uYnOCux3rsPdznxHzCQtsUXNrZIELkMzOucIM2S31BP1VTDAdXRDH0I0E/NJLgiUWXR56ZZOuqUf7j1V16ostjhzQ7D0QcOCIR2FyyyeKXX7kuedFVo38WxS/9y9175ndOT5/RXT2z7UcNo4Hjxwrg2fGqV76C6x/+VtJVwVsWW9bqx49demdfr2XbxoTh+lEOnQh5cq/NweeaPH+rzauv0QyNKpQWBGlp3raNKWfm9uq7MfVKl9sesLj/0SbDvrGXC1yz0LZeMR4uQ/WQM2e6vPaaeeY7EEaCJDbTNllveNaLkkVwx44Jk5hnD7v0+j5VFwLb5AKuY9y47HQ7hFKQJCaKlke+un2XwLXZsCIicELC1DtQLQO5ECLvN/GdhHqlzye+avHUAZuFtmKhHdNqK1pdi07PrMJudXwu2wovvXiBpZ6im9KUbHI+iqHbM1uFhdAcnevyiTsc7tkxwrrxJtvW9FkxHnOi0+aJfYrNayd5869d2T/34v/81iuv/rU/XbPuluQF1/5wm6b+ucePPMn8Tscbf/l1AOGBwwsAD80e3eP1jn9cfu2hqcvq3qK90Oty5kqXy8/RjI3M0489qn7A6JCN50mS1MXKsgz/rgQhC+0+H/xSlY72mXTMlI/vCnw3be7yYyq+2fgWxeSGPKoMMDJbtCLBrHgxDz8juOuRGr5jUUmjt5f7jJiCk0gdXqPYnDj9SKZrq00U7/Z9nn/uIpds6vDNJ+vE1WIYQi8rYxbmn8aHPFLQCaHTVWYavmfT7ac8v+/QrPn8/Itb3P6tDgu9KmOxyO3aLEvT6Sv0nGB82MZ2E44utfjGIw3q1QYrh04Q6JizNo/ED++q3Lt+60+rTZvX3CtE/4+fO9zmBz2F84M8fiwjePlYPdVk9VTzj57aefDqp49d+xPnnPW8T20+Y0Y9e2iCi7aErJ6a5YsP9pmdtVg5anPmWmjHHQ7ORiSJURgCL2ZiuMVXd2ie2NPAtyz8PMKmzVi+TqfzI04sKr78gI91GhFgYMghbTZynYhWH+baPr4tqTim4ct3wU9duBzbyk01+xH0wizRNDw8DG3C0KXuSxpeSD9OUj18sIV3wCEUI/Fdd1GfkaGIVl/QDc2QcDfU9COZ7oC3iSKXbTOa684/yYklRScUJAnYlmT1REi1coKn9kUcOuaxcsTiJZedYN/JFnfvSNi2YZjxqXVq6+ZLPvWW37riJzoLh6+WcuQPhVjxYw1u+DGO4MuP17/2J0h6TyxJb/1v7X92etdLWo+cPdI48oqHHjnG/iMVxhoOqyct1q1c4P5nQ5Y6DmBmE0ebXfbN9vnonSPMtevUqjLVr8k74XxHp6ZBIUvdmMd3B9Qrg3svy+X5TIt23YRWL+GRXS7dyKXpmk1wvkN6dTC97RXfxJJOTxFGpnpoWwLPseinyWan79Co2py9sccdT5hlTYkq1pbkkmHJZiKKJeesj6n5fVpLAb1Q0Q+N32AUpa6v6TKpeuDx+qt6PPzUAkeXhpgeNmdJvapoxz32HPWZGq2wcqLG9HCfLTMdguZapD9+4ytedu5jbnXFO46HvaVLL/3BDQX/sI9/MwAHsPytALNaP/YnM+uvW7PjkQNs6K19xXPzO5g9GjKzIqIbtTl6rMb6CRvfFdSrMUfme/zDzcMcOTLCtdsVe090CUPXONlmAHcTszraDYl0hOXbuHkZPrVmzndmFoabnpPQ6Sd86+kaUcelVjf2cZ6Tgtu3qFctJoYT4iTi4acVcSQZG7KxbfMY+6GJst2+w4pRh+2bewz7If2enw5hFI5bZiAiK8kL4sSm3fXohRGtCGPpEKUAT2mIbSsOnUy4/6lh1k5a/P7PtHn3TQ6L3Rr9ULH/iMu6VT5u0GfPYYcVYxLhTXHt87ezZu0ZN/bsDb8Tq86+K7at/lFD4J98/JsCeHYIcTazswv71s5MvVFYzQ8FzY2/vTS790pfP8JHvwJDQcA5m7r0+hKtE766w+LxXU0uXOvyiqvbXP+1Fk/sHDaSmy0MnfAUgRdRr3a5/g6fMPaoBIXRfrZJomzVZtaRm6Ruvu/iuhaBpXLu7aUJbLOqmZns0YkXee6bHnHHx3NifFfS80QqF2Yg96h7fSqVPgvd1E459WlR6QJZU3kURCm1Gao5vOqKJd752WHaoZW2wiqi2Jhnek7EU3s1H7t1hP9wucO2M+Dq8zo89FiVSPV5ZDeMNKr81PMO8fVvjTAyeT6XXLT2rl5Ue8e6mbMeiZNwX7254kf9tv+zjn+TAAcYG2sC7NJa7zrnLB578lExVaut+YdvH9m50e8+biW6zXPHmowM93jgKZ+JusOmGYvpsQTf1aW+cWPgGXgJI40ezx7q8+mvj2Bj4dsqNd03J4IljQOWIPXIthRSxDz4pM2DT1apV9ItcFbRi+57ZnBjuB4i+m2W+pJe26PdU9T6in5kGxu0yCKKLRbbDhduVly4pcNnv6GIUndXs+fegDxLUsPIJKhKe/yHK+a45YEWx+eHmGhkEdzIkSqRdEPJc7OSnfstVow1uXDzLLv2h6wcc9l5uMtje5r8zMuvSWY2nbvLFsl/XrfxysPATiHEv+h9+lEf/2YBnh3pG7AziY7tjGL14hc+r76yXrnwUzfc/JXGupVHq0/sXaCzVOHMlTYrRhSx7rDUc2gGxpbCsY1W3qhGNGqLfOJuhwPHmowGmCqkayzjPMcyvioUGyBsqbDtiF4s6EY+k+kWONsu9aI74LsKz4ux44hEKXoRJsqmhZYoNnQjiiT90MG1HQIrIUkSEmWX5kEFSaLpR5puKOiGkl5k0e15rB53uO6Ced53c5XFrp0WcaDTkyx2fKpeC8vuceSExa4DAZvX1jhzpsNCb5if+6np9ur1L150pH71eGX1QSGsff/WgZ0d/+YBnh2WM4HWet/zLpo8cODo4ln/4SXXXrpytP+ehx55Kl418ezI3MnF+uhwl8f3hzy7p86mFdCsW/QjM5XTrHX47D2S628bB+1hiwTHhsCTVCsW9arIPcejWKAV2FbCXEtzx6N1As8msFPTS1Fu1yW1UDM+4Uqn7aoJqOymMb0kykykt7sVrjqnwy0P9AkTByEKC+k40Sy1E2xpUa+kZj5KopIKP/fCmOPzczz0+Cha23iuYm5JcOSEz+aVLmfOtJid8zk859IR65fOO3/NyZGxM+01k/zKhjPW3KcZWdBKK8v6sRfXvu/j388zIdujI9R4tTO3dePK22q1xqabbrphw2te8/q3bDv34scbQyPffnrf2t7zzwkYbWiCasSjB3p4dsSjexM+9ZURzl4R8MLtbbQVAyZJHB+SrFnRI0m6HJ/TdHqmT0QIxQNPC+5+tMl4xewNMg9k0FPcTL2YUblYQZSIokORwXbYODb9IJdtsdh+ZocEjRRmEHts2MZyFPuP9TmxENPqyLSlt8dXHvZ4Zt8Ur7vaYuv6Nr1IsHXtLEvtBY6e1Dy6b5JrLpjqja+c+PbFF25//Cdf/rq33PrFj2+o1Rub3GD1bbv39uekEP+uwA3/jiJ4+QjqU2Boa+fE8d3Ytv1XUlp/1RPbrWuvqr9z5djJTXc/cPiKKD5kPbovIiHiwSc04zWPl1yasHaqy0e+ZrFnb5Nm1WLtVEzCSR56RuJZw4w2ndTnT3H7Q1Vk7LNltWKuo2j3NSPKgCRJ+62lBE1MGEZUvYgFYUbRbEtiWSJv4Kr4Id1QceREg7PWx7xoe4+ndiYIYRH4kjUrEtzqSZ49ZrHviMVIwwwK3/mozce+0mD9uMeLL6xz3vo5nt6bICwHZdVojK5NInfmG+eur+6cnmm9IezHie/5vOkP/05vXj/T+VG/Xz/M498lwMvH6PgGKNqp42PHF35VSH/4tTNH//zBh25xn9x3NJma1tv3LYxfsGpsiWPzR5mdq7JhKuToYZiZUsysaPGNJ7s89Gyds6ZNZ2HmKRL4NiuHLC49SxCJFnd928ayHPqxYLGtaFQtLKHZdUhz1yN1rr0g4k7ZI1YBFV8yVDOm/HEiWOpF3LlDkfSGGWk06HQStFZobWFJaNZizly/yF2Petz/rRqjjZit6+HpfRXOWQVazrP70AhbNq9gtus9pGTr4dVr1lpXvuCl4eqVY38U9ftzrv/DcZD6cT3+3QN8+TEx3gSYA34d4OCzn8e29ZX1Uec61+6++pn9i5t9K+LBHd9m85oAYbfZd7TDc0dgw3REoxoTeBaJUix2PGxLMVy3WDOVMLOyw4EjVQLbZnSkzbeftrCkYMt6zULL4olnp/j5l3R5fA90FyVTY5rVK1o89LRivFFnqe/w1Ydj1oxoTi64RIlHvSKRlqAXKRY7CTv3a8ZrEcPNLmFicfhEnS3rJc3mNibHLE4uNZ+emhr61DlV+aUlyV2/+tprftQv+Y/0+P8cwJcfK9f/FMBdCwsn7kLw9bGVekOndVh9/qvPqBdctG5dfWj4zVH7WS7aJrloy24eeqTNYjfic/fEvPRiF1uHDFU0lSDm7scsjs85XHehZiHsEWqfuXbIyQVJpSJpBpLFtk8/Vgw3JEPNENvpEquInftrXHsJXLKlz869MfNLgjB2mWgKrj5/nn2HHXYesDnWWcPWDTO86ArF9jOnOT679JfrV+3cs3bzJXJsdFK2uvZu4LarhsZ+1C/tj8Xx/3mAZ0ezOQpwW/b107uOYtve0NzJI/e25xXVwIqGmxt+d2rGf5GWghWHEurBfYzUZ9ETAaNDiuM7G4RJwPhQm/27NOeu0xxb7LD/iM+qFdAPY1ARroDJZsh8u80zz/lYtmbvsQjf8ZhZJXh0j0urZ6G0ZmpyhJe/9AUcOO5iWQ4HTujbSeK3e07knH/+WYxNTt1F0p8X9sSP+iX8sTz+f4B/h2PzxkmAeeDzAEsL+0DwVGVYTkop1MrVMSf2PEbFm6NfcQh8C8tKote+/LL/tnb1iZ9M/HZkyQp7jkeMVmxWjEece67LzNqIy7Rg5ajFcGOJ/YebxFaIU606tbHaF1oHvvzfELaTaAdBRLVaZXhyO7UxB9uScn3MUWDPutU/eKvhf4/Hvw81/8fkuPe++wAxWbUONPcebmmlAg6cjBmtWkyMJOw+aHPuhojdBwWTw5LRxhIHjzfpqIiTCzVx6TnTC0rpo9svuORH/VT+3Rz/L4CohkIuyLfVAAAAJXRFWHRkYXRlOmNyZWF0ZQAyMDIwLTExLTA3VDE4OjM5OjUzKzAwOjAwmBNOsAAAACV0RVh0ZGF0ZTptb2RpZnkAMjAyMC0xMS0wN1QxODozOTo1MyswMDowMOlO9gwAAAA5dEVYdFNvZnR3YXJlAG1hdHBsb3RsaWIgdmVyc2lvbiAyLjIuNSwgaHR0cDovL21hdHBsb3RsaWIub3JnL0jPKKMAAAAASUVORK5CYII=', 'weight': 10}
• mf_hecke_traces •

  Column	Type
  hecke_orbit_code	bigint
  n	integer
  trace_an	numeric

  
  
  • id: 47207011
    {'hecke_orbit_code': 27021735370948706, 'n': 1, 'trace_an': 4}
  • id: 47207012
    {'hecke_orbit_code': 27021735370948706, 'n': 2, 'trace_an': -32}
  • id: 47207013
    {'hecke_orbit_code': 27021735370948706, 'n': 3, 'trace_an': 0}
  • id: 47207014
    {'hecke_orbit_code': 27021735370948706, 'n': 4, 'trace_an': -512}
  • id: 47207015
    {'hecke_orbit_code': 27021735370948706, 'n': 5, 'trace_an': 0}
  • id: 47207016
    {'hecke_orbit_code': 27021735370948706, 'n': 6, 'trace_an': 0}
  • id: 47207017
    {'hecke_orbit_code': 27021735370948706, 'n': 7, 'trace_an': 0}
  • id: 47207018
    {'hecke_orbit_code': 27021735370948706, 'n': 8, 'trace_an': 16384}
  • id: 47207019
    {'hecke_orbit_code': 27021735370948706, 'n': 9, 'trace_an': 8838}
  • id: 47207020
    {'hecke_orbit_code': 27021735370948706, 'n': 10, 'trace_an': 0}
  • id: 47207021
    {'hecke_orbit_code': 27021735370948706, 'n': 11, 'trace_an': 55288}
  • id: 47207022
    {'hecke_orbit_code': 27021735370948706, 'n': 12, 'trace_an': 0}
  • id: 47207023
    {'hecke_orbit_code': 27021735370948706, 'n': 13, 'trace_an': 0}
  • id: 47207024
    {'hecke_orbit_code': 27021735370948706, 'n': 14, 'trace_an': 0}
  • id: 47207025
    {'hecke_orbit_code': 27021735370948706, 'n': 15, 'trace_an': -630912}
  • id: 47207026
    {'hecke_orbit_code': 27021735370948706, 'n': 16, 'trace_an': -131072}
  • id: 47207027
    {'hecke_orbit_code': 27021735370948706, 'n': 17, 'trace_an': 0}
  • id: 47207028
    {'hecke_orbit_code': 27021735370948706, 'n': 18, 'trace_an': 141408}
  • id: 47207029
    {'hecke_orbit_code': 27021735370948706, 'n': 19, 'trace_an': 0}
  • id: 47207030
    {'hecke_orbit_code': 27021735370948706, 'n': 20, 'trace_an': 0}
  • id: 47207031
    {'hecke_orbit_code': 27021735370948706, 'n': 21, 'trace_an': 0}
  • id: 47207032
    {'hecke_orbit_code': 27021735370948706, 'n': 22, 'trace_an': -1769216}
  • id: 47207033
    {'hecke_orbit_code': 27021735370948706, 'n': 23, 'trace_an': 1071408}
  • id: 47207034
    {'hecke_orbit_code': 27021735370948706, 'n': 24, 'trace_an': 0}
  • id: 47207035
    {'hecke_orbit_code': 27021735370948706, 'n': 25, 'trace_an': 646538}
  • id: 47207036
    {'hecke_orbit_code': 27021735370948706, 'n': 26, 'trace_an': 0}
  • id: 47207037
    {'hecke_orbit_code': 27021735370948706, 'n': 27, 'trace_an': 0}
  • id: 47207038
    {'hecke_orbit_code': 27021735370948706, 'n': 28, 'trace_an': 0}
  • id: 47207039
    {'hecke_orbit_code': 27021735370948706, 'n': 29, 'trace_an': -10364024}
  • id: 47207040
    {'hecke_orbit_code': 27021735370948706, 'n': 30, 'trace_an': 5047296}
  • id: 47207041
    {'hecke_orbit_code': 27021735370948706, 'n': 31, 'trace_an': 0}
  • id: 47207042
    {'hecke_orbit_code': 27021735370948706, 'n': 32, 'trace_an': -2097152}
  • id: 47207043
    {'hecke_orbit_code': 27021735370948706, 'n': 33, 'trace_an': 0}
  • id: 47207044
    {'hecke_orbit_code': 27021735370948706, 'n': 34, 'trace_an': 0}
  • id: 47207045
    {'hecke_orbit_code': 27021735370948706, 'n': 35, 'trace_an': 0}
  • id: 47207046
    {'hecke_orbit_code': 27021735370948706, 'n': 36, 'trace_an': -4525056}
  • id: 47207047
    {'hecke_orbit_code': 27021735370948706, 'n': 37, 'trace_an': 35615820}
  • id: 47207048
    {'hecke_orbit_code': 27021735370948706, 'n': 38, 'trace_an': 0}
  • id: 47207049
    {'hecke_orbit_code': 27021735370948706, 'n': 39, 'trace_an': -20586048}
  • id: 47207050
    {'hecke_orbit_code': 27021735370948706, 'n': 40, 'trace_an': 0}
  • id: 47207051
    {'hecke_orbit_code': 27021735370948706, 'n': 41, 'trace_an': 0}
  • id: 47207052
    {'hecke_orbit_code': 27021735370948706, 'n': 42, 'trace_an': 0}
  • id: 47207053
    {'hecke_orbit_code': 27021735370948706, 'n': 43, 'trace_an': -35039024}
  • id: 47207054
    {'hecke_orbit_code': 27021735370948706, 'n': 44, 'trace_an': 14153728}
  • id: 47207055
    {'hecke_orbit_code': 27021735370948706, 'n': 45, 'trace_an': 0}
  • id: 47207056
    {'hecke_orbit_code': 27021735370948706, 'n': 46, 'trace_an': 17142528}
  • id: 47207057
    {'hecke_orbit_code': 27021735370948706, 'n': 47, 'trace_an': 0}
  • id: 47207058
    {'hecke_orbit_code': 27021735370948706, 'n': 48, 'trace_an': 0}
  • id: 47207059
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  • id: 47207265
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  • id: 47207267
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  • id: 47207268
    {'hecke_orbit_code': 27021735370948706, 'n': 997, 'trace_an': 0}