Embedded newform data - 48.13.e.d.17.1

Formats: - HTML - YAML - JSON - 2025-07-12T10:54:35.109607

• 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': 8112, 'analytic_conductor': 43.871703229261705, 'analytic_rank': 0, 'analytic_rank_proved': True, 'char_conductor': 3, 'char_degree': 1, 'char_is_minimal': False, 'char_is_real': True, 'char_orbit_index': 5, 'char_orbit_label': 'e', 'char_order': 2, 'char_parity': -1, 'char_values': [48, 2, [31, 37, 17], [2, 2, 1]], 'cm_discs': [], 'conrey_index': 17, 'dim': 4, 'field_disc': 3521593213600, 'field_disc_factorization': [[2, 5], [5, 2], [7, 1], [11, 1], [7561, 2]], 'field_poly': [385000, 0, 4105, 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': [[5, [77414609986560000, 0, 707006880, 0, 1]]], 'hecke_orbit': 4, 'hecke_orbit_code': 13511073978122288, 'hecke_ring_generator_nbound': 7, 'hecke_ring_index': 2239488, 'hecke_ring_index_factorization': [[2, 10], [3, 7]], 'hecke_ring_index_proved': True, 'inner_twist_count': 2, 'inner_twists': [[1, 1, 1, 1, 1, 1, 1], [1, 1, 3, 2, -1, 2, 0]], 'is_cm': False, 'is_largest': False, 'is_maximal': False, 'is_polredabs': True, 'is_rm': False, 'is_self_dual': False, 'is_self_twist': False, 'is_twist_minimal': False, 'label': '48.13.e.d', 'level': 48, '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, 3], 'level_radical': 6, 'minimal_twist': '12.13.c.a', 'prim_orbit_index': 2, 'qexp_display': 'q+(-75+\\beta _{1})q^{3}+(3\\beta _{1}-\\beta _{2})q^{5}+(-3950+\\cdots)q^{7}+\\cdots', 'related_objects': [], 'relative_dim': 4, 'rm_discs': [], 'sato_tate_group': '12.2.3.c2', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '48.13.e', 'trace_display': [0, -300, 0, -15800], 'trace_hash': 1930559055438578088, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '3.744', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '72.396', 'prec': 20}, {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '2059.571', 'prec': 27}], 'trace_zratio': {'__RealLiteral__': 0, 'data': '0.508', 'prec': 17}, 'traces': [4, 0, -300, 0, 0, 0, -15800, 0, 96804, 0, 0, 0, 3432200, 0, -6613920, 0, 0, 0, 2050024, 0, 59979336, 0, 0, 0, -437451260, 0, -508358700, 0, 0, 0, 2519008264, 0, 3795184800, 0, 0, 0, -7466711800, 0, -14132878296, 0, 0, 0, 26119930600, 0, 35876727360, 0, 0, 0, -52127844660, 0, -54522702720, 0, 0, 0, 96029271360, 0, 68929593000, 0, 0, 0, -9307235704, 0, -18020676600, 0, 0, 0, -89055584600, 0, -143365584960, 0, 0, 0, 464142475400, 0, 487877005140, 0, 0, 0, -567022026488, 0, -929051518716, 0, 0, 0, 1015432485120, 0, 976838637600, 0, 0, 0, -762832207984, 0, -1392739649400, 0, 0, 0, 862958525000, 0, -1272066016320, 0, 0, 0, 1206137331400, 0, 968010246720, 0, 0, 0, -2601906198904, 0, -5629158777048, 0, 0, 0, 8387406092160, 0, 4245701661000, 0, 0, 0, -5351027293436, 0, -11802847262400, 0, 0, 0, 13871110040200, 0, -1430374920024, 0, 0, 0, 3722403024400, 0, -14300427022560, 0, 0, 0, 5179481644072, 0, -17797707192960, 0, 0, 0, 34703528569920, 0, 3445113095100, 0, 0, 0, 171760341064, 0, -46390577644800, 0, 0, 0, 67362689659400, 0, 10746164060640, 0, 0, 0, 14599773668200, 0, -90204511256640, 0, 0, 0, 86581562964300, 0, -20675390809176, 0, 0, 0, 26301613151560, 0, -66960790840800, 0, 0, 0, 43868903872136, 0, -101092591239000, 0, 0, 0, 132683745427200, 0, -23746195282104, 0, 0, 0, 66003341621000, 0, -227959996057920, 0, 0, 0, 263995349884744, 0, 34127363400936, 0, 0, 0, -118138754897280, 0, -276351188054400, 0, 0, 0, 211310942966824, 0, -44374777732800, 0, 0, 0, -74956040241200, 0, -291175626930648, 0, 0, 0, 254996868853000, 0, -147107206135260, 0, 0, 0, 407805247156616, 0, -33966263960640, 0, 0, 0, 50942451260160, 0, -332420997127800, 0, 0, 0, 446936643379976, 0, 346281195892500, 0, 0, 0, -878639123038000, 0, -430527315589920, 0, 0, 0, 51584603241600, 0, 519918356171520, 0, 0, 0, -304721245140592, 0, -597055425503040, 0, 0, 0, 1286968306714560, 0, 626712048158400, 0, 0, 0, 361678289206792, 0, 162468975622800, 0, 0, 0, -961288788907000, 0, 422106727877064, 0, 0, 0, -1289908594957400, 0, 1103325510012480, 0, 0, 0, -1970699692919036, 0, -367042129909656, 0, 0, 0, 683918169215040, 0, 2411447828882400, 0, 0, 0, -74628252621296, 0, -215862737853600, 0, 0, 0, 2443305015663400, 0, 2852308690509768, 0, 0, 0, -4522726191004600, 0, -477426379858560, 0, 0, 0, -5127788530751040, 0, 2562123705340320, 0, 0, 0, -6174743692839160, 0, 1738723582828200, 0, 0, 0, 764513701085992, 0, 1676046756342600, 0, 0, 0, 3993606724656200, 0, 2314845551456640, 0, 0, 0, 399515660445200, 0, -485317416032640, 0, 0, 0, -1186296499188472, 0, 5641796884181544, 0, 0, 0, -14980780389836160, 0, -1257997866681600, 0, 0, 0, -4468870799104500, 0, 5912890366089300, 0, 0, 0, -3659085905214200, 0, -917644465088640, 0, 0, 0, 14761970449752200, 0, 6398782280337600, 0, 0, 0, 4682146312114024, 0, -2840182330695672, 0, 0, 0, -4861440680722560, 0, 473542477957800, 0, 0, 0, -17027189704189440, 0, -1153823561719200, 0, 0, 0, -13364282738107000, 0, -521926988823984, 0, 0, 0, 17502841034147600, 0, 5466653210862720, 0, 0, 0, 19249076134071176, 0, -11986760230165440, 0, 0, 0, 23367515428048320, 0, 6251011267741800, 0, 0, 0, -12445079505087352, 0, -7569048287174400, 0, 0, 0, -5459930650476400, 0, 7734625341791040, 0, 0, 0, -25416329059113400, 0, -26453320844086080, 0, 0, 0, 15134339749941064, 0, -1122203392296660, 0, 0, 0, 40578166963025280, 0, -9322241961319200, 0, 0, 0, 46296501641343360, 0, -9707231682550200, 0, 0, 0, -7680562438900600, 0, -15243912597432960, 0, 0, 0, -36428916122439800, 0, -23450230538550720, 0, 0, 0, 1833972065190544, 0, 5283791040506664, 0, 0, 0, 28649878397150440, 0, -31008479188190400, 0, 0, 0, 72467870533149712, 0, -7475818635964800, 0, 0, 0, 2637136979379400, 0, -45479916671766744, 0, 0, 0, 24164675086406400, 0, 27224699167575360, 0, 0, 0, -46636242648900056, 0, -36738710592753600, 0, 0, 0, 7434660158642880, 0, -30305299784588100, 0, 0, 0, -15677069606714992, 0, -30521736156749400, 0, 0, 0, 57898792404921600, 0, 26879703438172320, 0, 0, 0, 59401965618509800, 0, -10200054311910840, 0, 0, 0, 4008028722399364, 0, -41768145781404480, 0, 0, 0, -31511909633814720, 0, 28238382192952800, 0, 0, 0, -43330838500993144, 0, 7563060855013800, 0, 0, 0, 111009308732861800, 0, 30311945763767496, 0, 0, 0, -18007436047550000, 0, -86804319208944960, 0, 0, 0, 15675474764635856, 0, 51874618052885760, 0, 0, 0, -75882919201885440, 0, 1962295428285000, 0, 0, 0, 80144693161651624, 0, 63864685283443200, 0, 0, 0, -75884408335478200, 0, -71007315485504856, 0, 0, 0, -103480802083454400, 0, 110012366312876160, 0, 0, 0, -75090993328770416, 0, 102219109374180960, 0, 0, 0, 28177134481774080, 0, 61034554439939400, 0, 0, 0, -11489165006470264, 0, -10389692569685400, 0, 0, 0, -75860069492967800, 0, -16022812624822080, 0, 0, 0, 81698369005128200, 0, 222047288462286720, 0, 0, 0, -61720230331270616, 0, 6227276859558720, 0, 0, 0, -107177013485008700, 0, -20350903719643200, 0, 0, 0, -384369583889429816, 0, -65254984201551000, 0, 0, 0, -38809024468439400, 0, 389038647874561920, 0, 0, 0, 92238750425578600, 0, -34720292451372480, 0, 0, 0, 192236865641219520, 0, 47402623000108176, 0, 0, 0, -439605421870098240, 0, 88142194429849800, 0, 0, 0, -251917163094593272, 0, 300930354943545600, 0, 0, 0, -54631947527740800, 0, -57320461979772024, 0, 0, 0, 89310095769763400, 0, -143742063556844460, 0, 0, 0, -19733979162621424, 0, 116657204532904800, 0, 0, 0, 17523044060250240, 0, 55805433972882600, 0, 0, 0, 30087652463892712, 0, 119438638521206400, 0, 0, 0, -593148032523993600, 0, -184985485640360640, 0, 0, 0, -396529073779716400, 0, 260604946786095360, 0, 0, 0, -20776076751228664, 0, 98761794671283912, 0, 0, 0, 1140179430179180160, 0, 345155704399152000, 0, 0, 0, 154145283020667472, 0, -493787004082618200, 0, 0, 0, -32756002829286200, 0, 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-492034838682427200, 0, 0, 0, 318760977039478600, 0, -794494588046242584, 0, 0, 0, 268064310999403400, 0, -376076097441843840, 0, 0, 0, 916269830574737512, 0, -25956685283633280, 0, 0, 0, 52493410494377280, 0, -2092545912933561900, 0, 0, 0, -426213935786878384, 0, 111580531423921800, 0, 0, 0, -1117414827392510200, 0, 499063995267504480, 0, 0, 0, 1080889133834439400, 0, 820990026565583040, 0, 0, 0, -151982734853546288, 0, -1332836958841280640, 0, 0, 0, 872482245643546560, 0, 1774923756212476800, 0, 0, 0, -639361475764151040, 0, 387435064438712400, 0, 0, 0, 2129123278195853800, 0, -275856057056410560, 0, 0, 0, 249543125378395200, 0, -1615296627255286080, 0, 0, 0, -1244422884420902456, 0, 201755418259704936, 0, 0, 0, -1770241596007865080, 0, -853640967552219000, 0, 0, 0, -56186788046997960, 0, -326889538261588800, 0, 0, 0, -2767822745896118200, 0, 1576415335008797544, 0, 0, 0, -1387878666657580800, 0, 660961418344032960, 0, 0, 0, 3665372262633828112, 0, 1778270361948767520, 0, 0, 0, 1213459437723632640, 0, 2391163962673147200, 0, 0, 0, -233303494801885620, 0, 1742440609571428800, 0, 0, 0, -1499131589089407800, 0, -1759144199630296320, 0, 0, 0, 338072556622464400, 0, 2371036737679827240, 0, 0, 0, -4242139069912191360, 0, -526042917292795704, 0, 0, 0, 2719277349067419840, 0, -206144074473004800, 0, 0, 0, -775621439015857016, 0, -1306072918852008600, 0, 0, 0, -4370943048028535800, 0, 3660036380282008872, 0], 'weight': 13, 'weight_parity': -1}
• mf_hecke_cc •

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

  
  {'an_normalized': [[1.0, 0.0], [0.0, 0.0], [-0.8185515294922922, -0.5744331062585349], [0.0, 0.0], [0.0, -1.5300728711173552], [0.0, 0.0], [-0.2730418406445747, 0.0], [0.0, 0.0], [0.3400532128683415, 0.9404061954378642], [0.0, 0.0], [0.0, 1.505910114539765], [0.0, 0.0], [1.5552514061274194, 0.0], [0.0, 0.0], [-0.8789245121578573, 1.2524434888877738], [0.0, 0.0], [0.0, -0.05505395155733099], [0.0, 0.0], [-0.6927468511907013, 0.0], [0.0, 0.0], [0.22349881627500734, 0.15684427266001094], [0.0, 0.0], [0.0, 0.573011650099201], [0.0, 0.0], [-1.3411229909293065, 0.0], [0.0, 0.0], [0.2618493744879942, -0.9651087529808473], [0.0, 0.0], [0.0, 1.4137590160654805], [0.0, 0.0], [1.3595394636646227, 0.0], [0.0, 0.0], [0.8650446248412232, -1.2326650275344375], [0.0, 0.0], [0.0, 0.41777391305021183], [0.0, 0.0], [0.4283573982645954, 0.0], [0.0, 0.0], [-1.2730534172306371, -0.8933878962347277], [0.0, 0.0], [0.0, -1.159622093189012], [0.0, 0.0], [0.99293115482405, 0.0], [0.0, 0.0], 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[0.0, 0.0], [0.0, 0.016152953859419755], [0.0, 0.0], [-0.9987145555064355, 0.0], [0.0, 0.0], [0.04818094469376993, -0.06865653379267245], [0.0, 0.0], [0.0, -2.170878002526569], [0.0, 0.0], [0.34615296366516973, 0.0], [0.0, 0.0], [-0.16664927987240305, -0.1169490985524496], [0.0, 0.0], [0.0, 0.2454537796117964], [0.0, 0.0], [-0.007520969510428369, 0.0], [0.0, 0.0], [-0.9967865218847192, 0.36044047875815427], [0.0, 0.0], [0.0, 1.6807189029750522], [0.0, 0.0], [-0.2031215785230851, 0.0], [0.0, 0.0], [0.18188008376671003, -0.2591741651540904], [0.0, 0.0], [0.0, 1.8388566564678108], [0.0, 0.0], [0.5250388580674169, 0.0], [0.0, 0.0], [-0.8160705508986874, -0.5726920353683868], [0.0, 0.0], [0.0, 0.2348628379202622], [0.0, 0.0], [-0.6089166733695973, 0.0], [0.0, 0.0], [0.14721394098891025, 0.40711540700659554], [0.0, 0.0], [0.0, -0.1425122867519283], [0.0, 0.0], [-0.08992921343579979, 0.0], [0.0, 0.0], [-0.2225291064783682, 0.3170979152835257], [0.0, 0.0], [0.0, 0.8146778694095301], [0.0, 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[-0.31571253413880135, -0.873092833257444], [0.0, 0.0], [0.0, 0.3873412247078569], [0.0, 0.0], [0.6411012941093291, 0.0], [0.0, 0.0], [-0.3267789495145821, 0.46565110195904796], [0.0, 0.0], [0.0, -0.12685268429311614], [0.0, 0.0], [-1.7900190015185733, 0.0], [0.0, 0.0], [1.5003706600044648, 1.0529118176593042], [0.0, 0.0], [0.0, -0.9809387168468178], [0.0, 0.0], [0.6644769691097251, 0.0], [0.0, 0.0], [0.40319726025181885, 0.10939383780959966], [0.0, 0.0], [0.0, 0.46354989575059796], [0.0, 0.0], [2.454960482676211, 0.0], [0.0, 0.0], [0.7498398744171525, -1.0685013962308494], [0.0, 0.0], [0.0, -0.49785651413433096], [0.0, 0.0], [1.2188484177327132, 0.0], [0.0, 0.0], [1.7426912964654147, 1.2229646376682606], [0.0, 0.0], [0.0, 0.1432983456283435], [0.0, 0.0], [0.8483475532614899, 0.0], [0.0, 0.0], [-0.19599786990259782, 0.07087331591291433], [0.0, 0.0], [0.0, -1.4256124124218634], [0.0, 0.0], [-0.9419897055648582, 0.0], [0.0, 0.0], [0.021907989212980403, -0.031218287878962758], [0.0, 0.0], [0.0, -0.6575016404663857], [0.0, 0.0], [0.07142140015255079, 0.0], [0.0, 0.0], [1.7073212065291263, 1.198143047458359], [0.0, 0.0], [0.0, -1.1836145323754859], [0.0, 0.0], [-2.4920327005233927, 0.0], [0.0, 0.0], [-0.2818664594484883, -0.7794926050415548], [0.0, 0.0], [0.0, 0.08263392224909535], [0.0, 0.0], [1.9346293431477541, 0.0], [0.0, 0.0], [0.06936613906773695, -0.09884485871417772], [0.0, 0.0], [0.0, 0.568961119460634], [0.0, 0.0], [0.3781123841902878, 0.0], [0.0, 0.0], [-0.4913928979730286, -0.34484371307828354], [0.0, 0.0], [0.0, -0.6717285025019403], [0.0, 0.0], [-1.616107785821094, 0.0], [0.0, 0.0], [0.11216511679288894, -0.41341147446926385], [0.0, 0.0]], 'angles': [None, None, -0.3613604622441686, -0.27179604595275053, 0.13568612936907434, -0.1082119496481465, -0.49561839226846127, -0.30629349259332267, 0.04624688896967273, 0.1249488537851734, -0.1310398563985627, -0.21564625594731304, -0.40156318399670227, -0.16731544810536836, -0.46451264507582973, 0.08780624769936464, -0.4804594014966326, -0.17557196180956514, -0.281358920273511, -0.296662221756217, -0.10523510520213612, -0.23757642667388043, 0.056328111948541884, 0.15509543724524102, -0.21527490890049658, 0.003559970694057954, -0.3268309388693499, 0.01661556810537383, -0.31801207605902493, -0.4827730296364595, -0.1637082466413419, -0.3749178204495178, -0.4577411986576948, -0.27087542266002806, -0.47868254228436763, -0.21831786866630903, -0.1850437944004542, -0.13436513286134835, -0.47926723435165053, 0.02744249495759955, 0.0550137986145942, -0.23693455535081634, 0.0651994178609161, -0.17287175750713532, 0.10892429854286909, -0.21477728862233325, -0.17864599724127841, -0.1958678476575843, 0.12646494000599742, -0.21633590352820245, 0.052100024933983524, 0.02865842564037259, -0.08891350249903439, 0.10077532828729618, -0.3938850979705398, -0.423507905617683, -0.46423451295210266, -0.13357048950974545, -0.3355795325318789, 0.006676569472594517, -0.23377067470615048, -0.4689764665824178, 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• 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': 8112, 'analytic_conductor': 43.871703229261705, 'char_conductor': 3, 'char_degree': 1, 'char_is_real': True, 'char_orbit_index': 5, 'char_orbit_label': 'e', 'char_order': 2, 'char_parity': -1, 'char_values': [48, 2, [31, 37, 17], [2, 2, 1]], 'conrey_index': 17, 'cusp_dim': 90, 'dim': 23, 'eis_dim': 12, 'eis_new_dim': 2, 'hecke_cutter_primes': [5], 'hecke_orbit_code': 275096010800, 'hecke_orbit_dims': [1, 2, 4, 4, 12], 'label': '48.13.e', 'level': 48, '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, 3], 'level_radical': 6, 'mf_dim': 102, 'mf_new_dim': 25, 'num_forms': 5, 'prim_orbit_index': 2, 'relative_dim': 23, 'sturm_bound': 104, 'trace_bound': 3, 'trace_display': [0, 1, 0, 102962], 'traces': [23, 0, 1, 0, 0, 0, 102962, 0, -302681, 0, 0, 0, -2, 0, 4135936, 0, 0, 0, 27398978, 0, 36362910, 0, 0, 0, -1059968185, 0, 1114602481, 0, 0, 0, 2458372754, 0, -489875200, 0, 0, 0, -3136092962, 0, -1081717070, 0, 0, 0, 12606938402, 0, 4844890624, 0, 0, 0, 40136357349, 0, -20126808064, 0, 0, 0, -12844836864, 0, 68937822478, 0, 0, 0, 114025416382, 0, 31269068562, 0, 0, 0, 66406114562, 0, 54365513216, 0, 0, 0, -186350447282, 0, 429596529233, 0, 0, 0, 341505538130, 0, -240963053513, 0, 0, 0, -135025760256, 0, -39159659520, 0, 0, 0, 530519671492, 0, -927192127682, 0, 0, 0, 415013715118, 0, -1358551601152, 0, 0, 0, -4201304550478, 0, 1899198552576, 0, 0, 0, 568471454590, 0, -631976687406, 0, 0, 0, -5427062648832, 0, 2757979022878, 0, 0, 0, -9045041175289, 0, 2040698050560, 0, 0, 0, 7486841636882, 0, -1262991440338, 0, 0, 0, -8184482975044, 0, 2599689610240, 0, 0, 0, 7236694761890, 0, -8761208128512, 0, 0, 0, 9719723076096, 0, 7393160455523, 0, 0, 0, 2420615198066, 0, 14343158896640, 0, 0, 0, 11239742583358, 0, 24663582223360, 0, 0, 0, -13672708821118, 0, 36721977517568, 0, 0, 0, 21007326701493, 0, -5939905501406, 0, 0, 0, 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0, 0, 19267535703455044, 0, 16163893829063168, 0, 0, 0, -10189789630770962, 0, -36256380658698240, 0, 0, 0, -38509054200267790, 0, 3437904600563861, 0, 0, 0, 8984530809142272, 0, 35236540388879360, 0, 0, 0, 34476451723849728, 0, -16157344663723682, 0, 0, 0, -2596392478188722, 0, -38007191050627072, 0, 0, 0, -38371758549816238, 0, 2879010791414272, 0, 0, 0, -28047265659135172, 0, 54410597385221746, 0, 0, 0, 85192499519937506, 0, -19944656740789760, 0, 0, 0, -687712936115620, 0, -85553018782740480, 0, 0, 0, -94552161972590158, 0, -2118119137637682, 0, 0, 0, -26383887607203840, 0, 151364184142530560, 0, 0, 0, 71548657743869378, 0, 20887113869695488, 0, 0, 0, -33340652742136320, 0, -132949675654421997, 0, 0, 0, -181235674250932700, 0, -11069345737202642, 0, 0, 0, 4786775643310080, 0, 147745830112551936, 0, 0, 0, 186260511692841122, 0, 13427063263056894, 0, 0, 0, 11968029251612087, 0, -170522701113892864, 0, 0, 0, -220915416408741888, 0, 35798438249736960, 0, 0, 0, 88699875736139326, 0, 183963092352403602, 0, 0, 0, 244403827167108482, 0, 27808589236437214, 0, 0, 0, 5030693565056156, 0, -292193119477868544, 0, 0, 0, -262514226835776092, 0, -20952587556755456, 0, 0, 0, -23599253803812864, 0, 323037461133241842, 0, 0, 0, 345228897629700194, 0, -32598680333168640, 0, 0, 0, 78866827115899438, 0, -352636886355118846, 0, 0, 0, -275266634156574720, 0, -733249808067584, 0, 0, 0, -84078364278205444, 0, 432990848328649728, 0, 0, 0, 563389519022776320, 0, -35733855224490082, 0, 0, 0, -999017905952114, 0, -465375696594391838, 0, 0, 0, -534682987665986158, 0, 13361502650752512, 0, 0, 0, -26373087133531682, 0, 613319519136632832, 0, 0, 0, 527603515761340706, 0, 86079539512087040, 0, 0, 0, -54164286207036553, 0, -728256406604185600, 0, 0, 0, -756353208585722638, 0, -172456814079757042, 0, 0, 0, 62949427382610234, 0, 775701679093153792, 0, 0, 0, 865529539008464642, 0, -95980461334418944, 0, 0, 0, 54973370572875264, 0, -1004170425743203260, 0, 0, 0, -1011190188854814720, 0, 112993236973373038, 0, 0, 0, 172675167363390622, 0, 1027370013836103680, 0, 0, 0, 862196666924544000, 0, -24509454472369090, 0, 0, 0, -43471716963489362, 0, -1237808375958845119, 0, 0, 0, -1283147534656127132, 0, -37853237640182016, 0, 0, 0, 39240251448259584, 0, 1002447680691550162, 0, 0, 0, 1175010550349143490, 0, -72684852226268160, 0, 0, 0, 32170126272245760, 0, -1217189666823434240, 0, 0, 0, -989697850077504476, 0, -26898151353833472, 0, 0, 0, -100768902618613922, 0, 1383181232190395186, 0, 0, 0, 2007017815414714368, 0, -179597146678645760, 0, 0, 0, -25447551192517156, 0, -1548282377292712638, 0, 0, 0, -1708831587352655758, 0, 236962497469600711, 0, 0, 0, -374325746838217922, 0, 2292072155138499584, 0, 0, 0, 1824803222782957442, 0, 251884764434820028, 0, 0, 0, -202538986766522880, 0, -2066462212648570880, 0, 0, 0, -2206438821136179502, 0, -294306034915961600, 0, 0, 0, 39955846109360158, 0, 2400020852432404480, 0, 0, 0, 2547127662981120964, 0, 263270231836239872, 0, 0, 0, 196432641588894766, 0, -2461668152056090624, 0, 0, 0, -2888822887322760142, 0, 398047869375740316, 0, 0, 0, 965801429698845696, 0, 2404593485234519040, 0, 0, 0, 2548515988853563202, 0, 197870884325044736, 0, 0, 0, -34908711848210404, 0, -2621516696891660288, 0, 0, 0, -2802288965455036416, 0, -23968573269789696, 0, 0, 0, -266262585178109952, 0, 2648854893326197760, 0, 0, 0, 2045238679602579746, 0, -601553724451539842, 0, 0, 0, 426156550290816476, 0, -2877245536665045372, 0, 0, 0, -2519657773200349198, 0, -64988942465611520, 0, 0, 0, -495964914827323202, 0, 2880955392321478930, 0, 0, 0, 3402425650334625792, 0, 78646318829762398, 0, 0, 0, 109716048895980839, 0, -2905412640484986880, 0, 0, 0, -4015738034433144238, 0, 21799505183305582, 0, 0, 0, -948757539506916962, 0, 3862196124133679104, 0, 0, 0, 2683914300577548770, 0, 702230531180645376, 0, 0, 0, -1309977542745337344, 0, -3226056361959275839, 0, 0, 0, -3207426330054011036, 0, -569042222798784562, 0, 0, 0, -978416706388690562, 0, 3547502672636070912, 0, 0, 0, 4365506035415974082, 0, 157768610880998912, 0, 0, 0, -391026673060555492, 0, -3719515300437213184, 0, 0, 0, -3198137631875770368, 0, 178860062831283200, 0, 0, 0, 1339910218212182016, 0, 4182129554073096804, 0, 0, 0, 3358083118439390882, 0, -856511354491799040, 0, 0, 0, -119968252939998720, 0, -4615608178045184000, 0, 0, 0, -3656377943390536846, 0, 725178656787892110, 0, 0, 0, 709397373419090494, 0, 2665641018014509202, 0, 0, 0, 1948356470477249670, 0, 489665408601730560, 0, 0, 0, 665061942589237198, 0, -2928166148072478174, 0, 0, 0, -2630433528724807680, 0, -307037501495038464, 0, 0, 0, 1225920579653267516, 0, 1453166282870584320, 0, 0, 0, 4203399739596251136, 0, 690897292404318720, 0, 0, 0, 2337823387021575621, 0, -1462178098322964480, 0, 0, 0, -2049600624071693518, 0, 567036600254683136, 0, 0, 0, -108332676230146564, 0, 2403314448088328786, 0, 0, 0, 1631113973697208320, 0, -1495353052961902178, 0, 0, 0, 997503718470213120, 0, -1545888880583147520, 0, 0, 0, -531547519115955310, 0, -317001550341272402, 0, 0, 0, -1571637271501447202, 0, 884198743146378162, 0], 'weight': 13, '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: 43227532
    {'conductor': 1, 'degree': 1, 'order': 1, 'parity': 1, 'source_conrey_index': 17, 'source_dim': 4, 'source_embedding_index': 1, 'source_hecke_orbit_code': 13511073978122288, 'source_is_minimal': False, 'source_label': '48.13.e.d.17.1', 'source_level': 48, 'target_conrey_index': 17, 'target_dim': 4, 'target_embedding_index': 1, 'target_hecke_orbit_code': 13511073978122288, 'target_is_minimal': False, 'target_label': '48.13.e.d.17.1', 'target_level': 48, 'twist_class_label': '12.13.c.a.5.3', 'twist_class_level': 12, 'twisting_char_label': '1.1', 'twisting_conrey_index': 1, 'weight': 13}
  • id: 43227533
    {'conductor': 3, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 17, 'source_dim': 4, 'source_embedding_index': 1, 'source_hecke_orbit_code': 13511073978122288, 'source_is_minimal': False, 'source_label': '48.13.e.d.17.1', 'source_level': 48, 'target_conrey_index': 17, 'target_dim': 4, 'target_embedding_index': 2, 'target_hecke_orbit_code': 13511073978122288, 'target_is_minimal': False, 'target_label': '48.13.e.d.17.2', 'target_level': 48, 'twist_class_label': '12.13.c.a.5.3', 'twist_class_level': 12, 'twisting_char_label': '3.2', 'twisting_conrey_index': 2, 'weight': 13}
  • id: 43227534
    {'conductor': 4, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 17, 'source_dim': 4, 'source_embedding_index': 1, 'source_hecke_orbit_code': 13511073978122288, 'source_is_minimal': False, 'source_label': '48.13.e.d.17.1', 'source_level': 48, 'target_conrey_index': 5, 'target_dim': 4, 'target_embedding_index': 4, 'target_hecke_orbit_code': 137657057292, 'target_is_minimal': True, 'target_label': '12.13.c.a.5.4', 'target_level': 12, 'twist_class_label': '12.13.c.a.5.3', 'twist_class_level': 12, 'twisting_char_label': '4.3', 'twisting_conrey_index': 3, 'weight': 13}
  • id: 43227535
    {'conductor': 8, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 17, 'source_dim': 4, 'source_embedding_index': 1, 'source_hecke_orbit_code': 13511073978122288, 'source_is_minimal': False, 'source_label': '48.13.e.d.17.1', 'source_level': 48, 'target_conrey_index': 65, 'target_dim': 4, 'target_embedding_index': 1, 'target_hecke_orbit_code': 22518273232863424, 'target_is_minimal': False, 'target_label': '192.13.e.f.65.1', 'target_level': 192, 'twist_class_label': '12.13.c.a.5.3', 'twist_class_level': 12, 'twisting_char_label': '8.3', 'twisting_conrey_index': 3, 'weight': 13}
  • id: 43227536
    {'conductor': 8, 'degree': 1, 'order': 2, 'parity': 1, 'source_conrey_index': 17, 'source_dim': 4, 'source_embedding_index': 1, 'source_hecke_orbit_code': 13511073978122288, 'source_is_minimal': False, 'source_label': '48.13.e.d.17.1', 'source_level': 48, 'target_conrey_index': 65, 'target_dim': 4, 'target_embedding_index': 4, 'target_hecke_orbit_code': 27021872860233920, 'target_is_minimal': False, 'target_label': '192.13.e.g.65.4', 'target_level': 192, 'twist_class_label': '12.13.c.a.5.3', 'twist_class_level': 12, 'twisting_char_label': '8.5', 'twisting_conrey_index': 5, 'weight': 13}
  • id: 43227537
    {'conductor': 12, 'degree': 1, 'order': 2, 'parity': 1, 'source_conrey_index': 17, 'source_dim': 4, 'source_embedding_index': 1, 'source_hecke_orbit_code': 13511073978122288, 'source_is_minimal': False, 'source_label': '48.13.e.d.17.1', 'source_level': 48, 'target_conrey_index': 5, 'target_dim': 4, 'target_embedding_index': 3, 'target_hecke_orbit_code': 137657057292, 'target_is_minimal': True, 'target_label': '12.13.c.a.5.3', 'target_level': 12, 'twist_class_label': '12.13.c.a.5.3', 'twist_class_level': 12, 'twisting_char_label': '12.11', 'twisting_conrey_index': 11, 'weight': 13}
  • id: 43227538
    {'conductor': 24, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 17, 'source_dim': 4, 'source_embedding_index': 1, 'source_hecke_orbit_code': 13511073978122288, 'source_is_minimal': False, 'source_label': '48.13.e.d.17.1', 'source_level': 48, 'target_conrey_index': 65, 'target_dim': 4, 'target_embedding_index': 3, 'target_hecke_orbit_code': 27021872860233920, 'target_is_minimal': False, 'target_label': '192.13.e.g.65.3', 'target_level': 192, 'twist_class_label': '12.13.c.a.5.3', 'twist_class_level': 12, 'twisting_char_label': '24.5', 'twisting_conrey_index': 5, 'weight': 13}
  • id: 43227539
    {'conductor': 24, 'degree': 1, 'order': 2, 'parity': 1, 'source_conrey_index': 17, 'source_dim': 4, 'source_embedding_index': 1, 'source_hecke_orbit_code': 13511073978122288, 'source_is_minimal': False, 'source_label': '48.13.e.d.17.1', 'source_level': 48, 'target_conrey_index': 65, 'target_dim': 4, 'target_embedding_index': 2, 'target_hecke_orbit_code': 22518273232863424, 'target_is_minimal': False, 'target_label': '192.13.e.f.65.2', 'target_level': 192, 'twist_class_label': '12.13.c.a.5.3', 'twist_class_level': 12, 'twisting_char_label': '24.11', 'twisting_conrey_index': 11, 'weight': 13}
• mf_hecke_charpolys •

  Column	Type
  charpoly_factorization	jsonb
  hecke_orbit_code	bigint
  p	integer

  
  
  • id: 159200
    {'charpoly_factorization': [[[0, 1], 4]], 'hecke_orbit_code': 13511073978122288, 'p': 2}
  • id: 159201
    {'charpoly_factorization': [[[282429536481, 159432300, -3402, 300, 1], 1]], 'hecke_orbit_code': 13511073978122288, 'p': 3}
  • id: 159202
    {'charpoly_factorization': [[[77414609986560000, 0, 707006880, 0, 1], 1]], 'hecke_orbit_code': 13511073978122288, 'p': 5}
  • id: 159203
    {'charpoly_factorization': [[[-778121036, 7900, 1], 2]], 'hecke_orbit_code': 13511073978122288, 'p': 7}
  • id: 159204
    {'charpoly_factorization': [[[13061175021825752083046400, 0, 8952370400160, 0, 1], 1]], 'hecke_orbit_code': 13511073978122288, 'p': 11}
  • id: 159205
    {'charpoly_factorization': [[[-43470976258556, -1716100, 1], 2]], 'hecke_orbit_code': 13511073978122288, 'p': 13}
  • id: 159206
    {'charpoly_factorization': [[[3794598148265835282196070400, 0, 2150594320919040, 0, 1], 1]], 'hecke_orbit_code': 13511073978122288, 'p': 17}
  • id: 159207
    {'charpoly_factorization': [[[-1095571894489964, -1025012, 1], 2]], 'hecke_orbit_code': 13511073978122288, 'p': 19}
  • id: 159208
    {'charpoly_factorization': [[[249178235701093111664142100070400, 0, 41825234502840960, 0, 1], 1]], 'hecke_orbit_code': 13511073978122288, 'p': 23}
  • id: 159209
    {'charpoly_factorization': [[[39566701486063578606074909313638400, 0, 763125144354145440, 0, 1], 1]], 'hecke_orbit_code': 13511073978122288, 'p': 29}
  • id: 159210
    {'charpoly_factorization': [[[63838419174458356, -1259504132, 1], 2]], 'hecke_orbit_code': 13511073978122288, 'p': 31}
  • id: 159211
    {'charpoly_factorization': [[[-5311043184389127164, 3733355900, 1], 2]], 'hecke_orbit_code': 13511073978122288, 'p': 37}
  • id: 159212
    {'charpoly_factorization': [[[1181399477827036347760450454142625382400, 0, 69278209114608512640, 0, 1], 1]], 'hecke_orbit_code': 13511073978122288, 'p': 41}
  • id: 159213
    {'charpoly_factorization': [[[42576510321806248084, -13059965300, 1], 2]], 'hecke_orbit_code': 13511073978122288, 'p': 43}
  • id: 159214
    {'charpoly_factorization': [[[3262632555739345167643417744482395750400, 0, 166287365618302056960, 0, 1], 1]], 'hecke_orbit_code': 13511073978122288, 'p': 47}
  • id: 159215
    {'charpoly_factorization': [[[30872773313272627170996821461841234534400, 0, 597025506897704345760, 0, 1], 1]], 'hecke_orbit_code': 13511073978122288, 'p': 53}
  • id: 159216
    {'charpoly_factorization': [[[273369880914626659492865816777472043622400, 0, 2667770606033439795360, 0, 1], 1]], 'hecke_orbit_code': 13511073978122288, 'p': 59}
  • id: 159217
    {'charpoly_factorization': [[[-2373692640973990566524, 4653617852, 1], 2]], 'hecke_orbit_code': 13511073978122288, 'p': 61}
  • id: 159218
    {'charpoly_factorization': [[[322689141243435575764, 44527792300, 1], 2]], 'hecke_orbit_code': 13511073978122288, 'p': 67}
  • id: 159219
    {'charpoly_factorization': [[[1175235148200773607109282474968114603402854400, 0, 79692678156330480389760, 0, 1], 1]], 'hecke_orbit_code': 13511073978122288, 'p': 71}
  • id: 159220
    {'charpoly_factorization': [[[-1626649222610423376764, -232071237700, 1], 2]], 'hecke_orbit_code': 13511073978122288, 'p': 73}
  • id: 159221
    {'charpoly_factorization': [[[-12185823973921590159116, 283511013244, 1], 2]], 'hecke_orbit_code': 13511073978122288, 'p': 79}
  • id: 159222
    {'charpoly_factorization': [[[14886757244601047598578369346559822999284326400, 0, 341226160656916017543840, 0, 1], 1]], 'hecke_orbit_code': 13511073978122288, 'p': 83}
  • id: 159223
    {'charpoly_factorization': [[[1963962618506732630883210779199174090729062400, 0, 679281615014343814016640, 0, 1], 1]], 'hecke_orbit_code': 13511073978122288, 'p': 89}
  • id: 159224
    {'charpoly_factorization': [[[25557440679984749881924, -431479262500, 1], 2]], 'hecke_orbit_code': 13511073978122288, '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': 5, 'hecke_orbit': 4, 'label': '48.13.e.d', 'level': 48, 'portrait': 'data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAALgAAAC4CAYAAABQMybHAAAABGdBTUEAALGPC/xhBQAAACBjSFJNAAB6JgAAgIQAAPoAAACA6AAAdTAAAOpgAAA6mAAAF3CculE8AAAABmJLR0QA/wD/AP+gvaeTAAAACXBIWXMAAA9hAAAPYQGoP6dpAAAAB3RJTUUH5AsHETM3+jTz5AAAABBjYU52AAAA1wAAANcAAAAQAAAADnCbpecAAIAASURBVHja7P13nGTndd6Jf99wQ6WujtOTEyYAA4DIiYjMFCmKoCiKpCjRspXstdbZluxdrWX/bEvW2uu1ZGmtLNGkaFIkRYoiSIAACSIDA2Awg5nB5Nw907nyrZve9/fHvRW6AcphqaUkuz68n6ppNrqq7n3u8z7nnOecV/A/H9+xx+e+/CRSiulXT1yo2tTajRMOriN56WyL+940Lu7cV1564uWUjRPLE7dcM2MPntiE70qmJzqUS6kwcncd7NzExnsBNgA1IBBCfLe/2l/Yh/5uf4C/KI9T564A7DAmnbYI0wkiPv+FP2L3xlm2b1jGVy5nLn0hXrE3/3zQXvleLWw8c8VlelwQd7q06ok7M7P42xdnBCLt/tjFkXZ0eW6RDRNwoRsxUk6dbnLuT37594/9/NFLXxT/9z/78X89N3P2D/3k4Evt+nFl8UAIqaQzB5wtlDd+t0/JX4jH/6SGb/N47dQCVvijjj17X2flIErIeGZl9O+2uvIdUliiOOHll1+hXKixa2ODWktxcb4AJiSJE8YqluMXXa7dkXJ5QTI2klApeZy+rElNzGRZMLsUc91Ow8mLkvERg+u6+L7m7IKk1oY96xJ2bx1j7zVvwuKgFXQi/fVjZ7v/LrWp85Z7rmXX9s1PQFgTYt13+5T9uXz8T4Dnj1MXlwDe5Tvmqk5zxfzLX/kD85F3Vne0wumfbTfPUPJdzl+8QqO5RBRrVjqS1Lr4jqXiWeabCScvd9k47lMtKJSImRxx2b1F0emCkCEzC5puBLNLAoVLEMZctcUyPdZGIikVI9ZPtTh+fpzlWoGSn+LpmE7X0GgroiRhdGySUnkjSodcu2cHB48v/OJtu66c3bb3R+XkZEWWK5wGHhZiw3f7lP65ePwPD/AXnn8KKcR9rXb4zideXfmBiWpz767JlE/+8XFuu7bG4oLLhcUOmyYURQ8mq4aZFQ8lLVIYNoymXJj3KRUtL50O6YQC34WlOuyY1BQLHtOTCfdd1+To2RFeOiZ47ULCXdembJwwlEqCLdM1FmsK34MgtBw4PkG5IDkz77J+rIsU4KqUK8uKkVKCJGXjVMzicpnAptz3phKXm9dy076QPVtLx09c3Po5K9QjYJ+45577vtun+Lv6+B8O4M3mMp7njq0sL/+rP/rKY+4zr55I33JD4WZpCrd8/hsLlEoX+YF7fL75UpUgrfOOWzRPHfTZuTmgHThcXlGEscDTCddsTlk3FrLckhw8M0KcCHZv7DLfUly/M+DkOYdmVxOFcNs1bU5cKlIpRByb0dyxRxLFIc2u5uB5yY3bUhoth6s2RUSx5NWzgqWWz/pR2LulhaslUQxXVhxaYcKuDQ7fesXy1lvbhMEoD+9v8+ADy1y1fguHzm3Ccesv3XDV0supvlVde8O7o4mJ8X8ShdFKtVr9bl+C/08ff+kBPjtzAaUccfTwI5xfcFSYjPzaVDXaE9Qu3nP01Jx65ugK77+3xraxEZ58pcTB8x3+xvfXaNSneXi/YcumDtPlAvMrCRum4NBpRWxBoNg0lnLznhYrLUG76/PaWc21O5s4rkurI5FCsHez4dApw2KzQCduccPOiHYwwkpTcPCkZM/WBCME9Y6h4FnetE1y5KwmiGJqTcXNuy3T4zFKJCSpw4EzLpunLAtLiomxJtvWlfj6Cw6NqMZff5/iwGujPPZywJ6ranz4AcWrZ7YjvY3pTdeNPbVnm3/i0pX2/3L0rEjf8bb34Lhla61hvOp+ty/Tn9njL2UWpb4yj+soeXm+6X/sb3w0/MR/+MQ/SJP0RzYUD8aP7jdXh9OJrxOHoCUIO5KTl+Cua9rs21lmZqnA118M+P576tywc5xvvOJy1eYO09Uy5y8n3LY34vgll2opBiRHzhfZMGZYrmmeOZryzCm4fqvlms2SlZbgqdckb7k2plpS1FplLl3R1JsW5UR8/N01LsxVqLcEN+3pcv1ViziMMrc0yaVFuGabIYgk5+Y8RouaYzOSPZuh1ZLs2brE9g0+33jR5fxywAfvMyzVRjlx0bLUSdmx0WDTMo16wKmLx9WFi937d2117zh0buS2O27Ya+M4coXs/l8Xjj78+xcvLVhrU7N1y/rv9qX7jj/+UjF4HFu0Rp6+UKuuLJ29s+Co3zz02sGk23pt/OSpbuXZo02u27PE991lsMlWDp4scOhkzMm5gHfe1eDuq0scOlHliVcjquNtPvBmyeHjZZ46EnD1zoRNYwWwAUILHKk5fUUzVUlphJayH3JhIeXopZSyGuUdt7ap1cu88Jrl2u2CXVtS0kRwcdEhTQ27Ngn27Yh54ahgpd3h7bdICqXLnDhf5vyVUYqeoNVxmBhJOHPFxdUhSiqs0WyeXmHfVsWTr4zy0tmY99/XYF2pypMHfF451+GOG2q851aX0xcmOXTScuh0TKBqfN/ddW69qsL+I+tQ/gh33nJtbXxyd6tcin5y+46dz8FEHTB/mfLuf2kY3NpZjLm0bebCzKb6svu53/j0IyO3bp8rXZxNqHccCo6goAt88fFppkbnef+dNbY0NM22phl4fO4bJcbLTa7frelGJZ4+YvniMx0+eE8D3y9z4JTDhvE24xWXS/OaZpDS6QSU1jnERjNWUmwYldx7bcArpxK0FHhugldMeOmsolR22DQRESawcRxu3LNIo6MJk1Fiozl8XnLo5FY85eO5KboaEoQwUgnYDjTbLpcWUsarHSZHyjzygsvhixEP3t9mU7XCM4d8Xj3X5ZqdNT76QMrJ86OcmRFcmo+43Eh4730dPnK/w6GTY6SJxI2X+NojT44G9vnRn/pQ+Q/P832Nc1fO/cD4uq0zR84unb92x8R3+5J+Rx5/4QEeJRZgz8rlRzYEofz1Fw8d3RWuHFHNJYV/9Qr33zzOKydKLDcMU9WULROa33tknOnxZe7crel0JwhjhyAq8sJrEVFc4/rd4LlF9h9XfOHJBtduq3PP9SVOXaqwWO9ScBMmRw27NyquLCtWGpJmK6VcCPFch02TEefmHLQMePDNmpdPOFy9tU612uShA0WagcfESIkDJ12u2dFifMTh/IJg46SD78eM+imOlkgpeOnYGCOlDgU35KrNClcWePpVS7FY54P3Q9mp8s0XXY7PBFy/d4Ubd8Kly9McO+tw/nLM0RnLLdfV+NF3JFy8Ms3Csk+SSs5fcTl0JmZiapGnn2+UHtn/+6X3vGP3E/V299TySvpT1trLwIm/6Gz+Fxbg1p4F9K6zZ599U0GFf3vh8rn7Hn/2NR55aYGfeF/MO2732LulTsV3Wa4XkEITRg6drqV9ucBDL5S4a98yN+5RwCjWOhw8PcrvnWjzwbc0ufPqmIlqiZeOjfL1F7qsn+iyd6tgakRz5rJDpxvT7kCjLdDasnEiBSWRMiLoSK7UfDAFpkYirtrY4ZlXPUISPnB3TBoVOT0jmRzVbBwXGJOwWNM0uyFB7NJqu2yeCBmvdFFKorUgjjVnZmBytMMd1ydsGNWcvDDC08fh8kqLW65v8ZH7Uy5dnuaVEx4nLiS8cjYlFi3ee1uXbjDBzHyJhZpkqR5zeTFmZsXQNAmPH5TUOiuo4FvqmScu7S1Urnn8Sw+7T4yPev/+wPGFQyZNTt2y7y9mXl19tz/Af8/j6VfOc3FhdNvMzOH/6+zp1/7pa4cf2TZ35QIXZoucm/V5+Sw0wg7rJwL2bLQkxiVJNMYqrBVoDBfnXM4vGbatbzI9CkXPx3c0Cs3BM4q5epdKJWLfdsOeTR6tts/MosDVMbFVXK45XF40NCOB1pp11YT5muH8FZfRskSgmRqLWWlZrtvWRcoiV5aL7N7ocfKCx6UlyzXbQuZXJHHiEESKPZtjhLC0OpJ11YTJsZCpsQhHQqOj8DzYvUlQq5X5xssFTl3uMjbW4IGbA+7Y43Hm4hQHT7gcPZtwdjGiXG3w197VZt/WES5cqXJxzuHyYsrccsyFRbhQN1yzbZn7b2zx1ps0I/4kF2cEB4+d4vL8iW1jRfvhdWPh1puum3ju53/+p+r/7J/9h+/2pf9vfvyFWn8OHL6IVP5k3Jn928vzz153/Nzyg8dfu8BiI+btt8e02lMcOJZy5HzKqUXYsqnOz310idt2lzl3eZyLc0VmFhSXF1IuzsWcXTToYpsP3tPmvbe5XJwb59g5j9MzhmMXY1LZZfNUxF3XGbZOSS7Olbg0L1lpGrqJQUoYLcPkSMJKU9NsK0YrEVpoRispvhfzwjGPHdOGydGEK0sFHGWYXTZMjVp2rI94/piH6yrGy6BUzEQJam3BclswVTGMVWKkhDBSrDQ1F+Y1FxcTtk53ufO6hE2TGtIix88VOTNjee1CyoXlkHe9ucb33xNSUKOcvzLK+cuaywspl5diLi5aTixabt23yM99tM72qTLnLk9w5EyFl46ndOI6998omLniM7VxA6143Rff99ZbD+/Zs/7fB63uYrG647sNhf/qx18YgD/z5JdwXbeyUm/8xvFTJ35wZu6sdJVgsjjOkXOW8ZEurlNgfillbjliZllwahGmp2r804+tcMuuMheujHNpvsDlRc3lxZTZxZjjMwbtB7zrziZvv9FQ0CPMLJQ5f9nhzAzMLKc4OmCknLLQVHQ6CWmSIBB4foHNUw671kdUR2KuLAsabc1VG2KwEBm4MO/TCiyVgqDoCiQJnpdSKaY0Oy4XFiA0LsZa9m6IaHVSLi9pRssOOzYkbFnXplQMEdISRYJGp8Biw2W0KHCkw+UFl9OzgvNzCReXE7xCh7fe0uY9t4Enq5y4UOHivOLKYsr8cgbuU0uWm/ct8k8/VmPDaJXzl8eYXSwyu+gwt2TxvJjxsuLoGSiPzLNuSjA+ttdMjO/6rOuWfzI1cfP973v/dxsS/1WPP9cAt3aJJ18usmV9/Avdxpm7nnj8a/L4TOeuyzOz+ujlLj/2npSbd4xx6HSZ5bokTqHdSVhuxCzVU67U4OyyYGqizs//yDK37i5yaX6MywslLi9p5pctc0sJM4spC62E6liXN1/X5va94MoCnvKYX/G5sqSZWxF0QkgSg+8aSn7K6EiCAS7MJTTbsHWdQ6kQYq0A4dIODFumQ5brGmwmReptCBOwWFYaERunHFqBQiiLMCEV32HL+i71juDCZU1qNOMVSdkXeA4kiaATSuZWJFeWLfO1BM/rgpNwxzVt7tonmKwUWK5VuDTvcXkJ5pcS5lcSZlfgzLLl5muW+Gc/UmN9tcLFuTHmlgssrLgs1SXNjiFJDfVGwsFzluuvWeSvfU+DV49Po52JZKlZfvZd73qPuf667c9KmfzjC3MFtq0f+W5D5ds+/txq8N/9T1/gphtu4T/+yk//y4OvPPb3/tMXnriqrGe2bRmP5HK9zKUFyWi1zS17EhzlIKVACoFFIoRAYNHC4kqYXS6w/7Tkup0r7N3cpeiDoyWuo3BdTakgKTqSTtvhxHmfxw64XFgIaSYxJy6FrBtf4b1vrnHdVS1u3tvg/FLCUkdQ9LqcvWxpNEtcu0NS76YcO68oFzVHL8CuDZZulNJNXbSOGS3D8UseSqc4MkE7EISSW/d2CDqS665KaQYpFy6X2T6tKBUj6qFlqtqh1m7y2cfh4LmUV8912bphmev3NBkdi3j3HS2+/17LzukyaVzl3OwIZ2YcLs0ZZhZiZhZSziwILtZj3rR7kX/2Iy2mq1UuzY0xv1xkse6y0hTUW4ZGK2GpljCzZFjuJtx9Y4vd0yOcnx3niVe6Mkrb23xzdPvJmeQ2v7izsGPT2DdeeeEL/Mff/Mx3GzJv+PhzmUV55JEv8Y77t6k0+YP/49Of+oOfadVPqFE/5NqrVlg/WsHVEyy2UxYbCZ4bMz3uYwxo5SCkRkqFAKQQSJXgasOl2gj/6Ndd7ty3wg/eu8T2DV3GRipMVAssrrhMjztsbiiWG5pay9BY8fnGFUunm/DaKZcXjxpA4DmWmQUHIT1st8hVGywbpjrM10IWlsu8+VpLsVCj1R5jqZkSRQXGRw3twGHLZJflts/kGIShYqoqidOA+ZUCFxa6LNRK3LA74cpKm6+94LJxvMKO9bBlWqM2uWyaAtcxCAFb12XBbCvwaHdGOXfJYaWpWKnDcsOw0khZaqTMNWC5m7JlY5u/ed8Sd+7V+M44Z2crLNV8luqa5aag3jDU2zH1Vkq9bblSl3RsyvRYl5OXyjxz2PDyOcv4ZIei36R95BlvfvbSzzz1zU8lTx+u/PM/+fJn0+993w9+t6HzusefK4liOkcRBb9w+MilLUeOHv/Qwtzcv7h05SKdjsdThxNGRhu89aYO77gZFhpdRkba3LTDY2F5goWVCrWmz0rTodbU1JrQaBnqrYRaK2GlaZlvCC63LYg2D97d4N23Gnas94miIrWGT73t0mgpam1BqyPohpYosaQpKGnxHCh4lmrFMjUWo50uZ65EHD7tYZIS77wtQjt1Xj42wrb18LX9CXdf67HQCPC1IkljxkYhiR20k7C8XOTNNzb52nNltq+Hl06FOBR5x62GRAQcPpNybsZHS5d1o5rRkqDgCVxXoAQkBqLY0o2g1bHU24ZWx1DvGJbbliBN2bqpw7tvb/DgXRGYMsv1ERZWCiw3HFaamloD6q2URjvpg3u5DTMNxXIj4I49s3ilAvMrFd56a5N33hgyVhzlmwfGWG4GbJjcxMTk5P++eeu+P0zVrovWdIJ33r/3uw2l/uPPDcD3HzhOK1rvbqke/tFLsyd+7YUDrwiVhvLy0ghawLnZkKOXDJfbMePVDlEcs2djm3/04Ra37PZZrFVZqpepNT3qLZdaS1NvCRotS6OdUm8lNNqGWtuy0BJcaRhGqx3ednOLO/YmbF2nqBQcmi0fz5GAIkokxgiMhU4XEIbRcpdTsxZjIx59qUTYKXDVRpc7r+sQmzpPHqhywy6HU3NtGrUKt1/X4Rsve6wbsxy7YPmb729y7LzHujHJYwcUd16tWOk0OXtpjBt2Rzx5OCAJi9xxjcvOzV2CpM3XX1aQCs7MaCpFjRbQCSTGClJjiRNAGrRraLQtpXLM5vUhd13d4W03JYyXfOZXRliuF6g1s3NTawoabWi0EhrthEY7pdGxrLQlV1qCpVbCnVfP8w8+ssiO9YIg8hkvF1iujfPauSqnLwkcFTG7HDFS0WbrztvstVdf87/ce9eu32suL0QjE38+QP7nAuDWxjIMg/d+7o8euiqKOr90/vRTTq0bc9MeGPUnOXbO5eJczMxCxOyKYKYuqXctrSDmzmsX+cUfX+bGnQ715giLtTKNtk+95VJvaxotRaMDrbal2UlotlPagaHRsSy2BYttiNOQ63cFTI+ltDuWd90esm3akKQSLS1RDE8c8rm44LN+NOHIGR9Mkb2bFDfuMXh+h5dPdVhcKrFvW4lKtcZzrzrcsstnuVOnVqswPW3Zf0zxQw+0efGYZtOUw1K7QW1ljBuv7vDckZSxQpV9V7VZaDTY/1qVgi5x8x7L7i1dkG0OnRNMjcXML8Y8ecihGyukhNRYtq2PeNvtEa22YsOo4cZdEEVFVhpFVhoe9bZDs6NotCXNNjQ7Kc12SquT0uwY6h3LSiCZbQga3ZA7dy/y//vxFW6/WlNvlml1iswvl7i8VOTCFYeLVwzHL6ZUR5e5bmfEQr3Ku++/PVbC+UfX3Ph9p12v+JV14475bmPru67BTdwlCcMfuXT2uX+XtA+PPf7CElIUee5El1qnzcfftsLmdRM02ppONyVNUzyVUgsEiwWH/Sen+dnfcnn/XSt85IEVtm+MmFuu4LkFCp5L0XMoFTStgqQcOIyUsr/TDlLWhYYgtLS6HiuLPjOXLFFimJ1L8DwLCFxl0VLQCRQCh6SjedM2wc4Nli0bO4Rpi4dfVBw/Pcrbb/K48eoan3jY4ooi2zZ2ePU5xcaqYqLSwVcFothhoQUlX7NpneDg8Ygbdxe494Ylfv+hANcp89bbLI7X4Zv7I772QonXzhXYsaHItvUpk6MR2ydirt2WopRBKwtYip7HZNUjih1aHZcjpxzaXU0nULS7knYA7a6l3cm+eytIaQeWZmCpB7DYUczXLMVKg59+1yLfd2fI9dtLzMyXabYLNNoeKw2P5bqm1oKZxYRGHPC+W5rcdbXi+cOC2XNPO2cX1v+7Zrpp5b47b/+7tXrw+6PVwv+4AJ9fClhs2h975eCzv3Du6NfHFlfmSZISmycdNo9K9h8R+G7CLVcZfE9T9BUjJYsQBi0NrhYUlOTV0xO8cqrIqcsLvP+uNndd06VarrDSKFJq+lQCl3ZH08ovdtDVdEJNN7R0I0MUW+LYkqTZESUu1oBUAkcLfFdQLQtGyzA9Ydi0rsPEaINHXoanXnGQZoS33+Twpr0tnnktJupWuPNNgkYQsLBc4o7dholqh4L26CaKxWaMMoI37dYUyyEHTvjcc+MIt1/f4sAJBXaEm65x+WvvWeEbByMee7HEsYs+WyYV02MFRstFRspQ8MDRFiXBWDh2TpCmgjgRRAmEMdl3DFOC0NANDZ2uoRMa2gE0Q1hsSxZaEJoub7lhhffe1eCjbzUkSYUryyWabZ92x6XRdqi3NK1AEoaWgp/wwZtb3LnXY3Z+ksUVj03rLPXaFZ556pGxjRPd//OOO+/X1rZ+W4jy/3gAP3p2icVm/NdM/Vu/8NVHn57aMbWEklXWj7kIIdi1AUpugdnLljFP4SpwHUnJl4BFCtDK4ipDwREsdQp85vFNfPOVJndfW+djb6lz7fY249Uiy/UircCjEzg5sFV2RIIwlsSJIEmypd7a7PMpadEafBeKBcNYOWbjVIeENqdmYz77pM/ZSyWqXoFbrtHccV2T/ScbPPp8hdt2+WxZ3+EPHhco4VEpx9TbIcaCEjBZ6dBsuZikwHvvXuAzXyuyc97n3bd1iOJlnjw8Tpz63HrNFO++pcmuzQ2+eaDDq5eKHDrnsmlMMlYRFD2B62Q3oRQghMVYMMYSJ/nNGlvCOLuRuxEEEbS6glooWGmB0F1u2FPnY2+rc/c1KeMVn3qzRL1VoNXxaHedPjm0gqybSWnBjo0eW8ZHOX3RYWbBI0kFVxbLaBWyXFvg4IFHpy4s8Qsfeu+t1trZ3xHiuzMF4P9zgH/qU58EXeGV57/18TDu/NLC3IGJca/BfNNw376A2XmH5Yai6LtUSoY0BYHEInAdifEVCJDCoJTB0RZPWwpaUOsqlhujfO6JEi8caXPn9XU+9tY6N+xsMJ4WSBKPTtenHTgEoSaKFXEiSVJJagTGZvlzKSyeayj6CZ4b4Tohs8shD70kOT3jcm5mFGU8dq53uXq74qa9TZS3yOEzZTZWi+zbAdOTNVaaFa7dKEmM5ZEXPcKOpFpKeMetXb7yZMzFuTJ7rnK4Uu9y9KzD5nWjXL99kWdebfHcUUEYuezdPsbezR57N7U4c2WF07Pw4vEip86WKGqBpyUlz+I7IGUWVFmb3axJClECUSpoh4JmV9CMITIJxna5eVeTj72tyd3Xpqwf8+h2R1hu+LTaHu2uSyfQtLuKTlfR6UraXUEYg8BijObEhQqpsbQ7hlYnpdZKOb9suPv6lCNnIta1vjn1mDP3S2MjI8mRA5//xLmLIe/9vh/6ywvwV57/JD/yDxf4Z3/LfvTizMwvHzpxsbp+3FBrap4/a/jIAwuUfMnlxSIrTU07kMSxILWQGlBSoiQoKdAyRWuB6xhcx+I5lqKbUvUFrdCh1hzlC09VePxQl3WjHT50X4O9m7t0gzb7tls2TyvC2CFNFamR2B64pcHRKRfmLefmBPXA8OVniswujWIjh1FfsWFcs3Vas2Mj7NvZxMglfvMrJVZWRrhtr2bfzgbfPCQQicPUqKRUTOjELtJKsBKlXRpdwfyK4Bpb5L6bWjx7oMCGCZfb9o3xV9+zxO99rcWLJ0q0uw7L9TLbNxTYs77DrbtbfOCeFpdXVvjyMx7LHY8LVxxmZ10cJZBSIhAYa0kNxMaSJobR8ZjrrukQhjF7N4d88L6QqRHFWNkjjn2uLPp0ApdO6NDpaoKuohMqglAShCI/IIoNcWwwBmrGEqeWTpBSb6fMrMBCN+RddzR45bjPcr3ByWNPTQhnzy9Prdsav/26xU//h9/4ND/9kx/9ywfwp775h3jle8Wv/dNHfmBp6cJvKXOhmMaal05ZFloxp2djvnUw4n13LgPgOT7NjiYIJVEsiRKItSDUEqUEWgu0Y3B1iqsNvmMpxJZiZBnxU0YLgk4kaUUlzs2U+NefHgOTIJKEm67rsH06IknAWIO1WREnKwwJtONy4qLLsdM+JV9TdiUTRcHkuGRqTLNhUrF1fcqerXVSscyvfLHChYtVbtvtsHdbSpC0eP6wR7XgMD5iqZYjioVMChkjaXQVK23LciOl0S7w5n11XjrW4fhFRbXic+s1VX78vcv86pfgwOkS7cBSb2nmVypMTxSZGu2ydbzLP/iBDpVig1fPwYlLEsexKJXFKGCz/1lIEtg2nXLntQlp7BAnHtYW6UYOc0suQZitaN1I9eVbEAm6Obi7EYRRL15JiWNLnBiixNKNLO3AstyCM0uC77tvhWu21XBkwkKtyvxShWcPXahu3mR/a6G2KXnPPTd87hOf/Iz9+A9/+C8PwL/1jc9SqIyqmYsPP7g4f+UT39p/ya+Fgl3rHdqBw6WWAgr80bMh915fY924RkqL67gZm0SKMBJEkcSJM83pOgrXkYSOxItSwthSiA1hbIgiSyWBMDaECUSJoBtLwtQjTn2Ony5x6Dik1pJBO9PGjgRXZZ6Psgf71kOlACMlyWhZMV7VTI3BlumQ9ZN1YrvCr3xxhDNnR7hxh2LHJsnOTTW+dTRhfnmEm7ZLRisG3w3wpIdVgiSVCGtJ0oha22d+2eHGvQXetLvFMwd81o0Kin6ZG3cbfvrBZX75S4ajs2XqbUO9pVisaSaqJUYrBUYrI1SKMZOlmK03RnhOgqMTlEqRIgsmLNlNFceKhUVNnCjiRBHFijDOnyNJGEvCSNKNJGGUSZFuJAgjSxj1zqshirOgPEwsYWTphJZ6RzDblFSrdR68o0Mcj1HyR7gQVLkwZ7j3hgYr9bPFlSX1iW8+v9+sXz/9xU99+jPpxz76Zw/yP3OAf/bzn+LiolTV9sUPpsHl3z9++qy/b4fLhbkina5iy7oUjKHkWV46PsG/+VzIv/2pOmmqkMLiaIMbarqOInQsbiwJHUEYi+zZVUSxJIwMcWyJkjTLiiRDRwpJaklTQ2rI9LahD24hQEnQEhwHPC3wPUHRk5SKipGiZHREMDWWsHW6Q7lU54vPRjx5eIz6UoXrtii2rnfYtblLKuo88mKRkqOZHFWUi10OnyHruN9s6YSK63fFXLfTMnclZbHmEnSLvPOWFk+/GnBqVlEqSDy3wrU7DP/848s8cTTgK09MsNy0bJ1KqTU01YpipORQLjqUChbfM3iuwdMpWmVSS8rsGlhLVrAygsRIklSQJII4kUSJII4lYZxlXqJYEMWWKIIwTnNA5wCPB0FrGEEQW9pdwUJHMh9E/PJfXeDmXT7nL09yYa7M+Ssa342Yna8yuxhRKpzyO5H5pF/gr+y9qvL5hx/5dPqud/7ZypU/c4DfvEvKlUbnw19//sJ/3FI94S/URzkxG/D+e1KisMLsokYggJiFpuCVMyWWWw1GKy2sBSVNBnJHEzo52zgZ40SuIIozsGcBI0SxzDIIySDtl6RZsGqMJbV5piTPlgghkD1drwWuFniuxPckpYKgUrRUy4Z1YyGToy0SW+dzT0t+72vjTPk+120RbFnvsG2DYev6Gl983rKy4rN3WjFagXIxZv68ZKHm4W6HMBZMjkiqVTh1zlJrGuaWfHZt83ngphYPPeUzXgbPdVGyyrU7BT/x7gUcucCfPDPKa7M+65oxU9WEkZKiXFAUC5KCp/Fc8BzQ2mYgFyDFEMjJbuzUQJoKkpQc6BCnNpOBcZqRQg7oTIoYohjCOLMuhBF0Y0EQCWqhZKED66tNbtyR0myPcPFKmXOXFfNLCZeXIDQhD97fYLk+wpOHTvh7toe/9cSLu3UQef+ZjGf+YgL8tz/xJR5/Jf14q37s364szFaSjsctV3d59jWFdle4aoPBc8uMlDSeq3jlUotuaKi1EjaOB0SJREqD1imu4xD2QB5LojgrpWeMIzImylkpSSBOIU2zTIIxWcBljMX28oBkzC2EyDS9Ejg6A4jvQdE3lAsJ1XLCZDVgYrTOs8cjPvlogRPnqmwbcdg5DZumXTatgz1bmnSSJvuPVSgoh8lRRbUM1XLI6EiC62qEyG6uIHRZacbUO5ZGO2Gh5rJlusztexd49MUOJ2YrFL0YR7kIMcLOjYoffusSN+9Z4JOPltl/pMpyWzNVSagWE4q+pOArPEfgORLHEWglUYo8fZih3ALW2mz1yoGepCZf3fLUYpLZZaPEksRZz2uUr4RhAlEM3UQQxIJmJFiOBJ0o4upKQNFLSG2HExdSLlxJWWkknJoTbNgUUW+7vHzcsner5PTpS5UNG+JfefcDt7gfOvTl39vzpvf9xQO4tQ1A/tjvfuLLv7D/4MXx26+1lD2fbeu73HT1MtMTTURq0Dqh3XW5ZkfC3r1znLgYUi4nFMttUiNQ0qBViuskeI5D6GbpvR7A41gSJdmyGyd5TjslT/2RM7fEWAbgzoqUOXODVlnBxHUsvmso+AllP2G0ErJ+osl8o8OvfdnhkZfGWKmVuGpSsGVKsHHKZdOUYPuGLtqt85knNWcvldi9TjJaloyUUqQMmV20eFoiBVgriGLN1qkmL5LS7ChqTcv8SoHdm3w+cF+Dz3/T5fy8h6NjhHAwtkScSG7aXmPrR5o8cqDDHzwyxsvnS2wcFUyUUkp+iu8KPCdLpzpaoFXuqJSi78mwZDeZsWSZljQDfA/kSZpJugzsEKWZ1yVKBGECYSIIEmjGkmYM3SiGdoegnfDFp7Ji0+mZFJMImqHkct1ysS44N6OZLCus8CgX2mzfeHH8yvy+X7r6hu9TM1eav71pfeUvDsCDThOTOn/1yw9/6xcW5g9MbZ4s8szhiPGxiGeOJ4xUUnzP4e031blqQwvXdXCdhN3bmxw96/EP/sMIP/T2Du+5vcX4SEy7GxOELrHjEiWaMNbESQb0JFHEqSRJJHEqSBJJmgpSIwZa2wj6qsRmzC0FKJVlHRxlcB2D56YUvIRyIWSi2iaIA7552PLZb42w/0iVUdfh2o2W9WOSdeMuGyYlm9ZF7NhY49XzAV9+epIRpZkcEVRKgkoxptFJ+drzPmXXIkQGrCDUvPfOkK++kHliGm3DQk2zaarM++9qs/94i2OnXEpegpIiA7kp0o0yrf/DDzTYvX6BzzzR5LnXqlysFZiuCEZ8S9E1+NrgOqCVQMnsRs6YHHr2I5NLNWMGK1ySAz0jCIhTQZzmVdFUECSCTiJop9CNUtIoouS3eP/31PjY25scPKN47ADgdvC1JIhSrr2qzbtvbuI4imrRIwiLrBtxOXupwtzK/qmpqeovbN31NrNSa/3u2Oh3vuL5HQW4NUvMzhis5Ude3P/cv3nyiWfGPWeGu290sQfGOHAq4sKSw2JQIUwMn30iYMQP8xYwjRUlZuYdVuqCFw+X+fyb2nzwLV3ecUeDsRGHKPIIY5codogTTRxnWYEkVSRpXrBJBwA3NmduM/CUCWHzoDLzcWhtcJ0Uz40peBHlQkBKwDcOSD79eJUj50YQsce2Ucv6qmWiqpgcc5mekGyYjNky3eTSYotf/0qJJCywaZOgWtZUSlApxggnohmUqJYtQgishTiRjHmKxCS0YjcrkjQVs4sFrtlR5ie/t84v/WePC4sltIrzG0OTJD7dSDI97nHTVU2u29Hm6IVZPvutAo++XOVyo0DJU5RdKDkWV1scBVpm5XwhVrvrDGBNdtOlJqs3JKnI8uepIEqzIlGQCoIUgsSSJDEmjhj3A975lhofekuLu6/Peklv3Wt5561zGLEAZDWMkqtYN6qJEk2j5XJxrsyBYx7PvtbllqubPPvMs1NzS/6/ufXWW5Ll+Zn/1DYVtnwHO4S+owBP4g4bNxXfN3fhqV+9dObRyo7pkDOzExw738m6VTourhKMNiz1QFFvuiwsW7qJIbYWayUIiyhYFsKEP3mhzJNHAm59tMX/+v1trt7SYqqqqJQ0UeQSJQ5JMgB52gO4kRgrsTaTBLYfUPYqoBatMnnkuQmOimgGMYvNmH//RZ9zC6McOFbFGpfxgmBqwjIxIhivKMarDuvGJdPjCRsnO4xXazzyiuHl16pct0kwWpaUi5JK0VAqRAgnxPM0WmXvby2kqSQINUE3JjGCVmBotS0rTYe55Qp37Glz+zV1PvOYT2FFoWWcAdJqktQliiVB6DBR9bl5Z5ubr2rz4r2XubAo+eSjVRbqRWaWPVwlKTkCtyfDZBZ49om8J1XImDyxgsRAbARhCt0EImMhTSCJkSpkw2jAddva/K8faHHL1SkjRUWaFmm0FY6SXLU+Wy3TVBElDt3QZWHFp9n2Waz5nLvscPhMzNXbDWWvyrMHazx95Ovjl2ryV9967821dif48ncSk98xgD/x/AkeXdisxs7+zlXLc8cqTx5ooFzL7u0WV/hEiWasoojiFE+njHQMY6GgEwmCRBGmIkvnWQiNIDIOUeqzHBZ59OUKz77WpeSF/JV3Ndg8nrB1Q8Ad+1pokbWICZHJlawqmXmlrR1ibixCWpTIcuaWBGTC0XOSl45rHtpf5ujFMlFSpKwVkwXLWMkyWrRZHryiGRvRjFcF02MJGyYD1k/WePJIyG8+NMX6qmayApWSolISlIsJBS/k2ZOKbqRxShmorBVEicTXiht2B7xwuJoZn4KUetNhqe4xvzTKT757npmlZV44OIkjARFjgCTRRLFDGEnagWa07FOtlLh9d4d7r+vwkfsXOX7J8NX9PvuPFzh5tkQiNGGo6MQKJfKWvlWBZ14TsIbEWKwxOCJlxI3wibn9xjbb13fZNBHzsXeEFFxJueAQRQWaLYck1TnBqGwlSBVxqggjh27XoRU4NDoOSzXNcl3gKFhe8ai1AnZuNZgk4Kmnn6g0G5ev+um/+hGVtI+murTvzw/Am0uHKY+PuAcOvPCj+0/qfxvWV3jLjZLHXqrw/KsBmyclpYKDoy0jJQcsaJWV2AuRoRtly2GcCGIDkcnAHhpBmDp0U4eOKdBqpfybz4xik5h1k12u2dJlfCThgw8EbJmKiGOR620JQ8xNrj+lNAgp+MITBV49U0JozYXLRWbni/gFxYgnqJYsFd9Q8aFcEIwUFZWyYrSsGa/CRDVh3XiXjVNNUlvnC09XCNoldm2yVIqKclFSLhjKfoLjRDzygk/YkThTIHMwxYmkVFC889aAp14xtENJO0hpdjT1lmZuucjV28t88O4mB44WubBSRkkDxLledjIAxVlhpt3VNNou5UKRUiHk6k1dbtvT5dJCg/NX6mgn5dBZzee/VUQolYFbyNUX0RrAgLXEUcrWdQkfeiBgopKyZ6tl3TikiUMYlUnSrGsqTjRpOiwR8+e8kNSNNJ2uot3RNDqKelsSp4bJUU2lnLBxnUOrqXn0oGXbhsvs27jp37568PnOhfqu33vi2SPRfXdd++cD4EdPXKDoz+2evTT7a88+/5J0fcX0eJu33qI4N1umHUgcnaWrjFVgQcoky45o8JysqSBKLLERg0DHDHRgZCShkUTGITaw2K7wrVcNlpQ/3h8jRJpdJJtdJMiTJVkuECEUQkikUiSxRhqNoyVlD7ZPWkqOoegZih4UPUGpICkXFJWiZqQsGa3A+EjC5GjIhskWKTX+/R/5PHN4ip3jMFrM2bsoKRcSioWIUjGgUCjiKYmSuQYnkwNx7NANBEGY0goV7a6hFZisZa7kMjM/wpuvCfnpH5jn331ec7HuIYTB2hiTWuLEIYol3dChHSjKgabkuxQLPkWviO/FlAsRN+2KcJ2YW3YlfOwtHbRK8iKQQQi7WpTnks4YiRASz1GASzfULK/onKEzKZj0gT2If5LcuBbnVdIglHS6mQux2RE024agm5KmlqCjePW44txcSLEYcPU2wdHD++W6uvdrE1PB0+1698h3Apv/rwH+6MOfQ0m3cPi1Uw8ePX5SbBhXLNeL/PafxPzg25a5dV/CwkqJdjczT2klEKhMazMI9kJlcXu52DQLepLUEhtIjM0KEyaTMInJAJ9YSWo0sfFI87TX8KNfpRSghcgqlQr8gsXXFl+leA54GnzXUvAEBVdSLEiKvs4AXhJUy4axSsJ4NWRqrM2GqWV+8yHDHzy6js1VxUTZUCkpykVFqQjFQkq5EHNl2XDmiofvZvZb6Dn9BN1Is33aMD3Rpdl1Cbo2Z3FJvaUpF3zKxSofe8sCZ6/M8Vtf3oiWGoshNSmJscSJJowUQZSDyZcUu5qC51DwUhqtLMZwnRRHpzhOipZZo4SUWTlf5EdmXRGAyEEuaJjcZWnyuCaPb1Ijc5DLVcF9nEji/DmMZA5wSasjaLQNzXZCK0gzT3rXMtew7N3Z5MMPGM5emmK+ZujEL4kk6Tw4vX7PmT/+4z8Kvu/7PvDdBXg3Tt3Lly/8bNC++LPtsCP3bIq4dofP+NkCsMDWDR3GKhPMrRSpNVy0cnKNrPP5IRmjKAVxAommX4Hs5bHT3P7ZL7PnTrkslyv6gdKw5gbySl7uHZcGLTMPuaPAUSKz2jpZ9dL3JL4rKXiKgq8oFyTlomWklFItJ4xVQiZGO2xZt8z+kyGfeWIDo77HurKhUhQZuAuSkm8o+QnlYsj+E3DoeJGrJm2uewdl8yBU3LLHsmtLwItHqnRCS9BNaQc6B7lD0S9Q8Kv84D0rHDq5wAvHpsEqjEkzO2xiSWLb95MEoabYtRR8he8aPNfBc1M8nRXLHG3QKrMZK2mRMrMGZ2Qz0HOD4DyzEJteRsr00q9Dqdg0L/2nos/iUSIII5EDXNAKLM1OmjeAG2odmK1JGmGXvbtDXjq2jsNnoFjqstNN5dkLs/9HsVx2x0fL/xKIvmsAt7Ylu93g5//kS7/7d0+cueI+d9Tj1dOW6/c0mRrr8q0jCuUG3Ltvnj1bylycryJkiThx80YDmS2HgJRZeTlJbMbexmLSvKxse5U3i8krcb1ihbWWocr7qhW3V6ruFXSUzCuWChzdM21l1T/PVfieouAJigVBuWCpFFNGSgnVcsj4SMCGyRovnAj4+d9fx8WZKjsmDNUiVAqKUkFR8qHkpxT8GNfp0uhalFQ4yiLl4JNlq5MkTlwqhZhOYuiE2f48nW5KqyNpFBTFlofvldk2HfPPf7TBP/2E5Plj67AojDWkqSFJk7yUruhGisCTFEKF70o81+K5Ck8bHCfL92tlM4CrDOAqlykiX1EHFzcr7ducRGzuZUl7gO+BPU8rJkNA71WXu7kTsRumdDoJK03DbE1wfgmcQpu33bLEvdd1ee083HC15IZdiqJWfOPFWffMuZF/dPuHP+4s19v/+3i19N9dzv/vBngcNYmj9F++euDJv/3Vpy/6G0c1t+9yOT3j8OKrId3U5fyy5olDMTfubvD9b25z33VdpFhHvTmKkplccRyZaWVpUdKQKpGzdfbcKylbY7Mu8twCOnywBuC57M4Dy0yiKClQKkuX6bwVzdESz80GAPleNpKh4FlKvqFcTKkUY0bKEWOVgA2TdV443uGf/t4EJy6OsXUsy7CUC5JSUWbsXbAU/ZSiHxOnEZ96rIxUCkdalBikCY3N2S51+OG31/j6yxGtyKOTA7wdKFptRcPT+K6H51TYsznhX/y1ZX7u9wTPHVmHsZLUZGX1OMmMZmFkCP3M7up5At8ReG5W2XS17VdstTJIleXGpbBZo0QP4IOSJ5CTCFktoSev+qw+ZFxLUpHLSNGvfEYJOWFlttqZGlxqhDxw6woP3t3m5qsEnlPg6s2SMCrRaBU5dgm06jDmHfO/9cRTf+cdb32LWFpu/uOJ8f++Sud/N8CfP3AKa83t+58/UAiahhcXIj70QMq+7WUOHC9yfi5GVi0rbc3+wz6vno64dkfAZCHh2s3ZiRHCoqXE6uxEKynyLIHFpDZni9w7YUXmo+iBunfi13yuHsB7HoxeJa/H3lr3fCcSx5GZf8MV+F4286TopZQKGbgrpYhqJWCy2mD/8Q4//7tjHL0wwaZRwXhpSJr4mpKf+VcKfkLBi3CckNnlURyV2Q2ytNwgyEzzbMP60ax40ox9gtDSDbNArNWVFDoK33VwHR9Hj7B3U8K/+KuL/JPfgRdemyI1MgN4aomTNGdyQ+gZ/EjSdVVfgjkOODqTaJlPxaIluUzJCKa3yKzBeCZXyItCiL6XxVqRy8ZMdqX92In+YaxAScXkWMJP3rFEpRRy/XZL0asQBAVmV3xWGj7nZh1ePpES2zYffUeLhaUxLpx5vhDdsel2IcV/EY/fUYD/4m8/xNMnw6K9/Ig7WWxy/VVFDpzUfPOVDg/e0+CaHaMYqyh5MWNFm+W6I48rl1xMFUY9S6mQnT6lspSVklnZvA/ovhyxq+VIj7m/zWeTYmCikhKkFH1wK5nN2h7IE/Ad8FxDwbcUvEw/FwsxlWJEtRQwMdrg5VNdfu63Rzl8YZINVcVkyTBSEJR9SdFXFAuCgp/dHFmpP+KFY4J218VX5DdZpsF7TQipEcSJpuQr7tjXYv/RCp04kylBmNIJFC1P4bkK13Fz/Vzl6s2GX/zxBX7mN+C5Y1PERhIbkzdLD9lZXYnnmoy9c2+Kk9/c2UEuUwYyTuZV3jcCea8oZBH96meWP6fP5n2nYu91mv0hzxNMjvpsqE4yNRbSbAkWlhVBV9PsOCzWNEfPJcy1Ax68J6bRmOLIaYfFVpc/fugr7l//63cUV2b+c2ds00f+7AFu7avA+upvfPrrvx4WVu5phS32XSXYMFng0KkiDz+bsmEcip4kLWs81zCSZKBVMrOg2nxgjVaZbFBS9LV1D9TDgDZ9YA+agsm1d/9iiMxQJGQO7txkpPoAz24mR2dM5jrZGDTfzQ1WXkohlxflQshIOWC03OTg6ZCf++1RDp2fYrqqmSwaRgpQ8gWlgqJYUBT77J3iewnlYpcnD7nUGz6jo4MyeQ8wJteucaqYGle85U1tnnzJZF00kRkCucR3JL6jcbSL1gWkNFy92fILP77Az/yG5bkTU8RGE+cOwMz2mjG5F8u+u9DVEq1zE5bMGoezc0P/8/Vuwp5UET1XGoOC0NqjB3TTD/oHr3vmNp2XTy8vZuMnMiKDOM4yLe1AMFEVXL9LUq+V+dYpQa3VYct0woUF557nnp3/nWX/4z/1yP676u+8bdufLcAbi0to3fiZN02f/vAnn4946ZTLHfuapNJSb3vYULMkLb6nKBcFBc/0u9WlzPSg58ps6VZDF94OBTTD4DYDB9wq5s5PXq8i19fesuegG+junmNQKzJ/hrY4TtZY7LsG300p+AlFP6bkh5SLXcZGGhw4GfKzvzHBwbPrmKo6TBVTRoo2B3fO3r6k4GXs73sJRS8iMSGtyEMoidNj8L4GF7n3IzeIxQ4lt5vZBSKf0R7IuykdN2Nwz5U4WuPo3ga0lmu3WX7pp+b5h//R8NzxdcRGE6aCKM07bmKBHxs8x+I6AlebfPWSObFkK1qPYDKZIoZWwOysDq7PEKOvAffrSMgM5KPMV61uKKjZLKvSa8TIZEwmcyarmpLn4bsrXL83W1nu2gtPHmzzm19Y/vB73nnwTD2K/8mfKYOfODlDl41bn3rst67z7TxvvxU2jhc4drHIfC1BS8PG8axA4rrZtzBG9fPTPVbtgW2Y2WAooBnykGQna1CVtMNrZo+1h4PK3nKbd+ioPJjS2uKoDNiutn33oO+kuW6OKfgho5UOI6UWLxxL+Me/OcErZ9cxOaKZLKSM+JZyDu6Cn6UTe+AueCm+m1ApRRw7b3niQAlXShxl8iBOrPqemaFJkRjNfTfFXLWjzZmLBSaL0I2yoKwbpnS6OQtrhdZOJuVklrvetxV+8SeW+Ce/YXj66CTduECYSqLEUsx93J6TFdJc3Vu9TC5RJFKl/RVOSTEEcDEEcl6nVwYgHyKeYYD3rpPIr7kYZFd6HvVeLNJj+SQVeK5i42SZqVHD4orLV55SvHomwvPPU5/Zf91f+9Ef3/qB5syFQmXTdx7gT7xyhZqpbDv+ygv/9wtH6u+zUY1b96Xcf5vHNTsqzMy7dEKBtbnRXoqhu1sMOmhyNlvrbuufFAZMvSpL8rpsSc7ca8EtLFL10oIZGLTKWVtbXG1wHIPnGDw3wXcTfC+i6IeMjXSotTo8dQR+8dPTvHp6gokc3NWCpVwQlHzRz5VnmReTsbebAbzghURpSjfw8VV2k0khVn/XPAuRBZo60/I6JIwsQSyGAG5w3RTX0TiORCuFkk4f4Ai4frvgF3+qxr/5zwnPHR/ncqNCtySpppZyYvHziQOeY/Pcfy+TYvvs3ZMqPYD3P2/+oYdxboeuFz1QkwPVrr6Ovf9o8DdFJiF719sMbggpBLWm4NSFLJs0s2S4XGuzYarLm66KWV+df9+Fs0+lW3fs/TvWnjkvxM7vLMCDxilsVLjt/MVDD7ZrJ+mGY3zusS47Nrd54MZ53ryhyOximU6gs6YDI/vRtRkKSgQCxCBi7/PxGnD3f7YqoFytCnsXIRv30GNvm8sTm7sGM+bWOm9969tjM3B7bg7usTaLtYBf+FSRLz8/yVJ7lMkRyaSfg9vPdHcxDywLnqTo2ZzBM+3texEQ8fhBl1rsMu6xyo+NYNVNn6ZZ80PF0zxwY4cXTkS0Yo+R2PS72N0w86q7OgO4VhYlHYTMCjRY2LtZ8u/+1yZffSHgX/7uOmaWRgmqmqorKCeGYgJeDK5js1F0Oit06T7Ae8E4+Zz1QaA+fGMK0e8VGbB4/9oNwL76mq1O3fauc2ZjtnmQmk3wjVNoh3Bp2TIx3uZ7743ZOV2g1Srz0sHTuJXRB3XB+VS3G5z/r8XtfxXAbdoCWdp16OCTf2tp9jB3Xx/iKp8nXqnywiGfs3MN/s4PLHLdVR0uL47QDlzCSOVAzy6kyfOnw6zc//v9kyJexwKrf7enu+kzS6/c3MsCqB7AlUXLDNhaZeB2dIrrZN1BvhvjuTHlQoDWHZ48lPI7X6vw0DNTRKbCVEUw4WeyJEsB9vLkKj9EztzD7B2jdcizr1XpRJr1xd7nWcvgeaBpJHGi8B3F7VcHJCYDeBALuv3m3mzkmqN7KU6VAzGrPmZgy4K0D9/fpuxd5ne/FvDUa+PMxQU6vqSSWEraZiDXeRyibC4VbQ7y3jkUg9VVgmTA4mt3FHwdmIfkiV19yVYRWS8QTY3N7LmJJYoFrRAurMD0ZJ2/8i7DxrEqr54s8MQhC9pBl05SqNz4t958xwOvLNWCUxOj/+W5h/9FgL/02kXOH38YrzCyYXn+zL1aNbBOl4nxLt97T5WNk2UeeanKv/hkys98eJEd61JWGiWC0CGMdN5Olh0DNh/W1OIN2KD3LFidKslfCrtGmvSqcpljUEnywZSmz9yOyrwYnhPjujG+E1EsdnHdDp9+VPOv/9MUZxbHcDyf6bJgzEupeJaSB6W8w77gZdVOPy8IZf6VNF8JMnmy1ExpRy6uUrjS9gPM3ue3DOwFaV7ejhKHgtNluhpQ75QJYpGPW8tiBcdJ8zSfytOdKgP4qsA1cz6+7+42t1yzyC9+sssfPDLJSlKi4zmUHElFZx4cT4Or6DdD6F7RJ1/5ZF+qDApAqzT5KrGymoj6kmUI3MOS0+Ss3WPsOM3a4Nqh4HJbsHPjEj/7gwElZz0PP1vkxVMhgQmYmrCcv1TnpQPH752ZtxtWas1TcecUTnHX/zuAG2OIRh7Y9tKR47/5qc+cYbleJHyuyI7pNpunu2waz3be/eqrVabH6vzKTy8jpKHd8QkjJ28vU4Num14rmR1Ux3pB5DCo3yjPLbADNsmrb3IY4Hk1VK5i7jQHeYKrM0niuSGeE3B+PuG3vlriS0+Pc3Z+lErRYcyHUS+l7Nm89N4Dt8zBLftFIT/X3p6b3TiVUsgXn9WculDAVyKrGPYyKAxQ3h/jYEVuUtLs3QrvuaXF7zw8TruoqcSWbmzxojxuUAadDz3KtHMP5M4QyrJVYcuE5B//UIfrts/wGw+NcXZuhJWkQMfRlJSgmAPdlTa7cWQv6M9Xv9557aUPyfT5AOBryvqslSwDY9mqVGIeXCd55bPXCteKJMshtDttfuLdi7z52hLffCklMPO85XbYPmXZNOUQdgXaPchNN+z4zfWbbnxXGDT/i1LlTwW4SUOEdHn5lQObFmaO79w01uCBax2WG5kx/8JFw5UrIcdmoROmfO25Ap/a0+Kjb1/Bd0t0Ao9u1Gsxy+YA9jtueiVfOzD3rGWCPu0N+SSEGAA7e85NQzm4s6xJj71THJ1knTs6wfNCXB3SSiN+7XMuv/vVaWaXqxhVYGxEMeZaRlxDMWfuYr98L3OfSi5N8tx5H9xuVr0M44hTMx7tyGPUy7M4vaJTjwF7cYUd8qTEmkpJs31ThPK6tKIygSsoxNlwHTeXV04uUXQv6yHUtwleFZMjHX7yfR0evG+O3/1qk9/6wjhLQYlA+/haUdSCgrJ4ic3YXNp8JN7A3tCrcq5lcngDubI2w8KQHOlLsgzccZoBu5MIWrGgGRps2uGvfs8c77kroOgpdm9uEUZVHKVZqGlOnYOllmHLVA1dOLGz3h7ZtPeam88HYUzBc/h2jz8V4CvLSxSLpclqSX3u4tmXnWaQ0oxD9u02FJ0CzbaLRTMxucxrlySXlz3+1SfGSEWND9xTp1rx8SOfIPSI8kbhJFFZAJrKIV0+5GB7w5n8w8uk7QN7lTyRuUtOpRnAdZp348f4boTrRDS6Ec++Kvn0oxW+8PQ43bSM67qMu4Kqayi5lqJnKboDcPuexPMkXi5NssJQnpnIAe46WeXz3BXLUy8XiWIHr2RfF2D2iaN/wTMrahQrHEfzlltafOYbbU7MlAj83nAji5uAExucyKCUzPLWUiCFHAz36QG8l2M3kqKnWVcN+Ic/2OHqLSF/8GiZl46NsBiU6CoXx9H4WlCQ4Mk8jdpLr0qbp/gYAvlqU9a3BfnQqtxj7Qzcmb8/SAXtVNAOLSbtMuq1+ODblvmZH2mwbkyRJC0ePjjCK4c9MIZWGFHwu+zYDBNjiv0HDjvTW+783MpK/U2dTnvxv5vBg2RUXjl76rYzJ54Y8Zwu29drXjvt8uiLHe64vs54CYxNETJBqlGk9rjQLPD3/58SDz1T4wcfaPHO2xqMj/i0u5lk6YE8TSVpbsHsaciBJ3kVtrOsS4/J+yVl07d7ZrrbolWaAVylfTmidUyjHfPMEcHvP1zh0QMjrDTKyIJPuaCoOpaKayg6lqJrKbjkrJ0xd8GT+K7CdwW+S+7QMzm4DZ6T6W+lQ07OwGzDzworub5dXTgZ6NOsD1LkzklJFGnWVQS7NgccvpjQiZ1sTEMMbkQGPpXmEqVXqAG5pjOnd/P00pBxmvnDP/SWgHfcWuObr7T4xCMVXjpWYblVpCFd2q7GVQJXCjxJ1sMps13qlBjcpErktt9vA/BhBjc5YaU2lyQ2A3cnEbQTCMOYsUKTd715hY880Ob+GwxCFGm1NUpGQJeNm+YQVjBSNty7TzAzP86Ji4YkTfnao0+MvO9d9992zb49D/OnDA/6UwEukxnPc6L/uLh8uuS7LicvCSoeOKbMlx4vstKK6MYWKx1GihoQxMahm3h85YUS33ylwd//8AI//f0tSn6Mkj5x4vZbnXrm+WH/8Rs9etp72KCfyRKTa26DkilKpri9bIaMWWwlPPmy5mvPlPnyUyMsNEsI38cpO1Q0jDhZJ0/BIZcdUHBFfsjccprrblfg9di7B3Cd4LoJvhthbczjBzwuXCkwMSZwpMl1rBg0+g6hwK6ynCqC0GHrOsFbbuzwpecj2rFDEAt8x+ImGYuHsR1apVQ/X42Qq2RKdsh+o0JWNdUUvJAP3R/wtluW+eOnW3z1mSJPvlpmoVEkEC6Bq9GOQguBIwWOlDjC5lLLIhG55LKv/05DAO8FlcYKEps3MZuMucMkxSZdJrwGf/PBZf7eD3ZxVIFGu0AYuaRp1nj+E++KkbJFGDks10eYmR+h1dFsXdfltXOSk5culppd+x9PnL5yNRD8NwO81bGkSfej587tr564UGfnesHbpkucueRTLlo21xKWGpJGkKWz0tRku36l0EkkDc+l0Rnn337eYW5hgZ94f4N9O1KCIEWprFHVGNVnmyxFKF6XP+2Z8Qfa2+TNwwaRA1zrFFfH+H5MN0w5MQvnLys++9gID79UYaFWAsdHVxyKSlJ2LGVtKDiWggO+k4Hbd7KZhJnNVA4dIv//bQ5y0we562TtaWcuGw6f88Bx8mXeDpXoV6UgVunTtGczTbNxztduD7lmU5vjs0UCX1BMBF5sCRV5as/k7N3LpvRSkAOt0s+z56lIY1Q+fcChGzkUCiEff2fIe++o8/WX2/zhN4qcv+xzfLZIVPdIPE1Xa6SSWTmf/P3Ircc9eUgvgLarvpuxAgOkfYBn3flpGiODgDftXuEn31/nQ3db4niUpVqRbujmK3zeLWQkYaRptBwW65qFGtQbhlNXHArlkC2Tyxw5/hquV/rTOPrbAzwO6yJNo5+emz1VnSp5PH8s4kNvneWdm8eYmS9xZtbl/GzKciOh3c22s4vTrLeyG6eUI4EvFfOdCr/zZUEqU/7136hT8DLm1WlKmgO8xzgDiWIH4O6lBPOueClMNvpBpnheNkk1SVPmluGxb2nOzBR4Yn+B2VqBM5dL4HmoosbXipK2lLTJsghONjjfd7JxbRmIe4fMD5UDnFxz5+B2UjwnY+/sxoo4twjHzhdx5Or0YF+iMCh09DMLvUyKyXscE4drtgbsmupw5GxCJ3Eox4JQg5tYwpicwUVfhwspVzE5rDE99WTQUB9lnDqEjkulEPHDbw+5+7oms7Umj7/ocvaSx9cPFLm87JMGDkZqYleBVHmwnKVWJPTlyrBs6UuwIY+KMSmYBNIuI4U2f/N9K3z8PZb6yijLzTKtjk/QdehGOp8tmbW8tbqKpZrk3Kzh3FzMxaWU6liDH7zNcOLMGMdfOzbxEz/68b81M3v5lzZt3GD/mwD+u5/5CtgEupcIUsFcLeWX/rPmwXtqjFcCjBhldKQEQuB7g4muUR75F0KLlimJVcybAl/4ZpU9m0P+3kc6YC2JzBnc9jrgB661QaXSDmVKcimiUhwvJU4tZy8JDp9VPLa/yJFzLq+dK9AMPcLIA8dFVRw8JSgqKGpDYSgP7OmeT6Nnm8184V4uS1w389P4zgDcXg7ubOh+pvN9N8aaiPkVSWg9tJa40qKH0mxrCLwP8tQO+h3TPB8u0EyORUjVpR07dLTIMh3xwDCmlVlVgZRiKIrtDTtCYI0cMPlQ76STqv74iU7oMj0asWVdzE07QoIo4K+ca3DkvMtjL/gcPudz9qJHnGisp0ilAiFJh79cb/UYhnm/DG0yHJkIEUb8+AdrPPhATLsxQqNdpN4sUm95tINsa5kwEfm0YEGnK6g1E6Ru4JUibt8Y8oH7GnSCAudmCrSCK6X6whMfDhz1S/9NDP7VRx5judZUTzx3RCyv+Fm+sqNptsp89uspVqSsrxp2b4RSIetOTxJLnJoc5IZiNwv8WrFlIZA0Wg4HTrpAC8cJkSbJOuyH5Env5IjcHEXe+R1Hlk43Y/LzM5L//KhHJ1YcfM3n9CWPpbZLmLqgXVAOqqJwpaCgoKgsviIbZ6Zy45HKWNt1RFb0GAa3I3FzWeK54LnkWZOsZJ5Nuk3yimhMwY9YqKU89lyZRstjdESg81x8z/T1hsFYfu0H7V+SMFRMjCvecUeXr78UcLFRInBkJlM0OInFiXs56zzHLtMsXcjwrBPZfw9j9ZoWM4mbKlKtSBxFnGri2MlSqU5MyY25+9qE268Oef+9XU5ekhw65hBEij94rMi5OQeEpBNo0kjm5c6saeV1d3EP6DYFmyBEzE27Q0ZLUKsrOoHHUt1nue7R7magjpNsZEgcZ4M+XUdw127LunEDtkDJL0GsuP3qbODq0vw5MTJ+nXrx+YeTW+941389g49VK7/mOd3rr9/ZYddGxYUrZRZWBM12JkUqxd6gR0GxoLJujjQrvSaJIUksnpdybjnEjToYG/LqQYdvHPK499YupmuAZKiik5unJDQ6cOhVzXJTUvAl+485fOVpn26s6MaKK3MuRmhi62CEA1ojPI2WElcJfGnxc2B7yuIpm3nAdZ7z1QPmdnt9mX1wq7xHU/TZ23UMrtszaKV99nbdGKUivvWK4kvPl1GuztJtq/T3t2fwXi480+GSOFV0uw7vvTPgy882+YPHR2gnPqVchzs9HR73ijK23y0kRO9O6skFOaT1hwBu8sqyzpjc0YpEa3SSZkBXKUplg/RH/YQ79yTcsSfGipAP3t+hG2djPP7kaY8Xj7kUPMFSU3HoSLYP5yCpM+yzNdgQ7rm9y5tuiEiUxfPbSDnC7ILL/Eo2+jqzzxrSfBBoti+TYHZ+lFbLEqfZ5rWLNcO5hYhdG5og6tePT5d/DfjJ/yoGP3s5YGLSrzz61T/eE8VdtbCSUvEMI6WYTetcmm1FkuTjGFRv5IDod3Fk2ivLz+7cbLn9TU2KhStoJ6TRlvzhIwV+54uF3Gy1htpyO229LXnpsEuzoZBaERpFaFXGTEKT2RU1SI2UEkeKDMzS4kmDKzMguApcNZjRl4FcDBoedNYI0Gs8HgZ3xvC5rdbpMXg6dCR4OsbaiNkllyj08UYkbl72Vn2r6FAVs9fRw6C8PgC5JDWKKHYYLSs2T0S4okuQeASJoKCzyl/PQ9IraCk5bG+V/ffK3kPmxR8zNATf5I3CQ+MfkjSvG6isQKYS4iRFxVktQasUKRM2TZh8xTBcvaVLZAOkNjSagpcOa+rtbA+lrBi9ujVICmh2BL/6yTKNlkJoH0/66Djt1zKAfkdXmqdihICVejaNK0ktzY6hWjFsmLRMjkmSNFVBt73nnvu+v2JtrSnE6J8O8FZjnqClf2l+8fj9W8aXMEYzWtVUSwFTo008R9LpZluLxInqN5oak5feyZZl10kZq0RsmU5ZPwVOKeSL3/D4vS8VManKfqk3corc2ZP/2wqJ6W25gMwALWQW6EiJFBIlshJzBuq87CzJN27t5Y2HnnXeSa/It96jD+6srUvlzRiiP4yod/SA7upsTyBHJzhOjOfFXFoyfPLrJdAujhSDALMvT8TrGHy40tcbEpqBLRt/FsUOH3tHwB8/GfDafJl26lBMsk1pMxegHXTiqF5NYCjY653T3kqRp2IHLC5Ic6AnqURrhZOm+a51aW7oGhTNMt94/lqYPB5K0cIgrGGyYPieuwxCJjmo80x/rwVOWJAWawQf/blxvvzoKMYfZbLqs2ciYbScmcCkFEPnZTBVIUpS2hG0Q4vrGqaSfJKBL5ld7pB6p++/5aYLv5Skyd/4LzL44ZcfwiLcSWeWo4tFLixEHJ5JabRj9m7p8NabIyYqil3rXJqtIp2u0we6sT1mN/hOSrnUxdHZZk+EgsOnHRKjsZ4GqYAcuL2DXuCi+qAX+a5hMu+MdwS40uKKTApoydBzr6l2yEikGZqDkoHc1YOu+gHAZV+2eK7tt7S5rhkanJPg5Ozt6hgpIy7MCRabPkJrPMkqeSKH7t8emfWyDMPdS8P6OMmHVo5XQrZOBxyfCwlSTTcFLxU4qcVJch2e9MrpZqiEPtQmhRgqvMjBPJnhkQ+pQaeGVEmU7m1frnKzWopUJl8psqOXms3e0wzeP8rSt0KYrF5B9lr0bgiRoryE63fGfNWzBNoSGFhoC6I0IxItM943Nuv1jBJBOxKsBJbxsS5TU13efkuX3RsVK80SlaLi3CWH515eZqL6iJumr0+kvA7gzx08j0WwdaLNAzcrjp4d4dh5i+kkPH+wzNeeS7luV51/8OEVtk4FNFolwsghSVXm9xY2nzuYUPBDysUOhWKXI+cUv/VQBetmgSDSyYDcvyAZyPvGeNGbSAWOAC1sXnSwfY9H73X/Z3mDwcAKSr/B1lUiA/sqcMvs2e0BvRd80t+e0M2bJHoSxdGZPnXdmISYrz5bYH6xgDOicIc9HMMZlLVibFWr19o5I4pumE2wffddbZ59tUsz8eloTSExRHk5XcmBIapnOMsA1XunXqAp1nhC8pkqlnxEh0AbQaIEOpVoJXOZYkhyoA+KaaZfYJN9Nu9lu/LXmDWV5nyKlkwRSH7sezp88ZsdDp71aUmHK0ITJJZiLiMFmfZODLRiwXJg2D5d4+9/qM2bthWpN8dpdlxk6vDSYcmRc1327VpBp0cRb1DPXAXwrzzyDUrF4psffuzRW549vMTcSosH7465ZnuFs7Mu8yuWS/Mpr5xy+Jd/kPLPP77MpnFLJ3RJUtXnDK1SHCemUg5QMuDYJcO/+k+jzNeKoP0M3DKLxoUQqFyr9gCt82JCBuLez20+36T3nO9G3H8W/VEIw8Duz0FRZP2IbwTwXsDZ0926J0tsrrdXe8ldJ8Z1IuYahgOnC6BddC5P9JBBqVftE2sQnvk0Bt7pnoW4X3VMFXHscONVIePVgEatSCdRFBU4SfZdVGqzIx4GOBnI+28k17g1RT5fJvcBKUNqBI4RpEqSqmwuTZKDfNi81rNDyOHXedGt78nvA970U7s9BtcqxVrJ5EjEz/5Ig3/xu5Jjly21qExQdPCVxJWDdrbIQDuybJ2q87//0Aq7N0xz8PgYF+cl88uWs1cMs7UuD96/zO6NHlasv2X31W9784EX3/XMTbe++40B3gpC2l3zPddsT26YcAMeelWze2eNMb/DO+9ULNbLXLhcYHIcjGOyofF+BynjfExD9qVcHeM4MUfOw5eecvnG/jJPH6mSag+Ui5AKJeVqZu6Buu97GLJt9gCdNzb0csw9sPesnllzsej3ezpKoPrdKwNg95pvM/bONbemr7d7KcGMsQfgdvruxBhBzENPezx7pIz0NK4U2fztvoNweD5LP0c0TOKD0Wh9Fs8CzdQogq7DHfsC3nN3i996qEyUerRTiZ9me+VoObj5+zJBypzFh9/q2zE5GC3z4UqiD+5USZQyGaNLmY+WGIB7wOJD9Yk8SBRrgD7Q69kUrlQpXEfx4L0hUxMrPLY/4I+fGuHw2Qpd7SK1zrJBEowAG8eYOObCvM+FmRIHjsPZ+ZCVVsTurQF7dmbtbH/yVIVtm8QN+66pf49N42fekMHD9mXcYvkdn/vS139odm4e34totMr88mcnmBqJuPWahNh0uX13hx95N4xXQ9ZPgKO7eMWAVlPQ6IBUlqdfdXjiUIFXT/q8fLpMOyyA5yKUxpHZnepJi5MzshYDM08f0EOeh+HRBj0Wz7Ygoc/memhyVW9MRJ/F824YR60GdzZOYQ1z5z2bbt7e5uhew0EydMRExPzh4xVS66H61cvhAHPQ19jLbKzS4PluxNb0ZIrE5OnCLNjUCBw+9ECHT301pG5igtQnSAVOQp/FpbTIRAwxpuT1a7UcSk2K1RZWnY3pyMBtSLVFmUyupMqi0szBmFWP5QDccjW45bBHqG+pGDC9UqY/atlJFXfvi7h5V5d33RFy8GSNJw/5PPVqAaSi3tEETQUKzs75/JvPVZkuWXZtqvHuN8dAyh3XRIxXIAgFyJAguMLcYv2HNu74wBPHT13++t5dG1YDvB1ECBlcFQadnU+8mGCZYEwLVEWjhM/R4xatBRNuyq6NAaWCQirLa+cNL51yePxln4PHfNCK+brLfN3DWBerHVRR4UiBl6fyepW+PiuvAbgYYsEBg6/WnD3QD8/2UEoMtHjuuFs17CYHtlZikEnppwOzjvusMdnmzD0IMPUQe3tOxIHTklOXfaxyUFLiStNfhQYSZSDA12ZRekcG7kEDRK/ok6aKOHHYuSHmmh1tnj9ZIFYuQSLwJTipRScil3J5F06S63AkAsPqtxSsHc3Rn2WSj2DrjcvTyuTgztvZlB0CtxlqDZRDoKY/knk14HOQp7khTmmS1CGOXVwn4ZbdMbftjvnAPU0WGw1wLC+/pnnyZY+XThY4fH6MRuCxvgR7Nha5elN2c3c7grkuKBXzvXektNpd2m2zU4nuVamIv/46Bp+5vILrdik6Xe6/QZGaAkkq8gpZxj8F37JxKsbVbTyvy+Fz8Hd+ZYIjJ8p0rEeUalAaIRXSk3gyc6UNp/H0Gh0txRrNOvR62HDfG6DZfy1E1j0vBuDOgszBMCHdB7dcBfDh4T9Ztz19YPerlX3mTvPtwvPgUsdYYj7/eJHl5QLC01neffgmXOtB6Z3kVXnw3tiE1T7ufm7aKOJYMzEm+YG3tDhwukKY+nSUSyHNtPggLiEHd2+tMHlOvGfMzaXKGj1u8nmPa6dSpUaiTG9Fsv3X2fWQQ1p8qOFEkKdw1zL54Hd7XUi9FGQYZ+lHR2e7xFVLKVKlXDWV8v772hw+2eHv/rLk2EWfbuJw6oKk3c58+SKvK0jhkBpLox3wZjfi6mQRE3VfL1F+/pf/GGMlVW+ZrVMtbtnbYazsYExW6pXSUvQSKuUOUdrkC98y/OqXpzl4ZhQrXRxHUVK9jAd9R50Wua+4rxcHWroXhA13jQwDur8bWk+e5LneHmPLYQZXYojFe3JFovRqgLs6HwDk9LYOzCuc2uL0S/Emf52uOrTKOndeuwCfe7RMKF2UVHn1cvVMlrUVzLXV+uHJAat1eK7FU0WSarxU8wNv7/L7D3d49WyBWDl0pMRNTZ49EsjU9geNSmHz9jI79C4mf6/V+xYNM3lqQPdTiBad9sZKmEwK9fs2e6AV/Rta9K3Bw8w9aE5RIjfKSZNf+9W6Xg6lHnsBqeMk3Lwr4lf/bo1f+5Ns7suL53zG5lKKbjY8qLexb7UacdPuLgV5iMbMGeLYrgb4qbOzXLV9Q/Gnf+5Xt186V+PIqTJf2R/w0bcts2tzNijSYimkMS+ft3zm8SIHj60nMD4jRYmftzy9EYsNeiZ5w5+/Lhhb8zuiVxGUq+XJ8JiDwXyPgTTpzSFUPQbPizyrwN0r3zu9xmSTzQzpt4j1ejqT/IhRTsSpWU0rckHpXJ7YNfbY1Q7C12VRhvSwXZsLz7txBoUfTckR7NnY5dVTEanxCIyLn2aro841uBKZ2S1LsfbqiKYfZA6YXAwqnLkfRvcHm2Y/UwZSmQFe5btTSDOYENDrf03611b0AS4YakqRllV9sz2gD7UartXtg/bD7Lzv2hTxb38q4IVjl/jM42UuLvj4rsIiSJOUa7Z2+fBbE2xcpdmxKH9k+3V3/0yx0/qbnWJ5cwbw0+evcOlK4+237Bv5mblLKxRUgSCu8HtfKRMaSJJsR4HMAacwRlEtwrTOBsurNWDtsfKqzncG3fBrQfC63x3qYRxmRTkE9swuOvSsBkM25ZAsGd7F2FHkufAM3BmAB0OBnGF5MszeKu/rdCNWWob/8EdllgMf4TmZPJF21aoyGJzzxk0Bq4BOXgE2g55KY2S/dJ8kmkpR8798oMU3D1RYDl0iqQmkxM17KAcjH/LrgBg0aAvTt9FaTA5ug0WuyayInMFtP0jvgV0NgVquYvHV45f7UmWonVB8m3/3X9O7EfKfM/hbQhrqLYujU67dkvDzP5xibIi19CVcnJSJE5cg0Sw2WlSD6Z8Jm0eeCYPOH/cZ/PHnDiOkS9q5gCtg/YTDSDEzT4WxJYwlYZLteJumFmvNYIzxqgV3dTC1isFYw2q8EdOJ1zH6ILAcTIvtVTV7wB4esqmGQK2lROeSRPcB3tPcph9UOtr0we3onv9iNXs7KsZ1Iz77uMPRMwWQDlJKvKEs0Np4ovfFvq2bkDUFn6F2M5MzeZxqksTh2p0d3nd3k99/2Mdoj0C6eYzTS5EK4v5ApdczuRhm8t445KFdHKwFo0DZbFUwVmTg7k0JE5BKgcyH+ashgIsee7+O6FYDfHXjsl117bPy/pp4hUHMMlwMi2KZYTIShHG2dXu1nNLpBASNc4QNSzeIBhLl3htSXDfl4gXFqHKYHM1OcLsrCULohnYwuzrMtuGLc8AP77iwahbGms85PJtvLeAHQ3yyH8q896+XUek3v74O4KI/Jq4PbikHAO8XenoAt9mc7FyKOGqQLXGGhgMNNHfG3o7OplbVGoY/+VaZpYYHfp49EUPB2LeRKAw1BAyfnDdM2/VShr09cVJFnGhGK4rvvb/Dl5/tstz2iJQmSGWenswB1z93eRyw6kpk7N37kemz+aB/UtlchyuBtmBkps2VHGLxPB5LZZ6aFCKXHWKInXtgFoMxHzmIhR1cb77djT+0siVGkCSiD+ggFPn03QyP3dDQDi3WCgqehyj6pK5HFGV/XB8/cZpSeXzbqePP/vSlmZcI4g67x5tMVSVlz6HeKrBY82i0FfWWQ6OtaXay6adhbPoT/IfHsw3PNVlF8mLwg/4XHM40DEmUNwK46J3oVTJFDDpc+sUJVoO7t7NBj7nVEHO/jsF74yYGIye0yiqX584LTl7wMXgIqfvNuQP34HDsIIayGoO7etiLMmByMSRPRD+T0W83SzVYzd6tETvXd1k+XsCmbsbiaSZTetmp1d3vw0avXHD3bLSQNyOIoeATrBT91GF/tLUEk+vvdNVYCZEDWgwx9wDoq8hszUqfc/gbrGjDDstsa8luJOh0szbKRjum2U5pdmC+AfVOSqEYMzUaceP6mEZtBc+55acfePMtBy/PnD6va62ElM70xQXxjpePdHHdCi+fiJmc6HDdzhZXb65xyz7FSqPC3FKZS/M+S3VNoy3pdlOi2OQbRtmhEbqrl+DhpeZ133P4BHxbLS76GZThofb9ZzVg8EEefPjIt7RWw+AeAnm+X72TW0N77K3yf2sdo1TMV58vc2qpAO5AnjhD2SGxhr3Xjot4I7YajCAWA8kwvLtZz0YbaXZMRLz7jg4vvlYEk/W1BlLipPmQz3S1VBL9LvhhdslBbu2QRBmSKzJ/LfNVRfYOMdDfOeilGWZuwaqJY332HrrYQz23/YnBVgxJNTu0a4TIthOPodO1NNspK/WY2SXDTB1W2iH7dna48dqEN+20TI4U6LSrhGGTDePRO6RoTxf98LyerBoKBcO26YQ3vynCc4scOulw/LzLkRMpI5WIdVMJt+5ucsfVXTbaSRJTwNjMGKW0IU2yHXJ7g+t7o3XNEJv3x+uuBfswzlct7WJValCsYe03YnA1DO58PuFg2w5eD2w9GBDUH/Gm8zSVTjJ5omIKxYjnTyj++Fslgq4LRY2WAkesliZrA8xvN9Nv+D5fpb/XpAyH8+Jxohkpa95/X5eHn+2w/4SLLTkEqYebp2Uze4N4ne4dgHsA8lXsiRncYCpj81RmerwH8FSuzl6l+ZYzqwnp9anRP42lV8uRIblm8i0j87EZncDQaCVcXjEsJyEP3Nbklt0pm8YlIyWPdqfI8fM+h04b0iRg8x7B6DpBqyXQ1sRATJoaLi8JSsWIiRGHq9Y7dLqKIHJYmbP8yWyJ2fku33dnhKuy2R9JmumGVAkcM9ihYXhW9IChVu/W8EYTSHsv+jIF+mAWQgylowbAlr0yvRwKiNSwbdai9WCEss43YdJqNdCdPltnh1JZgOm6EXGU8vBzRV67WATHQUiVg8r2M0h9afJtXISrMirDrN2byjq8uZPtbdsn+znxNNVEkebqLQnvvKvNofMFwsQllQ6BUbgpaz6LGMgEXg9yu+azoHo3m8EogeqBUAqsApnLFpkDXgiRg94ORukNDcwf1tirJ8oytGIMvDHDzdj9olMKUWyI8g6xdgg/cG/CrXtKxLFHq+WwsKRoB4qlumFqrIuwCcakmYSOUvR/+vxDuK7i8nyD/a8ZilpzzRaXLeuzKabQ67KwTIwWWKxnwxMFGVMKBKnq7dtiB5sV5UDvb00yvC3Jml0bGAIBDGtYEFL0WUn22Xv1yF/VZ+wewAeTU/sSJWfujLFtn6l1/3nw2smDS61iPDfiyAXB158t0glcKDlI0XMOMpQefIMqZu97rLmNe16UDF1i1SD51xV8hgxYUexQLke8886QLz/Z5dBZD7RL10jcXIsrAyodDvZApOTNByIzWg8HQ2oALq0GMiEDtuyvKv1K8hDQpcmkixCZ/WV4j5/VrD00K37IHjD8erVcs/nPs9Y1bJaxmaoILsyM0m6qvOtHgM1W0MkxybU7IxxdZ7n2LV58/jCCGH3dxhUcB6Z9gxuP4LmKLdMwVY3x/TQftp5NcEptwqV5n2ZbE/VsmjpPxfQZqfdFBvvupGZwkww2l8rYa61W6YECBoal3s4QPTbvjfjtgVsODY/M2rny13p4PvgacOeH05tCmxv8tUqyI3dEJjbloWcKPHWkAH7WqOH25IlYHVz2M4MMSZM/RYe/Pl4R/d3IexmV1MhVQA+7Dvde2+Hdb+5w9IJPkjhYoQiExknpfyaRDlh88BHemMmHh9grNXQNbTaiwlqBNALTJ5YM6LIHbLlaVr4e4Nl3SoeAPcBE1p7WH4Zv6eOi9ykdR1IuQWS6HD4fkaYaT/eyaVBwJRNLinpzFEePcH5R0+q2Mgy8cMwjNZKy1+XmPQGT412sCCkWQiqFkHNzcPScQ7FgmVkQHDnpsmdjyng1G6nQA1hfcw3dif09FE1vwI3N98C0/X0ve8PTe39hFfOtAvdQkSfXu33GzllbDWlvPXzowSaoPUA7Q6DuZU6yjEn2rFSM68QcPC/53ONlwAXpIITC6Rd37MAgtoq5exda9L7VGoANJNoqHW6GNLgVmFRgVD76IW9nS1KNtZoPPRDw2HNdXjqTNZDERtFJRW74ym+6NGftISU8rLzJfekoVgF9tYyyWCUzMOUkJvLUYW+3Dmne2JqwKs/fw4Gh31ScriE9O5yVyK+9UgJXK9ZPSN5+R8Shcy3OLThUCobj5yTnr7gUfclKV3F2TjNRkdxyTcLkmCWOLbrkBwgpCMOIM3MB8+0uh89JOrHDiC84N6s4csbD9xwmSpKtk6LPoE7u48i+7OAkDk8Tzfr+somiSZLpdplaUmGRvRO4xi09bDUdaO41pqsheTDYjmPA3IMB+ANwr2LtoedeY21PqiiV4DgJcZrwxP4Ch08Xsi8rs+DSFXZocuwQg0uxWp6sAtRqaNmhF/0GiCGPyCp3YZr1qGZWWk0YOezb2eXe2zIWD9KMxUPh0jWg06FaQtpLF+a6Mh26ybD5PJrVu0XbPHuilM21uMm3pBFIm13/7HXm214ry1Z9zyHWTnLJkSRmaLv2bE9UY+zqmCyvdWTuT0tqJK1OlfuvV3z/SIeiH3H4nOT0rMH3BVFiOXZWU3Q1whlhpeNirUFvmcpmRC+sWF4+qQm64yT5qOOaBU8a3rw3K20XfUGlpKmWFSU/277DdQYl3B5pDXsrksQSJQKVCKI1KaTedKdV8mRIpqzew3FQsh/WvXpIdw/AbvvPq8A9NBS/nz1RKUoPATyXKK6OOXVF8ImHy4SxA0Unlyf0W9OUGDYVDWVOhqtX306i2NVAH5YpxgwB3b6RFteUPMmPvLPDQ0+VODGb3XypUXRSlZnbUtGfJ4iwiDRLF65dSXqw6pNnHlD2pVP+b5XfgNIKpJRIa5EmW12NsK/LHg1LFJOzdpKDux84pr2t27OYbRjhmd9f5OMjQDbAGM1Ko0rJH8FxDAXXsH0yq6wnacrktSmtIOLcvKLVdTM/y+13//C6pfmj/5uwT/L2m8mrTSlxLFhpaTpdTZLnV10nm9FX8MD3ej2L+b7nwymp3LiTbess0ZFARkPFDAkSgTCWfGJb/+YYPlGvY+3+69WM3c+g9PZi7zcfrwa3swro6dDzkPbOg8vIJnzx8RIHTxWydh+hUSKrXOrcITfcXDwsU3gDNntjET6swcVQRiHLolhjMmCvArnEGE3UdbhxV8AHHmjzy592CYwGo4mFJDBZc3YmHWyux3vEsjazMnyXZWyuhtO7DACv+nIjm6yV5crtEMhfr8MHDG5JTbbteBgbulG2/XicZvvzmP6S1ou/smsbaUGYD5MKupKVhsLRAikVxkg6XUOtleXMQWOEi5AJ77zv6v/thn27fkIfO3WuurLceteRY4Z2pJhvpdi0ywfvMbxpQ4WVhkeUCLCDN+1VADOWNP1dv7KL28sMZHIkTiQdnXXQJ4kglgOmtkOMPmDuAbB7efBh3S3fENwDSTL8egDuoY2o1OslyeA5A7ejY05elnzmm8UsipYZezu9zv2hG254vLBktTQZ/k6D4YSv19/DeeBBLpjB3MYesK3EpIpU5Vo81fzgWzp86Ykix2YckBFWSLqpQ2/QVJ8weh3naa/wM6zDe2C0Q3IJVP5aDd2I0mbXwNqMxZUUebM52DyozWKyYUk2yK4labbvUCcwBJElThkCePbbw9c+SxyInLCyayRk9tHjBJZasG66ywffWieOfJYaBVYalmqx9q5281xVrzRCpAi4bmeXxdoYpWVJremzsBKxe3PEaDkiSQdVtt6H6PsO+k0LuSssd7H1ZEqcKLyuS2oErUD29Vj2a2IgTdYEasPD4+VQINl/LXKgqyEvyFBgqeQA3FoZVM7cKpcoShnUUL5bqezQKiFVCV95psSxUwPtLUTWQ+r0O2jeuMAhWPvv1fFFnzAHZ3JVA/KqnPjQRCqdpw0H+fFMqlx9Vch739zmzGc8olSB0KRCEwiBTntjj3sk0suoDKUJV8mVHhxFH5R9Nl/D4laafvqvF3CS/23bWzmGyEvmv2PJtiuvtaEdZmPa+haPofP3+pTr4NNZm9nH0jR77+mKS722juWGZG5ZcHGhxc6dARtUgL7xKsnxc5rPPSG4/qoa77gDyr5G65Sp8RYFr4vAYmwWxVurcxunygDfA3o+KqC3E28P7MYK2oFDEI1xblYThIMK53BxQA6z9zBDDrF2r3VtUNSxA4APMfiwDh/W3L3Se3+LE2nQsjfUJgO748ScvaL4f75YoSszcCP0UNf8mla7oc2gesaq1yH6jdRJ76L2ix4ZlQ92vBgONOVgboqSKKNITdb65aUJf+PBNn/0RJEzlzWoOJcqDoEQqJ48yfV4P9hcA/Jebt5a0Kvy8zmLDzN7f/nJ9Iu1MvuZHFzD/o3dK9Ihcra3nIvgbA1aXUFqs+BNMhgFMpx6hewGiFJIrMXahNSazFZDtkHYU0c0zx2zVIsdbt4X8u5dMVGkePWUh74wH7NUt7TbRR57Hs5cbFMdjWl1QUgXKTXYTDu5KuXtNze473qDW/IywENfqkhhgAxAzcCy3DREqeATXx+ntpJSlBG+m83eUKr3pQer99oMiRySIXKNJJF9o9NAlvQ2fe1p8X5QKfNjVb576JDZ0ufoiGZk+K0vV5hd8EBl8kRIOUgNDp38/us1q9Bau8GfhvVVUqXfeDDco9mr9g3Yu98MIRVpotk4GfLj72vxi59wacTZ1CNrJaFRWdow7X0OC+lw2nAActu763psbi2q/ynFUI58kF5U+X/SG7tmya5brx4i5Orr6mjB1Jhiz84uC+1l/uBRhzh1WG461DsaIxTGKrKtWbJeUEum38tOwAM31nnbTR0cJYlimROsxgqXduCwvmrYMe0yv+ThjQi8Qoo+v9BFiYjvu0Oy0vSYWfQ5d86w3EzpRhDnE6uixNJOLF94KuADb57jn/9Yjc1TkjiBhZqkkxjC1HL4hGZuWXHgjM9XXyyT2CImKrCtCjunE8YqCt8DkX+JYYmyNkui5Npdiwfmfp1rf5lPsOozuO5tZzIAdE+O9CVKf6uTpP+sVYz2Yr7wkMdvfr5CaJxMnojshLtiMK9lWDqtTQn2l+VVEeYbQ3y1EW2ootkHfa9kbzHG9Kub/RK+ybYC93XCT36wzckLLr/7lUyLgyIVkq7JejdlSp/BBwas3oozEE22F2wOFX96MmSVZOk5b6VguHNo0GgB2IzHlcy6qIq+ZXwkZecmyfoJwUfuq2EJeexlzStnNLPLmteOF4hTTWg0czWFjQWbpgJ+/seX+N47FGE4QhD6xElWH0gSRRAqlusOl+ZcHjmjuLzY5vvf02Hbxjr67msdmg3B4aMBiTTcuFdy9VaPU5ckzU5Ckg7YJYwlJy4XOHKmwJf3N9m5zhAlks9/o8DCiiYyDq+eKTK/5KM8F99TVD3BxophrGgA8TpT1ir2HtbbPVnSDzTod5UMpAlDgaUZvJarwf06iZIHK4PnbNbgSg3+6JtFamEP3BnAHclgdsuQPFndcSSGOpfWZAffIDf8un0lhzIoA3lCvtWiWA3uNJvPrYzCGE2SakbclAff2uFLzxRZbimQMRhFjKbTd2UOF36Ggb02F57pcLXqA/dkVMbiqvff2NUrgRBZIagfromB1NQ509dbLlqNMlZxKRUCPva2Lj/2vSFXlgOOnmmRWst8TfCFb2RA3jEdcf2OlIXlaY6fnyCMVF9OJYmg3hacumToxh02TgYIJTh4ZpTZxhRayxRhE64sRxy7pBm5vs1o2TJezWa/id7yorJZ2ffdXGfdVJPf+0qRp49W0J5Lq+NjjYNQCs+XjE4ISopsqxAvpeJbPHcgR4aJrb+MrQG37AeQw4BfC/C1EmU1e/c3g5XpUPUyXQP2PHNSTHjoWz77DxcwPe0t855L0ZMna/tN7evYe229vg/0NyTxIZAMsfiwhXZ16jAPOq1E2UFePEkdtEm4/dqI99za4ZNfdUFFICRWCCKTBZ2SzA3+hql5OwT4flJcDOXoB6AefO6s8XjwdSzCZKOcRf6ZV7llbVb464aKRtvDGEEndGh1CrhORMGLuee6GO3EYBO+944WhULMU69p/s8/XM/6coWCzIak6ryTS4gsm1LrxoxWQ960KyG1EisssQH98pkyl+e6XKl53Lo34uQlB2EE02OC9ZMy348m29F3rBJz/Z4WnTjm179QJQjHUMqlUJLZZChJPpfb4Ot87xsn25bPd0SevxRDjjvxBgUcOwgg+wzdK+oMd8+sBnYvsFS55lZrQa7SfEqqGUgTmaBkNvj9zEXJJx4qM9dy81Gn2Wg5JRjs2LAm3/063T2kud+IvV+HqR6k7GpmH25GHg427bAJK832z8mes+1P1pVSPv6eNs8c9jgzL0HEgMIgCUW2187AMzNg8+EbridJejxupehr8b5BjjyFKIe9LYMv22uCMHLQyGxy60bWwCDz2I5sp+dY4zoOQZjSaCf9ZhPfi3GdAN9JePmwT6ftcN2OiPES2daOOpvrPlZR3HY1CAUvHZdsHI/Yt7dDodhBC8CksLgiwGjCsMDmKY/NU4bpiZhyIabgJ4yUQkaKLWYXW3zqWxWOLk5SrvpUXCgMzeIeHlvs5cMs/XzHhN4QHiUlgy04VlcmV1Ule2DvgzgH+ioGN4Pcd3+enlmjt3vTUXPdLVO0zKSJ68aEqeHXP1vhqQOFrLdNahDZqObeGIy1c1xEzz0Ib6jDBxXNwaV/XarQrpYog0xGz1o8bJ8dttFm7WYZ2FW2AZjUqERz700RP/GhJj//6y5hki+9RpIIh4Dcmdn/jGsBOuRy7BO57d9oCvLCXO/Drmb03nlIe1mbfARF5kPqjUIWqCjfFW6oVuJoPeTwzFbXTjehG7psG+/wU+9f5lPfhIMzI4z6mrGCoehC2U/phoZiQbNlukh5c5eCC1pmcy/1zbsa+KLDwUM+myd8Nk4adm7uUC13SG2I74aUChFBEvOrD3l88+VJzsyO4CjNZNngazsYWyxXd9K4+ahiz+1NkpJD21EPOQKHdPZwJXLw3ANxj+Gz+Rp6WJr0n1eDuydHlBryefeCTJnguAmPv+TwpaeKhJEDBd3X3lpkk7gGG6O+UX52iLmHUDxQKW/cdLy2rc/25cAwuLNSuR1mbzuYJy6NQlmTD+rJOvALxYQH7w149KmAx15SWdowv9uSXI8PAL4aoKuYvKfJ+22cuS4fKsjkPq0hvdnT4WBEtvOeEJJUDtrPstVP9iVLYpwc4KvtFNnueYYg9Cj5Lj/09g53XrfIo680+MPHR1gIfQoomlYw30w5v6C5aoNmw+Qo2zY0OH7FoYuLPnKuRBgFvPuOmGu2RQjd4vxCyrcOpzyy36UZFdG6hBDZ9t2OVUwX+f+39+Zxll13de937zPfueau6nmWWvNgyRosyZM8YWxjY8CQmBAggSSPwHskJI/wIIkJkJeQMINjbDCesGVLNrYsW5ZkzYM1z62e5+6aq+50pr3fH/ucc8+tlo0BT5B3Pp+rut3qqrp1a93fXfv3+621qPrKmM2X3KXKRjx27sntZH7cTm5+WTLiWSMts6yyWGFgPGOvaQUO97/NEyJL/Nsa6qAMety2LHdPjEvsckfzhfsr7D3lG2oizEpsUb3lsLPtWnAXlCWv5Dmgvz7xHsZ5XgnXyv3KVGXN4GftvrgUFmmaIqVNHNrsnIp58zUdHnnBZSXKxq9KopFEwkJmVGUY3MMcXGePqbQ2zmCcn90tU5RscJeiIQVydy1ldlCGpW2gkejMiD+xxdDsIv9d5r/Pdtej6gdsGA1572v7vPWKFYRcwLUVvcjitoerPLE/4PHDLk8f9tk0KXnL62DnTIr9tX0hHhF7JlY4upTypYcrHD8VYAmbQGqWQ4hCCBzY3DBpwJ6tM6ohit2L/BecdxRsOTC+dByJY4nscDCwThuAuixQ0IPqXaYfGagHFEUNqnke4y0HHHxQpbOlqgLkSWYXlqBI+fCtAe+/uYoWWSxKVr0N9zZOXWsXvsoOXGdV7tL07uty8BItKXPxYf6ti87KWilbMdHUytyX5sBpKUWcOkhL8dNv67L/pMP7b7GJk2y/QBhQhUIiiiW3lwf5wAx7MGXNQV1MMEufr4d4uM4mkrlXomkLl9eI84mt0V7m9DIXjljF5NIsXWmWbIXrVAg8E/TrOTEAS92Ay7bZXLEz4shsyJe/1idOHc7ZtMye7Rp714zN8pLFFx/yiZOATRMeF1wOzXrClx6JSGKbeiCoemRWwwa4uVJFlbSXQ6NWa63pZebqWhhilqwcCpDnN86eTMpBxc4tfe2Mg8uiiuviQGkVB8pBBR/0vY2YYf9pyS13V+l0XENNZJ4HWRrLv4wsLR/wDPrew/fzP/x1Q568gg+JHgqwlyaa+YZhJjpQa9uGOchTiZTGEKdWTXjbdV1uuy9g/6mMByoBSJSwCTGHzvzAWQZ5sQdeUKfy4ZLSQXRAq+x8PyN/lZv1MUzpG5iC5l/fPH5t1hBSsCxrSBFUtE2zF2K+Oeo6Ct8zXob1asiJuYTbHqzQrAZsmIR3X9dmtdNmadnm+UMV7PWTkpojYavDtvUKz1tmuac5OhtzZNajVXVYN2JRDazioJgPMfL1x8I6Imst5bu8hbNU5ug6SFfIM3N0YcYzJFCwdKlyqzUVXA0BvYjXyHlbRkvyTE27AHiSjeTNvkkYK25/uMqdT2TbgqXqLQVmsFPYQQysEYqqzRpp3ctw8L/RVUL3UG9cmWFKTlN0FkUy5IKlJFJJMwlMFUpYJKHNay6KeM0VXY590SZUpkmIMEBPEfSG3mtK7b+8yuZdEynM+D5/QZZ5uRZDlXzAafL7JfNPMketHOTZOSOPbDKJ0Dqr7IazF2ZTGa1ybBPQW6toZsZh8/QKE5MJx065HDwtefAFn3WjFsF4HSo17Le/ZXz5+ceXb7vpiPr+g6dC2r2EB56voZIa2yYkkyMWrZpFJTDJY3Z2qkhSQS8ykv5+PyVOMv1cMZXMTTBz48uBfZox39GZ65QuNhOLxai1m4FlIOfedQXA0zVUZVC57XL1lgOgSzfhnkddfvNDDVJlg2sNuLcYjOXLrcHCUKcM8qyvf9YW4RrK8o2qdwGas2iKHqIrioH6XmeKeynVEB83VEUitTELcl3FL/14m73HHe75moVyswedPdIEi+7Qlng2yJHl3ZRBF0XpfC/cPE47e8CF5jID/KCdmL9gVD4Gyj534I2olMGSzHaNyNqJUWKWsrr9lCg0u+NgdsQ9R1ANJAsrAevGZnj9JT1S3eORFwQLHYnrOhycH7ltVu1ctn/q/7j9jNLifb7T/P7Rap/AcXjdBSb8KfChGmiqfkrgp8Xut9YQRsYIaHbJeBVq0qKvmusn7TJNyZLO7KJylwBeUr4XWsqzqvSAdxcWvKXKLUv38wOlLKhJDvIYy0o4Ni/5k8/WOHzCg0oObnu4emdgXrv3ffa+SYGXl28XcnYnRa8BNyVgq4ICCBR6iKroLMku9y7Jg6XKCnwlrax7YZPEii3TET/9/W0OHnI4slQGuCxA3svBV6rBhfhXZo9j6MVX6vZkdTkfRmHpAa0pv3i1gtwXsejvm+1S2zK76/mabZpCGGlW2gkLKwnLHRNjboTRpiUduIKKLzl8QhJ4VaSsgVTUrJAdM5Kx1tfeFyePnLHr1TZRLJke7bFtusfxRZ+tUwnbZzRCSGwry4R0DG+1pEILQRJLTsw2efCZCbTOktAy/+jc0qGcj2PbmS9g4TKVm/EM1loHe9z54XLAsy1LGQtfMeDdVsmC11Tncr+7xLuzgY5lJaRuyp9/rsFn76qgfTkEbvLqPcS9+abag0NZmGur9jfsqAwOaGU7jeFKzuAtvbSfknNynVXvAuTCMnmY0kL2LN5+fZ/nD3b4rQ84RF6S9/GKx5YoA/J8TdbV2ZAGgV2W0km95tCrC8qis80rnf+9NWwHYX42RXmANXhnyGJnNMXKvBQQxppnj0acXEwIM6mdJU1Sh2tbRi5ppVhCsWOmz4Z1cOyEQ1BN8YOYXgj21ecbgPT6DvuO2Tz8AtzrJUyNK9I0AW0yGC3bxrLsLJ4vO0Gn0G1HCOyBb6AcdnTNK3eZbxeUpKR6H6hxcrAP2n5yqHoPIu2GsmNy3p1lOA7TElO9pZ1y59c8PnRrlX7qDNqCWdqbzA6Ww9x70DUpS9NefpJ51qT+7N2El6HdlN/O8z+X+Hh5hXbYASsb3UuBVGY/RQ6B3SYVJiHux9/U4cGnPL7yhEDnP4DOgC4HIFcIlACXrIEgzbuKpXVmzDloLBSmnfl6gVW6rwXaGuyu5D+P0rkvYjmsdvDc5C1jzxHsqgk2zERouiDUABsZroQ0n58mkg1j4FhVHnjaYd8Jj72nzGKBHcc2tiWIooQoTqg6Dqfma5w4qelHJprbfGMDWs82uHAsgWdrGoGiGiT4nkktKw6YxUFyQEny+2Vw51YOdnFA1EMdkUFPtAz0QYSdtNKsqqcmE8ZSWcVWg8otE2wnpRMK3venDQ6ecNHOgHcX1VsMIgtz+4Wvaw3xMmDOYnAHWD4L4Xr4z6WKzZpqp8kqIMN8vPATkWIA/Ly7UgZ3VsWVsEgji63TCb/8E8s8+G8c2n0xXMWzh5ki6Wtj6KMwsjeVAdgSxpBTa02a3c9tQWxLZE0GU/xUAXTzTmBr0Lb5WrbSxWMeLJ1J43+TrXC4jiZwNbUKNGtVHNsv4mRMjLp5tzZnQUk/tOmFHqfnJb6b4PZ9EuUghMJ2ghqBLzi5FHHwRJ+JlsXUiHHw7PQUUaLJTWFcR+K7gsCXVHxBksQcOZXSjwxg3azDkgex5vnwThbLN+wuVQK4NQB38Sod4te64NgyE1WIUhXPYzLyii0LEUMGbismTjW/f1ONJ1700AWoreHqLQfVewDsYUGD/EbVuzzM7bADxgAAXa5JREFUKNj3mrpdHhiW/q58yFRDhzaKt/2ztg1FrnHNKIs0U02RBegWnRVpoVXKxbtjfvadbf7HJxpEafYDFk0ODcrsZEdZg88RxkHA0camOdWmrWdl921tVnGVppCuKamxVMlESA7ojG2toSzZN8/nJ8oyBdKxIPDMWeuZ/R5xDJVAUPEhcE1ggW2bJy2MJe2eoNcXSKnYMpXSGHFZDmtmye6CS36YSqWKW3mWqPMFNs9oolgyv+QytyToheZBOI4gcCXVivFi3jjZI1KL/NGnG3ipQ8U3v0kr49smvWyQOVl2lnKGeHcO8BKo1/JrS2GJNSGk5SouVAHwIlXXSjABpAlWoPjKwx4fvKnGSs8xz6Cwsuptg5ClwNlS16Tk/VHQkkJTumY8X6Lg+W/tZVl3PvgrDXmGsF+eaqqso1HcLwu3S97e2f8z4FbochWXqnCobfgx//QHOjz2rMvtD0kIRN69M99daJAKrWxiLUkExDJLl9YaWxig29rYKKcSEmm6KbbSJhXCMuP8wvTJMv9e5ZlAas07lVZmUCgFdpop9yVUfIXndfjqMwlxv8rGcUm9KqkGFr5r4Tjm+e2FmrmlhMXViCiBiabih955Bbt2n0+328GuBjaVwCUIwA9WOLOicKRk41QLIWr0IxvH1gS+phYkjDZipsfaRGqZ3/usz+ySxcYxiq6JY2XRfG45533g4jrYN9DZhHEA8jKwzf10CNRlkA/yGLNY6QLw5SqeIB3Fi4ds/vCTNfYvZH3OkhTNpCsPAmil0C97sJQlh6i1XZRhm+Q1A58hujIM6uJjmXMzTFN0iefmw4+BrUNpEJS5T2lpJpwDLm6RZlk5SaLZNprwMz/Y5vBpm30nshahzCq5zL6B0CAstJDEWpAIQSyMqZCTAz2/XwZ65lJlS2OWn2YvhkJVb4mC8pQ95U1wrMFPkpoeuNYw3kx4xw1L/MHNcHp/hfUts9FqQG6Gh2GkODYfMzm+SsPWtLs2cSrR2kPpGLsaJDRrMYiYB551mWzW2DgVIkVInFZo1gWtakKrHjHR6uF5bc6sdPmTL1S5/4kW28YkgSeKzHfPNVnvvqPxXIXnDKJBCmcpe+2+SJbJkg118rXWteFEg1z2wccC2AXI889NcLyUUyuS932gzi13VdD5bsAQPTErscNWbHoY1F/vMPkNOHmpkH/dQ+ZaDl6AvQR8BWu6KmsnnNJUeSVQojS+F9oMgYShLGYIlGJLwduv77HSl/zb325xZkmAx+AEKDSIdOj50UhiIYkFhEpkz9dglcHJPtpWRluyTVADeoFjmbOcnVu1FVNMSsPBLILGFgOj+37ADRd2kXKe938hZt9CleqyzWQjpVVNaFQsqhXJWCul4lbZNGkRuEtooVjuCsIQbIWDsIPTQvhf3rVl+vWumOPQmZRe12PXBphoRayf6DA1tsL+k30+e6fFPU+PsrhYZ9OIYLwJtcCi4ltUfEHF01Q8nfmmZBnvuaNUDuxC8Z6+DC3JKrf1MgDPoqNNTJ4RNyMG2egDsBsznxD4/P0+dzwSoCmDWxY3KQa/pFzQUIziy3z76wB9uGIPOMraMX0+ShlIXc6u5oOeuBhU6sI7Zs3QpaAsFJRFZBYTSijDz6Ux6tG5nlNbqMRY1b3u8j5vuarHR26TRKkels/nYbIiwUw/rWKypZAoIUmEIFQZZVFmduApk/bsZOlvppJn43hJtjprXgiJJXDtsrgjNc+TNMt4XsfizKKHbY3wqj2CczYucvezq3zu/hbPHauwrinZOKpo1i2uONeiE/U4dtpm89QklrS/XKl4p7XqYv3Wf/09KhuuWT6zYi0fPp38yPMvLVFzamyc8Dlva8SuTYsE1Xm++mzKH36uxl/dN45PwOZRwboWjDRsWjWbRs2MT6sVRdVXBJ65eV6K76Z4+Qk4uznZadh2kuK+45hEBbeUKGz8AhOs/GMhVkiz1mB+K9ETS5EIzefuCfhPf9Lg0KlcxJDfcsWOhZQmWNUteZ7k67G2GHiglH0Qy+af+X2ZueCW26W5r6K15s+5hUI5crDwXiyF4a5d8Bq8sErOBcVUdRDslKv9B2b4gzVWIUx7plVPOWd7wrEzkn1H7JLxTg70zAUUBTo1N5WCTrI/K7TWJBpiLYgRxFqQauP6qpV590kLClVeGCvZJpeSQQamm9m7FHlGkctE0+a6C0I2r+vQ6Uc8f9JiqW0jUvAdl1bVY8tUl0svnGbjdO0X0s7zD++54DXGGHasEuK4sHE0oqnggm2wa9MiCSvc/2LEHU/WePyFOiQuF2+AsZqmWbNoVA2w61VBvaKpBoqKnxK4JvMnTyuz7Uxlk38sOiTZcKboWefVu9wJURlHMx+L/EcBQutSmSxlpTtwdNbmgzdX2XvAhYoYVG0GFVxkXHJoJM/LJMGVqcrLcvCX4d8vw0he7jp7XF9y3S21C2U+9KEEgJehLOVYQiUMbUmFZQ6f2ZBIaEkaK3Zvi/nxd3T52rMuh88IcHRWueWaH6D0UZSey4zGaGGRSItUWERSZv6NAk+ZAGAT9WIOkXZ+39I4CUS2xk2Nw1VSCCN0YTQaxTb9SLDas5lfDtg20eEXf6jDa16a584nPJ49UOfY13x2T7tsnXapNCXaUUSReWJtgD27duG4ASN+yGrjJVb6bb7ydJ8n9zm8cLhJv+syVhGMjUGzKqhVbOpVm3pFUq9CLVBUA0XVT/G9BM9NsuzJtJCPDU8fByN1KbOxeg54meA6CZaTIFCkqcqe17Xe0+a3L23z9zo1fyUtwWJb8jsfrXH34x74a34hMvuIaUnlSnmrXP3WtgO/Hg/PK2IB/qwPLoZh8dcjXRQ/z1n9cD1MTYrOCjlNoQC0lHmlNK5T5vPy6aHM/l5mwxWJ6qVcf3HIv/rRNv/5A3WWOtlCiFaQZj+TveZIrDGjSyEAC5VaZsJj22jbJpXGeCiWkr4U2ELiSYqk62LHPr8lZhUojDWhrQljk/0UxsbDMAxtun1Ju+uy2rZZXPUYa1S5YmeXPZv6PH90mSf2d1hd9dh7ssZ11+9g9+4L6HR6A4A3W1Ps2TVz+/97z+2/+dTz8t8eO2WBHsUSFutrgvoEVHxpeHYgqVUktQDqFUUtSKkGKRXf7Om6bmIoSCYVk+VeddEFyQ+C5YmjoSHCSjl5Bk4uSPYdd/n0VwMW2ha2NTwwMUb6ite/IuI9N/aYWZdgC+hqwR9/usIHPlmhnUqD4KJ65zeDTAvW+JyUDpdrKvrL6S4pgZ+hbooYAv43U73P1mWuXbp6OZAP3vZlUb1lxttFUbGlVsW/UVogcqArRd1V/NS7OpxZkPzuX1TppQIHmJlOec/re7zuitB8PTX82G1bsLAq+fRdPvtPuByfdzh5xiORDlg2StooYZNI2+hBhZGROcWMwVTzPEDYtYzOwHcg6Gsq/ZRuT9MJFO2eZLVjs1yR1FZcziw4VP2AWiVlphmz4RUxqe6y3Olic+I3RybefXureWIA8PN2r+ef/V//uYuQh3ynzpW7LALPJYolafaO5dqCwBdUfagGilolpRYk1IKIahDj+xG+Yzy1bdsAOKcN5peYA6Uc2Zxg2ynSSuiHiqUO3HSXz6dvr/D8fp9YWKz07cz9SK7hh4YHPvxkwl/d7fO21/b4kTf0OXlG8vEvB6zG2elxqEk9eIvNAVyAnDWi4lLVXjvBXOsDPrwHngM/Xyv+xtX7rD3w4u+H91AGCvuBMZAUg974kFB5LYVBkKepmUNuZsOnBSrR1F3ND9/Y566vuZyclfzwG/q8/bV9LtoRUZWYg2u20JX/PEJotI654ZKIWGqe3+dw0x0Bn76zwkrfpRc6KGmjLRudg10I+vlzovMCklu7mT2gqq2pOVBxNDVfU++lVH1Dfau+ReBLAl/iOhZSWCjlEMUKz3XZtcXG0vOHvnTL/919w9t/fQBwgPe++y3UqgEfu+VO2nN387pXeqysNplfcUlTYXrhXko1SKhVEuqViHqlj2OHWHYf3ws5s6h55nlZ8OYLd8ZMjipsYVYcDQZyrqwIdcrTByUnZi0+cnudR/f6nJjzCEMXZWVjdCfnzCIrdXkEQgQqoasEDz0nePwFm3sfd6j58NJ+C22VSujL+TlkP3zu3VcWMMjh10KJuohhysLZVb3cD/+GDGXthKegJ4MppoLCPWrY5i3f7xDFAa088Clzcpl/DgOwZw6Sg+1BBbu2J/zce7rUA83rr+rjCAWxJIxslHJIU5tUyUI7mp9NPJkSyJSr9yRctqPNv3pnm8decvjI7RVOnPZ4/qBHL3YAic6eTKGh4iocoRgfTdizM86ea8kz+30WFnyWXRunb+FLQdPXNAJNPVBUPGHc0WzTalxYVSz2El53xSIXXXAZI9NvIU26wBqAj4yOUa1WmJkc4d6Xajx9pMfl2zt4rnH/dF1FvRLRrIZU/B79pE+7H/PQk/Dg8x6WXeXIKZcHnvDRQpOQ8qoLO2ye6LNlXcRbru/j5k+rNKb4X3k44IO31jhwxCcRNkqa/Hf8XHhgIXIz/PyXoo3Lk1YWpCGgUCLFRvDGK2LeekMfreGWuwL6Z1HdQbkdrtjmVz64/02M5csgZ1Cxhyr6mhdCho0hQUN5RK+/Hk0hX1LSA8Bm429ZAFkPuhQZ4GUZ2Fl7cnB/cFCIlOBzd/n829+p8dYbQl59dR9PQ5xaJKlLHLskqUOaWiidF6q8czMQlzhWwuaphK0zMW+/YYH9Ry0+dGuVOx72SfKATa1xheLN1/XYMp2ycVxzzQXKHH6F5O4nXA6fEliO4P7nKnztuSpzPZ9TbYe6K2hVoBkkuLYZCC11FRee02eyFrDSnWBLa4Qw9AdUKr/TrDn4gbf/gu3eAdV2ti0uC1Y6Np6bEHgJE60untdm/8mYF54TPLLX5d5nWiyu+MShi2UJAgfWjUOYQieBe59pclcYIp0uf/JXJgHL9FkFCoulZYd+4gx8SKSLyMx2nLx1JwaSMY2xHugri27qk2oNUUzV1vyTt3V412u7TI0rfuvnVulHklvuqoCvB6WqtActMi4oKLfi1voM6uL/F3SlXLUZMB/yQ2bRgTibf78sWSnObmus2zSGQmg9mFwqkU3yDU2RvAw9GaIm5XcECpCXL+nCrXd5/OL/rHPslM1NX5Gcsynhn76tg2cJktAhjH2iOAO4yn/YPK9+0DCIZe4UFmNbCbs3xvzaP13lF97VJv+03G5irC6Rtku/W2FuwSeMXZLUYteM5oLNxgT1xktCFtod7nvW4uG9Ac8fqXDgWJWqbbOurghcTaMiafiSvScrTG+tHxAi2J8k6dkAn1k3zaMPffbLYy3/o+1o5pfn5k+y/6jPOVtCJkZWOb28wt3PSG65v8W+I1UsXJoVwaaGpuplK6/SVJp+BCt9waxjs9C3iCKLk4uOoRVZ2q4xFbSNmlk4CMvGlubE7UuNZw1O3VIaGoEwXz9MBFYsWY5tqoHix9/Q5t//xCpTzRQVwabJmJ95R4f7n/CYbVvgnA2vTB04tCU4ZMe2pkq/XCXPe9fFV/869hFf7/qG1Zs14C6qeNY2VAItdImS8LJgzzk3Z4FbI23NmSXJH36myrHTDriSMws2v/4Bs2r6Y6+PEdomDD16oUuS2sb6mqwXLwc2ebmCKrFsbMsmtWKS1MGxYyZGEqQwbS6NJE0den2P3kqFdi9gtVOh3fXoR1bWDTKrHRU/phpEvO3KPj9wdY8Xjne45f4V7nqqyYn5OrsmYceMxXjVZt36caQ79tEv3fXwl9/+lhvPBjhAonxcEdzqu9ZbHTu9aHFV06j2eelkl9/8RJOXjtQJLIddE9DwIXAVrivwbIntyMxZFLp9xdyyQmlFnEoWtYsSWedfZ6dWYZvyIW1saeFbBtiBZXqnuRjCKVkp51U8SQWyDysdeOv1Hf79eztM1izCvo0UKYKUi3ZHvOnaHn9+qzMgsKVKWozlS0AvR+8NSdPWHijLLcLyQbSgLMO7KS+H8jUPabiar6EoBtCmO6eVRouyWGCwZahKh8z8IKkYvGB08fProjv0+fsCnn7RM8UmS9E9veLx6x+yaFUWeds1gnYvoNPzSFKZvQEPgzsHuFnDSEhto/K3VZItepmtTtOLlySpQxS79COPTs/nzGKFMws+3b75+lYmivGcFN9TBG5KrRIz3ezxc29r84bL5vjNTygWFxs0awLbtUlT+WSrXrk1ioafUqv8h//1gQ8zOr3xaDdMXzFW616yZTqik6zyBzfXOHayydZRi20TMNUSjDYtRps2ow2H0abNWNNmrGUzNWrRqArmlxWLbU2sJJ1UoFViJmHIjI54IB1cy6JqQ91WVG0IbE3gmHaR74Bna4LsfuBCxRXUfAPOkVbIP3/rChdvtej0PJS2TaUSUKumdBPBlx70ieNsTJ9NMkXmN5hPL51S3vywGVHZdasUoSfW5HRmdnT5BFOUP4pBHLk5pA77oQ+9WPJNRTn4nMFkskSncvq0xqelmGBK062yMiBKqYtFtXwRzXETuqHmdz9a44HnKuC4puDYPjg+7W6VMLU5d6NFt9tkcSWgH1pEifGGT9NskUvJwU5Msd1o+uxFORElrxht3LjixCWMXKLE4cyiwzP7bI7PapY7pnC1u4J2z6Lds2n3bFa7DgurAf2wwvoxm90be7x4XNPuWASBxfSE+MLi3PO//44f+MkhgNusuXZs3Q5IVhd73P3UaU4u1FH9gCt3SBpVSeBJPFfiOsIsVjlmdzfwFRUvZWIkot1f5d4XbDphBd/SyChB9XsgUnRmSYy08SxJzYaKrfAtQ0vcXAFU5Mvnu+Vm28zNlPkbpiS7tvhsHh/j5HyI40S4doyyzUnfcRS7N8bsWB/z5D73rAo6zLMFkjVbhCV6snYf/OUmmSaZeXj/e8DBvz5RGT5omk6RVpnQpuiQkPWvB5IxWe6Hlzi3yrWbMj9gQpERX3rHsCzYd8LmxaOeeTe1XJA+wnYILEmlAsdOjPKJ22DXhgDfE2Yr1FFmx99SRd5okkgc2+yiO6lE2SlKJwN6JMiW4GIcL8EVMWCzuGpT8RO8YJYHXxqh2/aZaikCV+B7BmvFEp9jcFfxbY6c8pke7/MTb+xwbG6ZueUZmq3tKKXPen7PAvgN178a27Kiv7xphTQO2T5p06wJahVhtgZtjczsHFxH43spFT+lUYkYa3U4Pt/lpgcc5lYC1rUErariR2+cZ7y5xMPPW3z0K6No2xhHViyoWooga/K7mcDdye47uTtW5ozlOqbdWPHNu8dk06Ld0TiWRS2QaN+cYqRUJLHNno0RN1wW8uTeyll8YGjsc5aoYXiqOdQLF4JhX3AxRFXIqnT+7wdcfBjkBQURa9uAL8PJc75dUJP8oJnTkrIYYu1BM6cmg+8vAKTmzsc8njvqZH6MDsJ2qViSEVcz4ilGXMHsvIVvC0aaFtVA4zsSz1XGls+ROI4isVOTQKEEqZ09puKbmd+HtiS2m/LxOxweeL5Oq9Lg6l1NRuopY/WI77/hDH/x5REeO1RlqqFp+AlV3zg5OHZu9WewELiSA8c8GjWPih9y8TnTXHnVG6I0Tf56gLdaI7QatX9zyfkbzp1uvHB9u7PMzg02kI/cs1BSLXBsRdWPqQU9hNXm3mfg419t8PTeFjsnJJsnJds3OLz28hrnbG2zc1OXO56OObksjDLaMt6Gvm2MOl17UMHdzGYit33zHInrCuOJEVjUAgOofiTpRw6OnRb7LXZquJ9jCXxHDUaGObhf9uCohw+WYk11Xgv2NZx8LeXIS3y5RVgGd/HnUpUWpZvOBAJSDHi2WDPsGVT48iRz+KBJ+dBZVHHzTfqRMLk+0uzIW1JQsTVV20jGfNd04zu9FMs2NCTxTKKZ7xqvdzcVpI5ApYpUpYN9mOJdzIRHSQknZyV/9sUWDz47w571NrrrsmOjYMu0xZsvXWBmZJ6Pf7XNA0+3OLHi0fSg7uns3UGQaCNCsYWxaN4208FxGmzdvfOrE5Mb/k0Urv71AB9p1rnrri+uSsvbu7gqrk3T2PKDBe54XPDoix7vuqHLq84X9EMfz03ohH2ePJTwwS/VefylERq2y551mpkxycyky7pxSJVDP/TYtrHNOZsUp560qEhNpQRuz9Z4mYbTzXwMXdu8et3s7clzJYFnEfgCzzXCCK1FFjabR+zlq6GZAECtPc1lk7OSgGGokyLXgFwOg3rtx8EBVJwF+jwP9OvNedZW8PLBUWTpwTnw8+5CEW8ic33mgKbkJkHFwVIP98CzMVvxA5oZw8AQyBXCmI1mHTGEacuGsaLXN6KEwWE2S55IKcTPhounRT0xz6fCtmyksHjxsMPhYz7CcXCE5tR8iu+5ICrEqWTX9Cq//t5Fnjh4jD/9Up2nDzY5Oe8TOIJenHDdhcu8+/oOj+51+NJjDRxPsG7cSVtNd+/993159ZprbzzrebZ5uSdfQ9hf/dl6tfmK46e7F//2J+rMLtRxpMUTe1e4bNccM+PLHJ+L+LUP1/jio5N4VNg0CuuamommzcSow7pRyVjTGJs7dsJDjzl89ckqfiCo2ZrAzg+Tw+AeANtwbteVeI6F50l8T+BnaiHb0tnIOJdyDUbKubnMWVdpyDPYNymDeq2iZ5BeLOVwtZbFoXP4359lJ/H1uihiDRUpKnnWE1eDkNVcBZOL4QvaosQQyIeoSamSFhV96CWWcyszZCnCbbOHrLVxlYoSRRilmW9Jlq6QxbSbHM+Byr6sG80ruCUVKx2Xay/sctkFPT57v6ITCZZWE07PC4RwSVJziJ0ac7li5wpXnbvM7U8s8ysfmuTomRbTY4pLtnm0vBo3Xpxw0fYuT+ytId3W08vt9s+ONGovB+WXB/irX/1Gbrv1o+nY1C79yLOnmRmpc+VuiWPHaB2Qxg1OL87y6x+t8cWHphmvOWxoKcbrMNp0GGs6TIwKJkYTRhohI/UeSvd46pCPFBXqjqBqqwG4HfBskUWDg5t7GToSzxG4joXnSnxHmM6KO7CesLJd6YHVgijels9GligoSp52IIvVgbMnly+3WTjY3x7EjJcr+ODdYBjk5UeSb/maYc2gihexLmtuaV7NM9OfYW+SQYtwLcCGqnj5+Dv0ws/aN/kBOf8nZEuFKcSxJrKUCQ4rqv7gEJu7VRU+KaWvL0Ru5pSSpj4Xbelz20M9ZjtVmr7GcRLzAlZm7zuMJb2+w9SYy5svWyBNTvMf/szGFQ1OnbG45bTGsTw2TPpsWddnZuNGHfbD9Oo3/cA3D3CASy97FVHU/8Tpky/tevCpk9WXTgkcoam4xkf75gcDvvjgBFM1h01jiommNG3Dps14UzAxEjMxEjI91sZxlvmjz9n8r1snqVYcWq5xqQ1cU8ENiCk6JDktcWyZVW9joO+6RuvplrxVjD5zUIwGOC5Tk0GlAjE0pi8LDcRZrThR0JRyuy8XIq8VMRghQ6mCIwr+XmAr2+PQZFybUgiqyoBP/qLIAqOEzparMn2jyG5yUNkLelJYomVq+2Jddg1d0fmLrrzmJYYOuqmGREGSQpxorFhl3SLMi0KXQT7siFsE22Y/mpSK5XaVH3/DMkv907z/8xs4uuQipQIdkypNnDiEsUMYS6LElKA3vGKWpw8vc/v9NdaPabxKgi27SAkL3e2dN1981SeCwOfrXfLr/Y+JyY164fQzv7Nn9475dSM9wl5Aw29y/cWKXtzhjidr+I7HxjHFuhHJ1JjD9LjDzDjMTESsG+uxYXKFWmWBP/m85rdvmkSnNSYCTcNXVH1NxSNrCYHvGlDnfNt1DLjd7HDpOhQi5lyhb9m6sHIrlCvZzYCq/DacjWDEGp+TIVqih+mHWPNCyKq2JUSpcpdfJDngKfrgZ20bMkxHBqnGpfvFxxJY11TtAkRqIHQoQqtUaUxfpCWfvZcymDaZB5RPSVX2rpHm4E41caJNJc+z5iNjpxZFEMaCMBb0IxNP0g8lvciiG1r0+jbdvku767HSriCo8ws/0OVn33aCxSji0Lzk1JLm9ELMqfmIk7MpJ2ctTs75HDtTp9dtccOFMY7f5atPuLRXKgR2lVPzkg0bd84/8OiLv7N+ZoP+ejj+uhUcQFYuwLeW2Ln5EZo1xQXbVgnTZf78DosjxxtsHhVMjwrWjblMjlhMjKZMtCImWl2mJ1ax7SV+77M2v/fZKdB1puvQysAduIZuFMb4hUFnbrecgTvj5Lk6f2BDMeylUthHCJXthOgCmOUpijF/12f3vUu977MrNUP3c/DnQ561VVyKMrhf3j4iB3nOqYt/lNs45B+zF0da8HqdKXXI6ErZabZsryzX9MjLbUNZ7LlobZ6r/J0kKQM8FaSpLiLYcxsPOagXGKLHoAevyRxvc4VOditesJLxFvzLt66CPsbvfnodnVMVNoTQixLCSBElDomyAR/PabJtKuXHblzg1ocUdz9VY89mCOU47718J+MjjW8E4W8M8Gp9JjzTWfnnqbX1k1Gyt/rCsR6fvtfn5GyF0UCyfsyAe/2kxfRYzLrxHtNjK/j+Cg++kHDTfTW+/NgojgiYbGpagaLmQeCZNpNrl3J7Sl7itmX4t2tnTlpO3icvg3s4TS0HeSFbE4owhtVeSWTMwCKiXLFfDsSF8FgOppCDKi6KqeUQsEvay6FYkzKoC93h4O9kBthiySq78r67ysbqhprk4DaqdClF8XEo6kR9Pcs302FCCWq+wndS2rFppSbaaChTZVKFc3qSV3EryV/A2dKtyOghg0gSpQZxJY6liWNBlAjiVJpOV9btGm04/OQbVtk2dZzP3Ffn/mdHmOu4bOpr+lFEkmgEDo4d4FgtbrykzZ7NbT71VYG0bC7bs6HjedY/H5taF/6tAd7wZ9XUOZsfmRy5buVPPry3+pkHmmwfFzQ86HQUkyM26yclW2f6bJleplZb4unDMR+/s8KdTzSJYp+mIxlrmV3emi+oeCaUynUGYM7BY2UBVXaW7eM64DjZ0Cfrk5sJmjZJXAW488oyUBA5dspDL1h8/n4/SzcwyvCyyKG8SCXzrcU1Rj9WuVNyVrUWg9gWS5b+Py8L7nLPWxdN6bxTYnh3+fw3OFKIUuXWpnKrDOgqM8UsKnh5nXZtMoQoOkxpInnL1RGfuiPi7qcUuCmptkgy3p0qYfzfLQNumZjIQJlQAHt4W1JmXRdIrOx5EZn2MhaEkSSMJFFsEcYWYWTTrLm8/tIu11+4ylef6vDRO+s8c6DBfMelH8VoDa5jM9GyOLVQodMf4Udfvcw9T9u84vLrVhojWx85enxFfSMMf0OAj4xNAv7csfmD76q0rrhry/jjzhtfmfLwSxHHT1TZMGmxe3OPqbF5ji+3+chnajyxt8bKikvTllQCTc0zlKTqGbtb35MErsTJsg6FGLSvpCAzzB94GxpwayNgLpkI2UOhRQN5nCUVlkgRlqKdSFbyCp7x8Lx6W2uq+FDXpOiQZHsnZU4u1/DxEritHPhiGOCFv4mgKNNKmWqeHySNwWVeDAfIscWgi1JQHpWfE7Kvk7UTh/rRa8XIZHI2RKHQaVQSas5AKa+0JlSSOK/cUhOng5CwOBEMecZkwpViaotESfO5xYtUZCsWjhkshbE0h8jIoh/aVAIP363zqvNiLtgc8dj+WT5yR4WD83XCxASYbVpncWiuz2PPS15zkcubrr84Hq2F7xpt1ec8N/hGEP7GABciYP+Bw+zcuu24ipIDfvLC7ueOnualw1Veudvm3G1dxkfP8Kn7JTfdOUPLc9hQFbhNiBLztudnPs4VzzIA962iglvSVKA4MUpqs0lW9jbUGbhz/q2yDMW0UOs7hdH9wGHWsY2e74nnHNq9bEuucLDSwyCXa6r2GiAXFKVESaz8Zg2DO7eXWAtwpTFCpLw7kTk95Sr5HOQ6m06aJDMxoCkYDj4Y9FBU8VSQeWvnE881QVV6ULmLGBRtsu6rfsyFe0LuejalmyZoSxEpSaTBUWCnoohOPLuNakyXhJQFNSSbSQAkSpHEJvXDkqaB0HMlvdAAvR9K+pFFp++g0USRhWMrztvQ53d/ZoW/vGeBW+5tII9WqFUcrjhf0u7McWxhimtaFx2YmNx5/PSpo6yb3vS3BziAbVs8/vgDh2u15k/NrN9597MvzXHxVo9XnNfhxNIK/+u2gLn5BhfOWKwbs5gcEcRpzIuHNWEkqFeMn1zVt6gExhwo8DW+Y3IvlRIsrgravUGPepDSxpC3oesYM6HcKasAt5WHuxpHWWmnzHU0X3vWI+raUDf2BpYQmXNs3nkZ7qgUB8Q11Tv3RBnyOClVbNsagLugNANxvRnepBR2ZWmqSNNsfyQDsJWFplpaFARdILLMSXNLU0ERspqaPMq8ipczNcvmQANaUvIW14I4sag14RXnRYx+LqG7anxPEmHRTwWuhEhprDR/N9MZkPO8+/zMMng+rexwrLWm19csr8ZobfrnrpNNoSNJFEui2Ni0NZQgTFKeO2SRxA6TIx7T41Ved9EqF2xd5a8eTHjkxRoVr8JILWV60zl0e/FPPfzIPYfPP++yvw6+fz3AN2/aQKfTpVIJTmol7tmx6aVXVYMF7n025OHnKzi6yqVbLbbOSDZPR9TrHe5+KmWp4zNScYx3StWmVpFUK5pakFLzU6qVlFY15uis4tDJKmE0oC0GNIN2oGurAtyuo/DszCgo91wpqrjJ4ZEiYbktWOzYBnHZIdMqV20xqExizWFzuIqXAX020MuxiXkMYhFHnjVhzQTSyPRSZVptSaKMeCBrOyppYjwGzqvF++jw1mIO7Jx/Z96AVmpsja0s3sQaWsbKpp0ZuHPbCJ1YjFYUzVrMsZUEVIySNn1l4aXmcVnFcyQKNWcOcikHEet2NqWyLGGGdnbCiYU+x047jFQVlUw4XAmNACaMzcqtY2tGG12wlnng6Qot32PTlMW2mRF2bQ740Vcv8/DeRfadCNg6M8EF55x/z3kXXHUyCnt4fuXvDnCAarXCSy/cv2/7psrvnDl3x6s+/Jn7mVtssnPa48Idgp2bQny/y+xKn5sfhMeeq9JwbEabFq2GTbMmaVQVjUpKvZLQqEZMjnSZXenwmQc8lhYsNk+4tBo2YBUBsHZWvT1X4bmpuTmZLYWTmJudlACeuV0JxQv7XB5+zgfPAizDBUUptbh8iFzb/st4eOFUVebmObgtYzFmrcn6NLqBQYitzIZOcWLaZUuJottLi8wZ830wG5paoK18X0QW7fsh3i0EQhlwySysSSpjdim1HqYna8Jj813t/KAZhxZXnBexa0fEc8dTtMqruKSrBDItrTEMJMoZ0A0ft7LdlfzF6ljQqiu2zPTYsmWW3/3MCC+cqjDTVDQCTS3QRJGx5VaphZQWYw2X11/eptWY576nAp48FLD3uMf+Ez4X7XB41Z42B0a6VMZ2sxK1fuerDzy674arL/9moPvNARwAbzPKazyycWP35gt2L7+9s3iM6y4J6acdDs0nHDiR8sgLPktLPlsmbDZO2EyOOow0oFlLaFQTGpWYRi1k3Wib+fYqv/fZgLufrLNrUhAnCqVMtbBkvpeSV+0M3G6C52RZ5s7A4s22k1KSQ0I71Nz/tEuvZ0E19yAs0ZPsloN7oBga7o4UAxw53DnJVzdlqXLbRXoFQ5lDjmUGUvkh+blDmoUlhZsLaOwsUzQ3hC/qtondK9qNaekgrHKKopFqUMlVBnhLm9VV6+XAnh0wUyVJUotKRXPNBX2+8lDMSuyATlDaoq+sYsWgPOskB7vQ2XNhfk7XMWcoKU1TwHclN2zXIE/yX/5iir1naqxvaVqRoh9pY+wT2cSpjdYBm9eN8+oLl7lga59H9/Z56bjLiSWbg/c2eOW5AReet4Otu869+cKLNj4Sdle/adh+0wDfuXU9Uffo4fWXX/lzhw6+YEXtg2996nCH5w5YnF6sIrRF3bY5Z5dkvGUz1pSMNBStWkKtajLv69U+400D7t/6RI3bvzbBTMOmVcmyMaXIIsA1rmuMO303JfASfDd3zDI3U7WTLNc8GcQEWinzi4LPPxgYuY4oHzDXJDZIBh5+a6jJwGeQwaFSrKEmGR1xyuDO+vWOY/blPcd4M06O9HH8DkeWaszN+Uw1lBGMpOZzlJZrdh6zg1xqHl8qRFaps0OlGK7gVtbas5RGpaWBjy53VeTQfa0lKpa85ZUhv//JmJUzhqYgLBMzmC2sJdkAKJ9u5i1OmdEU21LEiSBJjeghSQQrbYfF5RY3XjIL6Qn+80cm2T/fZF1dMhppuqGi04vp9BXdngk0Ozk3zvrJiMu2h1y6I+bMUsKT+5Y4cKbOxq2tz71y45U/9+yLJ46cf86Gbz3AAdzKRu5+4KEjG7dd8syX75h/64lTB9k07jHdtLFtQaMCzZqgVU8ZbYaM1CIqQYxjxwRexEijzdxql1//aJNbH5xiou4w2VBUfFGohFzH7Jv4rvFhMcm2Cb4X47vRANx2zrcHWfS5CWeqBO3+gHsjM2ell+mcFIAuyc+GWoRDPe9hcNtrKnhxZsjeeXxXEXgJ1SBmtNlhJVpmNXSYbVfwHU1NaZSbdx7MCa28VlO04VI5WLZS+eEyA7oaAE/mVTwzqDedE2OzkXdR8k5K3k1BSWq+8V4vDJWUSRFOsehqSaQkvVTQtzTVklkm2fOX/+xxrIli0yVp92zmlgIce5Q3vWIeOM2vflBxcKHJcs2m0dV4FlQ9xUhVMbKUcGre4vAph0bVxbEVcZowVe/zygtnuPSyS55ZOvXgkfPPu/pvAtm/GcABnMo6pL/hN19zxd5t0TmHfkgnpzi9sA4hpOHXtZDxZoduFHJqMWUlTLhwe0jFT3jqgOb9X2jx+fvXMV4z0v9mBaqBJPAtAk8SeJqKpwy4/TRTVocEfpgBPC54dh6BkVsmi8IzXGLJHCbGOyn3IMz3VvLs+bOS1LKBU/EisEoUxZIF4Au95poocpMlo/EcVVhuVPyIwOvjWiGohHakaUcys4bOXWEFZdGzkCCVoSCp0AglhmiKaRFqpBIFyGVWxWWurjmLi8viNthLkaSpygZRuWNYkjXuUzSCOPMH70lJJ5E0UkGiTLigEPl5I8vQCSXdvkW7Z+G3XRy7giUVb75iEZWe4Y9v7fHcvhaJJ9izLUEIweF5h5fOOEzUNa1KQs03xqHHliM2TI4yvXXXJ7bvOv83Vf/k3xSuf3OAX3XRZuYO37I8dv3Gn/jt3x5dv+8w17760oip8TbNaof5dsxND3g8c8Dl4Wc9OrHmHa86Q8VO+IuvjNONxxmr2kzVFc0qmc+hbdqIPgbcfpophYx7Vr3aoxp0SdKQXpQiRUrgaWqByJTeIvMNH7zJFzItkS9Y6bPpSal6lz8OppOD5aq8wpe7KaaKZ46p1oBz27bKKIoylMqNzVqoTBE6oZ9CNxEEMQPXgDJdKoZNJbW/Kk0wc0BnQyArW2u1JGdx7wLoRSdlrZytvAiTPXNaARnIVUozSKh4GoRNO/SY7/qEiU2i8wKjsSyKOYWX7RE5to1tecXW5/ddtcgbrjzDx+5cxrUk33+VRT90ePB5mycOOjzwjMe+BZ9mYLO+KfmxV2uk69w7H27/if/5gXu6//onb/ymcfq3BjjA+Oa38dLex7pvecvbo8/+1ac5vnCE3721wnJHo1MPQp/Jus0lmzXLXdCqhyamE1ap+A6T1ZRWBRpVSb1iUa1YVCvCONQGmedhJaJR69GsdrDtNk8fTPj03R5f/FoDNFx9Xpdfee8K68clcWKb30u+hzok4jHrsflovqi+OR8fUs4PL0/l3Ht4wFP+t3nFHyQy2yVBrjkM50akabYfaxxzw9QiTAVOCnaqsVJjGp8bxkulC14tlYlKl2k22EkHHRWZatNBySaIUmZLUrJcxaWhKUM74rlPYfYsieI/Gc4VIk3ZNNHlP/yTZV55bgwIbnvE56avNnjuUItT3QpaC/JgMDtP6rAElm1jW1b2zqaw7QquE9Oo9833Vg2e3z/Bcsdlqp7yo9d1ePe1y6RijoWVBp+926efTPK6V789EkJ3L7n4bw7uvzXAAXbs3I5S6uEt2y+96oWnl4ILplPmejb7D1Z5xTmSHRthpatJEoc3XlVj3dQCtzwMMtLGfqsqaFYtGlWHRkVSD7Qx9Mx8Dxu1PpMjKxw+0+Vjt7t85K5JZhdrSMtGpZoDx7t4juZ9P9ml4kvixPxiUmUNr4Fmv7KBk2y+c6LP4t5rrSKKCWax6F+u8BnFKT6WQJ4tgTnFGoF518kBjtZEqSBSEKeDnesk+7qp1Fhp1vpTg4wblQ11zN9nVVwOAz5VeiAAzg+b1touymA9QpCvFmcHcpm5HiSaeiXm3/zoMu95TUoc10lTwU+/OebtV8/zibvbfOhL4xw6OWIO8bIc2ptm7362UQpJB8dW1Cs+Kz2f//mpMWYao7zpcockjVjpeuzcEHDZuQ4vHG+ztFxn/bjHK6+4vDe5bsfDouQW9h0DuBBNep3e//2GG27QDfnszz/xzFG/1pG0pMWrLknoJB3uf16ydapBlLicWXRwpE2zomlWoVW3adYdmjVJvWLAXa8k1Kumck+MrHB8oc1//kiDL9w3iev7zIwYI6wkhYVegGV7pGlCFLukKagstKoRRFxzfsgn7qhBNpgoYrlFqYLnVbgY0AxG8Hmo1qCC8/LVOwe5tQbspUxPS5rolcHutSLWZEDUg486v2/EBlIPV3GlsoWrXPSQrbTKjIvnVT7JdmRMFZfZ95AlcOdkTiMsxf3POix3ncw6wgVhg21oXxgHzC26LK82SJXAdWKatT7/8m2rbJk8zS9/SHN8bhRLyCJjyZKpEXVo0FhIYYLMGlUfz/eYaGo8qfGcmN1bl/mrBx1OPNHAkjVOdySzc5rJdRv7e85//f+oVrxfDiredx7gAEE1ULfccvOvJvH22KupX1o8sezeeEUP4azwmTsCVFJl/bigWety80M+aeQyPq4ZbdiMtRxGGtKY5/sDalKvGqu4k4sdfvXPmnzx4XWMtVwmq4pmJpKwLYlXtXjdZTWksFjtmD0N20oQAlr1lDde0ecTt2cWzgwGOMXhsjR1tNe0/azioCmKgU+Znxe8uDSWN5+nikpeZHgWqXClpTdtwJwos56aFOFMZQFE5o8ic1sIUVTxVGUbi/kSljJUZWAUpEnyx24J7LTMw3OtqplMSqm59aGAhVUfXB9hezhSYAtBP6pz2wOC8YpDza/gWIpqENPuBoz2PW68dAk4w3/4M8GJuVE8S5j1ZQma1OyEJwqlHCxpUwl8tlZ9bryix+fvVpyYddi2ocnrr1jlU3cs8eWv1bjhYovm1olo57ZNv/XCsw+879rr36z+VuD8VgAcYLUfRamY/I3pyZVo0+iZ/3jo1IJ89IU6VavB+RdYXLCjw0pvlc/d32AskEy0JJMjDtPjMD0eEriKMJZ4bkrFj2hWuxw+3eM3PlHntkfWMVlzmG6mtCqaRsWiWbVo1W02rNM0vSZnFu1i2cqxjS+GbSfs3hpz0e6QJw+CcMoHSjIz9jxKY7D7ku+lW1m3pFy9ywfTwQrtwDlKFoDPE5gztVHe2RG6JKVTRZZNmoO7BOxizTX/c0FRzEeZgbw8vk8yQ8yCm2cHYjsVJJbAznaxy+nIrqt5/EWLFw56pNJH2h41W1CxwREKN4BOu8L9T9isnzBDu1bNplmzCSOLJLV4/aULaM7wnz5mMbfQJHAEfjb0WVxV+K4mjMxut+95jDUafP8rT3HX4x2eOtjAsmz2bGvyg9evcv/zC9y3d1q96bqN//Gic0f++5ETq9HfBZvfEoD/2A+9m/vuu7lXq2y/+cWD9q997cUH2Dxe46JdETMTIVNji/zxFyTddoVt62Fy1GFmQnDu1g6hWuHZ/QFj9RrT45pqEFPxO3zhyxa33j/JVMuImUdrhtK0ajYjDZuJEc36iZh6kCKEoB+6KA2emwAaz4vZOBmzYzrmyX2Z8FXoEp0oTR+tswUXZXCvBbmQDLfz8p2WQjZHqfWXLyiV1MQYkKtM8ziQrZV9Bof3xgujn0w9n098c/FDkp0NRTps9SalIE7MCzZN1VDbUGNo1YFTFidO+yA9arZkzFNUHfM4wljQ6QmOz6YoFdMLHXqhTRgb8YLK7Nm+78pZnjm0wB98pkI7tBmpQKsuGBkJefqQYuFYgAY8z6FerXLu1jpveeUyf/JXHuGLLsfmBBdtr3HRtpSpTefqRnPbzc8e6vXe/Pp3/l3h+XcHOEAodiDk2EvNkdGf/f4bvT+cP3WPfPoIbFq/xJce6/OZe2bY1JRMjdqsG5fs3NTF9ef5i1ttzpxxec0lFusnYjy3z+2PKz50+wRjdY/1LcVYHUbqFqNNh5GGxXhLs240YuPUKo67zN5jHlLXqPiCeiVECkUlilBJv7DyyqeYJjVNl4BNtnduJHOWJQvebVty0AMvg4bybvawOMKs1+aKogHIzdi9NKfUGo0uJZANgK1Kt7KrbGGKr/JtPtMHp/yVNdmWSP74jCFqkmgSSw55x+jMw1FKwHKwbZuWqxgJlDFWDTSxlXDwtOTInIUgIU2NMNh8HTejOkYx/2OvmeeFows88uwEqTaV/vqLUnZuWeRDtwr2nfDxPdMSHm00eMe1XQ7PzvH48+OcszXkyJzNuedfp6688Jyf3bB180udxblvBTT52x9PS9drrj6f6XoY3XjD5R84s+T9n+1whqolWFyq8MKxJlXLZbIpmBhx2DIdU60u8uEvC554vsG6pkvgQzWIiFWXP72txtJyw4C7NgD3aNNiciQD92SbWnWBj39V8V8/2uDhZyvMLvisdozNb5w4aGUVnQJblGlIZgdnMaQFtTOrCsuSpopbwzveQ8FjYhjkZXesnJvn5pgDelKS9GQVPBf5Diwe1jSA1m4WZiA30rCct5vsySTJOjGJkYtFiSg+RokkTgzAC5DnnRQhENLCtwQ1R9PwNeMNyeW7HX7ph3r88GtmmYtiDs/B7FLC3FLM/JJibkkyt2yzsOxzer5Oq1rnJ964guWEtENBN9ScWajwih0+77lxmeU44sjphNlFzZmFgChssH3aplmzWG57nL9rms3T9v+5YetVHziwvxfVRi/6lgD8W1LBAbZu28LqytH0n/2jG/cfOVBbve32O+u33LfMMwcF6xow2rCYHNWsn1zhyEKfvUdG2TTusnnaYt1oxNToCl94DJ7YN8rWMZiow2gG7rGmxVhLM9GKmBnvUq8t8qdfhr/40iR7phx6fVhqW1QDm1psk6RWNq0zo3pbGAdZu5g4UthTOE4+lDBV27bksBxtbbVmjTsFDNZIyykRQ7e1z5ZBbyErY22lXtPKZ61BkC7kYbldw0CHmX2dwgNGYglNbEmSxEjVcmdYtDTfJUtC8x1NxRM0ahLfdYmiFj/+ug5CnuHPv7AOe8EmY/vZDy4ROEihcewWF22JeO2lC9z2wDRTi4pDJ2Gs1WLP+piZiQ7HThn34alRm9mFGlftjghY5szqejbtfNXqlnOu2H/46Ol0+44d3ypYfmsqeH7V6gGzZ/TnNm654V9s3fOmhZVwhI2jLvVaH8cWzIxHrPQ7/K+/aiCTCrs22myc0myeXuH4YpvP3jfCVNVhuqkZbUpGmg6jDYvRpma8GTMx0mdidJnD811uuqdF3XFpVQ2AjDBWotKSo1X2Xu3kCiGLQuuZu5YOblZmJpl7s2Sx9tYA2AU09eD+0FV6AeSxKIMd6jUUJTtkFhPy0ibh2V+4ZD1RvBgMF09TRZJo4sSsoEYxhDGEEUSRMB9jaSp5LIkSK4smyUFuHnhx8M7e4bSGpbZNr9/kB6+J2LZumZOrMLsCC6sJCysxi8uKuWXJ7JLL6fkqi8tjvO2VKVOTKxyYVRw7HfPiIRuhR/jJN8cEtT4n5lPiRLHc7XDwWJ2dm5u88/uuX7j+lVf9C0f0PiftbyxB+5te37IKbn4J4wCcWVj98NVXXmurOP3Np5/8ysSpuVXjAV7t8OCL0G9XuXirzY4NsGfrEqdXlvmvf9ni6PEG2ydhomUx3jK0ZCwD93irz7rxVXrRCv/vJxq0OzXOmVAEbilisGSKZ3qyElvKIjHC2E8Yo6Hcjtd3rayKl9OLGQz0SoAr0wi1FpT5p5Sqdpm2lEzUilsKhapnKEow+2dreX7uXJt/GVWSvOUvrkQauqVSkUX/SbOwJS1sS+PFhq7EiY1KLdLYGGeaUwGZ94+xfOj1Lc4sBmydqfPzP7TIv/oDjyNL9SxBz1RyrZxM6+kiRJ3tM4pf+0fL/Ne/hOeONXCdhIrvc9GuJlec0+bRZz1WuxYHTyfYVotLt7929oILr/+3SRJ/2AvWfUvB/S0HeH5NjtY5M7fywauuvFbG0Yn/8vhnuhOvuSTiy49F3PvkCHs2eJyzRXDhziXmu0v89qdqnDjZYPc6mGxZjLUcxpqS0aZmrBkz1giZHGnTrC3yodst7nt6jB0TUPfBc42Him3lXRKzeHV0TnBo1sN1LQLbeFq7tijA7Wfg9j1jD+c4WcUu6ShzIKe5lhJTbYUQWOWIv7I1caEQKh0yCw5exvgaHk72dbIX6ZDiXwpktkCWv/i0zqt47o2SH6gFVqJIbFmkopnDpsKxJaFj4cU2cWLRC13WT/RZNxGx72SuFTXvhlGs6YWCdtdhcbXKNXs6vPWKef70Ng9v2TV9fZ2YdxFtkyqLVJmwqa0zgl941yq//UnBk4dq2LYg8Ot835UJI7UlDh4Z5YZLK3hjF81edPFr/12aqg96QevbAcVvD8ABJscb/MYHbv6AoJm+6VXT/61mPz160911zp2pcOluwRXnLTLfXeSPPttgca7OBRskk6MWIw2b0YZgpKEYbcSMNPqMt7qMNpb45FcVv3/zFKM1m1aQFip91xWF0t5xjC7z6f0Wj++tMt5i4GCbV29X4mci6MATeJ7OBAi68AxMs+GIEUQP9qBzGZolBamVi4dL4EavOXDm/iFlkBvWneq8k6KH+HfOc8qLX3k70/ifGF2nUtp0SLJdldzz0LLM85GmFprMLiOr7K4j8SKLKLZZ7bpcslOzZ3uP54+b9YE4MZQnihW90KLTt1jpeMwvN/iXb5ujF5/k43etB2GjlCJJU+LErMmGkU2v59Ltj7JlxuWfv3WFP/ys5uG9AB6WaHHZznkefmaVk8vnLPzgq6x/c/TATR/atPPHvl0w/PYBHOCX/unb2f/Mn/15rz8ZPfb0jj+6cvdSfcsMTIyscv/zbe59qklvtc6l220mRiyadUmjqmnVY0bqEc1ayEijw0h9hY/dGfNbHxtntV9j26ii6gkCzwDcJE1os67pJFhWRC+WWMKj6ujM4NOYDfmeUfYHvqQaCKq+xvcUrmveAdCGy0ex6UgoJQiVqWhKGQqjnUzNk1La6xADkBcDIDXstgUZis1aaqodksKgp/RC0cMyOSuTxxkaZV4Q/WxIFCWKJNXECSRp5kwgzRkjcY2qHSwzSrcErm3hu4owsulHDqlyqToxSsf0E4coMY4IYazpR9DtWXS6DsvtgI1TVX7lx5aQ9kk+/KVpwtSmF2v6kaIXxfT6Kasdm8VVi4WVJlumXX7qzcvc9+wiR483uf9pn5lTDa69fHI1FdP/6qNflB//5Z//0W8nBL+9AAf46mO+ipORT9QDJ9m96+SfzZ4+6jfqHe54pIYrmrzqAsnGdYpakCCFJvBTRup9RptdxpqruG6HD94q+a2PjHGm02LjiKDuqwLcvmsmZ55rlDO+G7HUSfj4V1t4vkPdyTJ+XLJYDIuKZ1ELRLEDU/FTAi8tYjjaXZPRmVhmn3y5DaudBI1xvtXa0IUkCyNVQxRFF+ZDVibAkFIh8o0oMABXKUppQi1NBc5AnksfzU541tmx8/OCOUOAcY9aijT9yFTvfqjp9M07jWMZu47IN/8PDHWxLYlrg+daBKEBeKcb8IPXr/D5h/p0IpcwEYSRJoxS+qFFLxR0+xadnsPCSpXp8Yhffs8igoQPfn6C5XZAs2axrqcZ66b4KylSmHfHo6d9Ltxh89pLFvmLuRjPg+b4lv4529f/5O4trZvml/p/pzH89wTAf+If/xBfvfODqe1Xb9L98VRa6V989r7Y3zBW4+rzE2YmOxw81SVFs368Qa0SUgmWeOjFhC896tBPmtz7RIXj7QajVZuakxqwuiLj0YLAU/healQ/XsjxRcXBMzWqrqDiqKF/H3gW1UBQq2ijE60lNCoRzXpI4Pc5PueiOk2EsKj6KdPjHVId8fT+gFogqQUShI1lWbhOuYIPDpdmdTTNovWMokm4KaltIxOdGcFEaOkQpS6RlY3shzSZ+VqAwLUNuKsB1KtmKe2lUzEHT0OrYjpDUkJXpRybs6i5kpGqop6A1goh0iz+wzZpGa6kF9r0Q4du32fTeIdWtcPhTp1uJAhjTRgpwsjQlF4k6Uc2vdBluR0w2oz5pR9sc9XOmH5q8cWv1XjwuRYrfZeRQLFhZgnpK+5+psGBkw5XnT/Cay9dYTXe1K/Upn/MqjdufuC5lfSf/Mh7vt3wG05Z+3ZdH/qzW/h//q/v0xdcPvLCo08EL06PuG+ZGjnjJKxw55Oah55qYFHnnM0RwprnfR/z+JPPT/LikRFeONpgvl9BWDYtVzMaaJoV06tt1GyadcFIPWWkHjPS6FKvLfN7N/s89Mw4U3UYqWjqFUG9YlGr2tSrknoVmrWUViNhtNFn3dgqUbrMHU/G/MnnKkRhlZG6pFVP2bZhgeNLbb74UA3f0tg2xUjfJFEYemQUPCm+a/SjvhcReCFB0GU5irj7UZfHn/NotlJarYTVRehGEiUdbEviZ10eLwsBKJ8VzIvSPObxVsyWmWXue77DswddmoFFo2px6Tnwg689Q093ODBrM7fi4so8plyXpHYymwMYmZltKyZGQpTuce+TNWzbppJROpOqYWUOwEZC6HsxltT4rsvmyYBtUx6vuyRk6/QK97/gYuNyzR6fV18C6yY6nFmNOTkr2Lx+Z/eC3evf+54fvvqmcy46qv71T//wdwJ63/4Knl+bz30v7//Tv9Q//JrbPnnv0zfYz+yL/vChx2abHvDKc20u2hWSiGV+7zNVHnxqlPMmLQIHTixqltOYuU5ConykMEOavBNiEt6MtK1eCXnucMpnHxjHd23qbkrgkdEZI4mr+IJ6kNKoJjSrIVOjbaJ0mf92k8sXH57knAmHNIYwEliWwnMSwjRlrqsZrZjv57vmIJZmrbgh67msejt2jOf0efZAyn/68Cj3PVpl97qQ//Zrc+yY7HDfYz3+458rnjpk07OqRI4oFq10JnjMK7htG51q4Csa1ZiRegfHhl5sVms9R2BJH98e51d/9ARfOOcE7/vIDMeWgkKMYNzABE72rtcLTRXv9R06vQrf98p5PnnPCvuOTTIaCONAFRoFfD82U9FUCyyp6McxCyt1wn6Tk3MBnqu49twl0ncu8f7PwsPPVwmjOudu8XnTpX16YmbZq039zM/8/qOffOCrHldd/+7vFOy+cwAH+KmfeDdTN/8xU+tmPnbtyKgzOt7778uzz4351iK1yjIfvd3na0+3uGC95NLdNqmMCZ+Gd16saKeLfOCLY4CTWUpIfM9I3Kp+QjUI8dwON9/rMrtQZ30rN9kXGbAtqoFZz61XUxrViJFGj9HmEh+4TfC5BybY2HBY1wLXHaydGkcpTS9K6UWSKNYZuNWQEj53f7Iso+QJvIhDpxP+j98e45G946TCJfWWod2nvk5w4xUxk2ML/JPfcDhwyqPn2iRKnN2VkeVgVIXvJgReiGW7KIRpYQL9SHB6IaBZG+OtV5zm2f1neP+tMwSuk73gFLad4jqSrmNn+leLbuiw2vWZGfd456tW+E9/McJyaNOIFL1QEYaKMLKIEpl1mCLe//k6YXeKV18U8/DzCVpVubxvc9XuJbqv63HTVyVnFiX1xijXvOKS+dmV2i84lvWx//iPL/qOgvs7DnCA73/7PwMgDlf+/JVX2/btd078xt333jHx2Jdjam7A+RsV60YcLtgRcnh+hZFGk8mRKq/YsMTH7kiR0sGxTTek4kM1SKkGMSONHgdOhtx0zzo816HuqlL1lhnIM2etzJ9lrLnC4/tibrpniobnMdVQ1ALjnejYphqbxX1NpDRhOmgZ5nvbxUAmA7dtmZx1z+1z0z0+jx+YoNaq0HQEY40Wp+d8DldjAr/L+VuWePerlvmtj9fpJzXiNNswpPSukL147GzVwLGNyZHJJsr61omptKsdi7mlgGrQ4h3XLvDY/gWe3j+Bb0u8TCfqOWkW5iUIfEm379DtebR7VX7g2gU+ducyJ06NMxoIuqGiG5rDZhSZtmkv1tz+aJNzx23mV1Lmuz2On7AZb7r04ypJXOPd168grXGufOV1s1t3XPdLSiV/Pj3V/E5DrXj+viuX4zUII/Gn1117/b+74oobZlu1MRr1PuMtyfYNAsvt8PQBi5rrsW40xnNj001wyMAqqVfMW3ar3sdzV/nglwIW2g3GAqh5Zq8i8DLFfiCoBrlyKGK00SHWHf7s9hrPvNRiXV3TCCDwTVyKYxvhgsx616keCH7zAU++tZdTE5NFo/DdmBePKv7s9lGsoMJ0RbNzPGVjy+PE6VGOnGqytFqn067znteF7Ni4QhgrwkzNY5xnBwOkfKKZp1kIaV5ZqmgVmp3rTl+y3HaZX65y0Taf975+Gc/tMNsWrPYF3Z6m20/phYpuKOj2pWkD9h1WOwGtis8/fcMCYRIy25GsdjWdrjLeJaEkDC3i2CZOEk4tanpdjwu2Qax77D+uOb1gcWqhT8Uf54brXz174YU3/Lt6Rfzpdwvc31WAA/h+wPJq+oErLrv6F3/kB25c7Cbr2Tqt8Nw+R8+kdNs1rtij2LBukfueA0vb1HxBNbBoVI1jVqveZ3JkmY/fqfn8w2NUXJuGZ6q3X6reVV9nqiEjufK9Nn95p81XHh1jXUvQ9I0/i+9aJg/INtpKKfNVKOPdXXQ5yktYGfCMFjOhUunzxUdc5hZrtFwYCTSNat69sFhuu6x2PDq9gImmy1uuaJP2Y8LUGFIWkSZKn2WKn313tGZgc5zqrONhWnqrHZeT83Vee7Hkh18zT5jGLHQF7T50QwPybl/R62dcvG/T6Xl0ejXe+IqUd7/uDCdXFAtdyUo3pd1Js2htB5TPq85f5chCxCPPC+puwIaplF6ccOiU4Irzpti+5y2L557/6l8MKuIDlepf7x/47by+qwAHmByvMtLyP7xt52Xv3bNz98/vOveSGNnmpSMOF26TNFrLfPyelD+4ZRwXi3ogqFclI42UiVaPzeuWmO90+PCdoywsNxgPNDUvi0jJgmMDT1D1VSaJi2jVOxyZDfnQ7SP0uhXGqxm4vSzsqhyRUsSjkCWylfZDSop6czNeKAsrKQ++GJBoj3oWtuU52fRTmfDaXmjablp7XL47ptns0YkFsRJGypbqYhRfjvNWeYqD1sTK+HebZStTxbuhpNO3WV71Cbwa/+i1PTZOLXOmI1jpCTp9Ta+f0g8VvQh6oaQbmiq+0gloVav86A0dJpsLHJzVnFkRLLUTVjqKlY6NUj4/89aId75mjtlul6f2e2xbJ4mTLldcflE8s+G8n7/6ysvfK6X7YSH8vztA/o7Xd5yDv9zlup764lf3f25k4zvcseCJbpzKP5hcfUpsmFiW9zzhcO+zY9hSGS+Uis1YU7B+vMfE6AKfvDfi4/dMcvjUCNMNaPga3x0sVPmeoOJrKr6iFsQ0aj2ipM2vfKjGkdNNNjRV9oIohV/ZZN6CuS2zxpYSWw5rNu2SyDg34q94Cc8cguderOLZEt9WuJnAIg92TRKIEososolil4t2tdm5oc+T+zRx5nGSFh915ko7CH5NlZXtgECiRBYSlU0fQ7Mk1em7nF6osH68x6/9kzl++n9UmO9VqPmaiqepZtzaeHUbM/p2z2Vuqc7Gcckf/utF/vLuiDu+NoHn2DRrKatdi15o4bg+b3mFTytQ3P9sSK3WVO96y3n63HN3/8vd55zzIeITkbDP/W7DCvgeqOD59cbrt7NlfF80Nj7+YSfYseeyi7b+SjfZyPrRmKv3wC+8o81EU9GsGfXP9OQ8tz6a8N8+OcW+A2OMu4LxiiJw9CApOdsYDFxN1c8U+9U2dz2luf/5MZqew0hguLrvZnHhBbgzgGcTSEeaOA5bDrSb5V5ybhVh2wlKa6LUw5fglhT75sAqSJQwwU6pRZzYeJaFLRPSVBUVPCkqsxnFG0FDrpK3spQIZcBfruKxoR2dnm1oULfOlbsEr7t4jsW+Yrkn6PVNCzCMFFFsBBJhJOmHZiTf7jbZvb7FL7wr5sYr5zm2GHN8LmW5DWeWLf77TS3ufyrg6MmUy8+fpjG1+1decdHWPVOT4x8+c/JYJNzvDXDD90gFz69LLjwfoHfv3X++d+/srt+47spj7lPPqZ+VYq7++H7XawQ2U6OwfnKJu59J+OiXJpmpuFRaqng7zzcCc9sH14HAU1QrMWPNDk/s6/OrfzaBb1WYrCpqvibwTBanY8nM7dVQE9dRHDolufluH7TEzQY9g4Bak7ic83UrH8/bIGwLV5tddFsOcnvM/ncWP55I0tRGpTY6TVE6JVYOSSqIU4gSTRyrLL5PmDXXWIKWvOO6Lg+8EBH2bCNgzmhNnBgK1O1beK7L4qox3PnVf7zIiYUFXtg/TiswI/4oVpnCx1CfJJF0ew6rHZfT8zUCL+HHXt0m7K/y7D7B6QWb6XGPi7cscmquydSGXWlsz7zvp39k5jc+/5W59Md/4NXfbQiddX1PATy/rr3uH3PmwIdS1/Xft3gm/i8vnT73llZt7sZqa5mK3+e+51PueGSSSzd5NGuC1a5idjFhcVUXqWBKa4Q03RDfVzRrEb63ymceDFjptdjc1IxUFbXAVG/HEQNPwmyTz7Y0S104NudgCZEF0OZZnhD4yixqOWnB1eNEc8fjHks9izE/c3vKLOByUb0BpFHWRImkUZNcd2nEg/tV0YaMsmWnfmiWmaLILuRnqbLZMJZS9VKW2iJzrdKo1PToo8Rwa7vjFBRqaizm7Vct8yt76yx0XUZqijjJ48FzimU6MwsrLqcXbNpdTatW4fuvWqHq92i3LQ6c8tm1eax35eU7j67f/kM3bd4w+v/E+jO87+f+7gLhb8f1PQlwgMltPw4Qzc4ts/NyHt1/5IB302c/K5W1ctUX77bta863mJlIWOlCrWrR7knm2wmnVjTNWFLzzY60Yxt60qh2ePJQyp1PTDNTE0w1FK2qmWx6TmbWmZth54KgXFeZRZQ4lhmj+66k6kOjktKqRdSCuKAf/Uhy9+MO3VAyXdUDEUWmWsij9kyVNlEiFU/wqosi/sfNmbGmhpWeCaZybEXQT+lHFlEmVkhTy7hWZYIHGDxujVn17UdG2ZSv/dpWyg0XLnDRtiUOHZ+gE5ruixTge4rxZp96rcfpeZ9uaHNyLiKM+uw7brNursrrL53l8f1Bcs626kMXXvSaZ8LOgX8RBBV9erbN1ETtb/jb/c5d37MAz6+J8SbAv3/2iY/xL390T/3wsf6fdOPT75YclftO9FhclUyPCVpNm/GJkEf3JSyteCx1XNZrQyHGGn3mVzq87yNj6NBn47hmasSiWbNxbLMDbcKh9GCQowa9binMgdIA3AxJGlXF5GiP0eYKR2ZdPBFgW4pKYGHZEluanBvHplDqS0GhpYwTQwmSxBjRp6nAk4Kaq2hVQboJR88Y0ULgpdRDRRgNxMNKSyh68cNeikKY6r/akaw4gl5k/u2WmZR//55Ffun9FeZW66wfN45bI7UIx1vm5FKfx1+S2MLBclN2T4ecXIzpRHW66cVq57lbPrUcV3/6gWeWVn/qR34c+PHvNjz+2ut7HuD5dd7FP8KJY4dWL74o+Fdu49i+Rx5/+PwtweLbraMHCBOLdeMmzu69r3U4017l9vtbaAVVP2Wk2eZjd9scPVljcwvWjVqsn3SZHodelLL3kDmwCQFh5nOY81KtTTpyfrj0HDNBbdUjqpVV7nq6z/1PNrnuvADX1TTrFhrD5z0HPFsUh14hjMjY6CMFYWyEB0liGSMeC5o+bJ9xuOriPve+0OWRZ5ostY3nej+r4LlLLJlrri0pDtUVH2qBRuuUF04r+qFk3ZiF0j6e22DLRJ/XXrrKp75SodM3gmFphfzF7TaLS5NMtMyLxvc0B05abNu2g+mp+s3n7r7iGb+65X+maXd165bN3204fNPX3xuAA8xs2AIwp/UL/+HKS9+y+bnnDvHii9Nvf/TJ52gEpzk+W8GyHHatT/mqb+wgpkZ7nFgMuevxJqO+zfpRwdSYw46NmlZzhc8/oDhwyidwBOMpBP6ACiSZODfJVrntjKJUAs1oI+TMco8/uqXJlhGXlY6kH9ooLRHSwrOg4mbTVN/C9yxsy3ytXgiOLan0LHqhTRQ7KGXU74ED9YpkrFblX3z/Aj9/wmNhtcpU3+TDJ6mRMRsXW1lyCZAEvmC0kTAxYsICtGzzhfsrdPsVbMvBc3xqlRavvnCRe5/scHqpSZJqepFi/5EmO2fMDOHgqT4X7Rpl/cbzmVp/7s26tvNfH213Dr/2nInvNgT+xtf3TJvwb3IJcQ6rK/XD27de+osbt1zyzje94R13V8euYev6gL2HY3o9m7on2LIuxQ9W+cjtPu3lClsnBK26xXjLYuNUh+XuModP2ly4Q5BaMccXUnp9RRybllwUWziWZLwZo7POjGMLKn5KtdLn0JmUfhgw0SBLbNb4bkzgWjRcqHpQqxgqNNIw/uf9fsrSSsLSKix3zYClF3r0Q4coTlGYNLbZJQffrrB1XYeVEHqRIs4URhrNmWWLKLHwbJPz4ziCwIOZiR6IRZ54yWLLOptao8fh2Zi5pZT5ZZuDJxqMVlu85/Vd2kmPw6c0nZ5Zvto0FdIOa/zg972CN7z+bXdfeemF77x4z3m/eNF6efi1l3/zsSHfS9ffqwpevhrNEYB9Wut9wDOHT8XTb3n1tj+enD60Y+++R6zJhsKr9Pn0A4KXDte5eKtL1VNEiaAWpPh+mwee85gZqXLZ7j4HzvRZWKyQpDrrcgi6PZsN62zefGXE/7rFRIw4tiBwFUKEfOaeKuNVSSUwm421SsyTB+DUgkfdF9Qr0KjZTLRMxGIv7vPEAUncl2yacnAdE7G42vWYaknO39ZnebFCP1J0eg6LKxV+4NpVHnzG8O8kyWVvilsfqjA777B11ORmSmFSoVu1kOMLbR59scFYvcUV587z8WMxnZ6L1nDklGBhqc45G2Pedu0yz++3ODUv2TITMrn+6nTzBbv2vWJP/5+t23TNSWCvONvU5e/V9fcW4PmV/QL2an1kr1LqDed1muu37HjFp7728D2NZw8erLbbCRdvtalVIw6fgtlFxTlbbL62V/LioQpvuFQwPdHD901b0QDFJDWsdl3anSqO7JAkMUoHWBaZUWifXjRK0xeZ0kcx2uxx9/M2C4sum5pQr1iMNiQbJmPGR5bYd2oZu+JzfL6BPQeBZzzSV7se6yZsztsa8vmjim4PVrua1a6HZ7uEUUQvsjOqpHHcmDi1aXoWDX/gaGU2HC1W+w7HF1JeOBTwuqtsLtsVouIK29Yvc2Yx5fBpi5V+g5pnc/2lkqC2u/P2H7h2ZXFFvctvrj++qKzD03/PgZ1ff+8Bnl9CbGKlow9v3rH5aK/TOa8f8soLL77m/cuzzycHD740+uRLp+oTLZsDpxNAEcWKdU2fC7b3Ob3cY26xSjOQSAtqFcXYyALP7quSqgZbp3qcu7lPP6lgW2ZF94HnoNuxmBkX1KuC8VbESqfP4/s8HGHTqkK9ajPSEMxMdnjpxCq33DPCP3pDn1tUm4OHG4w2UkYaFsurLpMjARdvX+Xux0PmVnxWu5qlVYfNMzZXnd/h+PEKiTJdoReOCI6ddNg6abF5KuWZQ30aVYs0NQr4qabNxFiXJw/6XLizinS6xGGM760wv1xneiJlJVy/Or31nIUrL9pqe7b1U35z54Pbd1SXQSkhviNCr+/I9feSg3+9q1EV+I5Qp2ZXF0dGZ25rNZq7Dj3zse2ve+OPvW/ztuue3bll6ok9m8f6luNz9+Mel+1MGGstcPCkRSsIGG8a59V6JeWeZ1P+6kHFyTmHiabHzKSZLjqWpupHPHXYJwptWjXJSAOmRrs8cyTh8ZcqNDxJoyqoVSQj9YRY9bnjCQ+R1HF1k+svSRBOytKqot3TLK3atLsBl+6A3Vs7nFzWLK6kLKxIAtdl12ZFO4Q0MWqhg6ddTs/7TI/avPmakKsv6rDa01hWytwyrKzW2TBlcWo15OHnJdef36fZ8Fjtr+/b/vonXvOqq5/9xz/yQ+/7td//0vYgaO2a2TBzW9NfWRRC/IMCN/wDquDl69yd02B0A919Bw7hOvZvSWn/1tjU+db3ba79wUi1vWspOnLthvHD1gPP1dGx4PJdIbPLkponkUIztyiYXdIsr8JSx6Mfmzak60DgR9Qq0KxYjDQsNkzESHuFWx9xWV3x2b4JI5zwBL6XYluKbuyaiJHUwrFsolTTjzW9vmK1ZzG7FHDe9oA3vqLDc/srnJivsGnFZmk1oNONCKMk67ZobFtQrxrjyqmRiMlWyl5gsZPST0JOzErq1SqvvVTTC32C+mXptddsu3frTGXvuo3tn7Wtdur7Pvd+/N/p8clt3e/27+vbef2DBHj52rFtCwzWuJPTZ1Z+WotgZM95x3993/M3uwurs+nmGe/SlZ6+rJ/MAas8f9gmimySVHNiQbGx66B1gucKWjVFvRLS9BJGKpKpUU0QrPLJuwVfe67FurpkpCZo1Bxc2wxz4tQkFueTRo3x/7MtQZxollZhccVhfrHOVbsT3nn9Kvc+ZnN6wWG57RCFmnZfsdwxy1SOEDR9ybrRBLI++IapiOVOSCWos3HTGO2e/+iE3X5MVjdY51/+pmjzhol/n4ThouN/98QH343rHzzA115Tkw2AReBnAB584G4sKa47sdC9cXSi+65Ov7M77vfxTj1DLwQhV1lYlKASJlqKmJTTSxKhLRpVyfR4zMHTfR54aoSLt0qWV1PqVZ/dm/scnXV5/ohgj+WTRDFCG2uJipMyWRfs2qhJdcyLx1JG6jbzq7DvZItr9yQcO93j5ILLSsdCa5eJVorl9DkxZ2E5KRUnJtYRLx2rs9wf5YZr9lCrOLhe88WxEedTy53xLwmh7r7mmmv4t//iu/2sf/eu/+0AvvZ65VXXAdzd7SzeLeCeXhhvj/pz6vYvHVDrp6e3Toy1fmll6SRXOALCefYeOUYSO7Q7Rt+JDHn4OY8bzhdceM48n7rTZ6zpsdiJcJyU1U7KsTMuSRziZLP1ihuzaULgBJpeWzPaiJhfCagthvzlHZLLttW4dOcKtz8cs7hiE2uLbdOK6YlllnrrOWfDZs5PYfeO9ayuzP1GqJcObt19vdwwNSo17n7gtgsm/veq1F/v+t8e4PlVqY4A3Jb/+ejRWWzHay0unHxg7swTVFtW3Gru+flT8/Hr149b9MKQJx9/jlbjMHW/wdSEoNtvsnVKM1LrcfxMwsYJRSgj5pYsNALXSlleVQSBpuKltLuKlbbFpsmEE3Mxtltnw4SgGznY1gipSInFJG9+/WvRqc3mqZDZRfvLWqe/jZM6l198IRs3rL87DMMlvzr63X4Kvyev/x/gX+fauHECYAn4LMCR48cRghca42pqagQVRSHHjxylXoHpMYtI2ZxZjOPtO6/61cnmyvdNrfbietVleTVBC4/muoSqbdEc1fjeVs45J0BIzdKqRbWaMDHjOxftqv7VLV96+FcrnuWsdD0S3UXaNS4450Is22Z6LJa9nnUawcFG6+/PPsh38/qH0c3/Hrk+/bn70Yip8drxZrvT0RXfZbWTgnBZ7isqttGKum5Mu+sgpGalY+F5CRCI11wxsayUPj256VXf7R/lH8z1/wHG2H3jG7U0cQAAACV0RVh0ZGF0ZTpjcmVhdGUAMjAyMC0xMS0wN1QxNzo1MTo1NSswMDowMCfRJAgAAAAldEVYdGRhdGU6bW9kaWZ5ADIwMjAtMTEtMDdUMTc6NTE6NTUrMDA6MDBWjJy0AAAAOXRFWHRTb2Z0d2FyZQBtYXRwbG90bGliIHZlcnNpb24gMi4yLjUsIGh0dHA6Ly9tYXRwbG90bGliLm9yZy9IzyijAAAAAElFTkSuQmCC', 'weight': 13}
• mf_hecke_traces •

  Column	Type
  hecke_orbit_code	bigint
  n	integer
  trace_an	numeric

  
  
  • id: 36571219
    {'hecke_orbit_code': 13511073978122288, 'n': 1, 'trace_an': 4}
  • id: 36571220
    {'hecke_orbit_code': 13511073978122288, 'n': 2, 'trace_an': 0}
  • id: 36571221
    {'hecke_orbit_code': 13511073978122288, 'n': 3, 'trace_an': -300}
  • id: 36571222
    {'hecke_orbit_code': 13511073978122288, 'n': 4, 'trace_an': 0}
  • id: 36571223
    {'hecke_orbit_code': 13511073978122288, 'n': 5, 'trace_an': 0}
  • id: 36571224
    {'hecke_orbit_code': 13511073978122288, 'n': 6, 'trace_an': 0}
  • id: 36571225
    {'hecke_orbit_code': 13511073978122288, 'n': 7, 'trace_an': -15800}
  • id: 36571226
    {'hecke_orbit_code': 13511073978122288, 'n': 8, 'trace_an': 0}
  • id: 36571227
    {'hecke_orbit_code': 13511073978122288, 'n': 9, 'trace_an': 96804}
  • id: 36571228
    {'hecke_orbit_code': 13511073978122288, 'n': 10, 'trace_an': 0}
  • id: 36571229
    {'hecke_orbit_code': 13511073978122288, 'n': 11, 'trace_an': 0}
  • id: 36571230
    {'hecke_orbit_code': 13511073978122288, 'n': 12, 'trace_an': 0}
  • id: 36571231
    {'hecke_orbit_code': 13511073978122288, 'n': 13, 'trace_an': 3432200}
  • id: 36571232
    {'hecke_orbit_code': 13511073978122288, 'n': 14, 'trace_an': 0}
  • id: 36571233
    {'hecke_orbit_code': 13511073978122288, 'n': 15, 'trace_an': -6613920}
  • id: 36571234
    {'hecke_orbit_code': 13511073978122288, 'n': 16, 'trace_an': 0}
  • id: 36571235
    {'hecke_orbit_code': 13511073978122288, 'n': 17, 'trace_an': 0}
  • id: 36571236
    {'hecke_orbit_code': 13511073978122288, 'n': 18, 'trace_an': 0}
  • id: 36571237
    {'hecke_orbit_code': 13511073978122288, 'n': 19, 'trace_an': 2050024}
  • id: 36571238
    {'hecke_orbit_code': 13511073978122288, 'n': 20, 'trace_an': 0}
  • id: 36571239
    {'hecke_orbit_code': 13511073978122288, 'n': 21, 'trace_an': 59979336}
  • id: 36571240
    {'hecke_orbit_code': 13511073978122288, 'n': 22, 'trace_an': 0}
  • id: 36571241
    {'hecke_orbit_code': 13511073978122288, 'n': 23, 'trace_an': 0}
  • id: 36571242
    {'hecke_orbit_code': 13511073978122288, 'n': 24, 'trace_an': 0}
  • id: 36571243
    {'hecke_orbit_code': 13511073978122288, 'n': 25, 'trace_an': -437451260}
  • id: 36571244
    {'hecke_orbit_code': 13511073978122288, 'n': 26, 'trace_an': 0}
  • id: 36571245
    {'hecke_orbit_code': 13511073978122288, 'n': 27, 'trace_an': -508358700}
  • id: 36571246
    {'hecke_orbit_code': 13511073978122288, 'n': 28, 'trace_an': 0}
  • id: 36571247
    {'hecke_orbit_code': 13511073978122288, 'n': 29, 'trace_an': 0}
  • id: 36571248
    {'hecke_orbit_code': 13511073978122288, 'n': 30, 'trace_an': 0}
  • id: 36571249
    {'hecke_orbit_code': 13511073978122288, 'n': 31, 'trace_an': 2519008264}
  • id: 36571250
    {'hecke_orbit_code': 13511073978122288, 'n': 32, 'trace_an': 0}
  • id: 36571251
    {'hecke_orbit_code': 13511073978122288, 'n': 33, 'trace_an': 3795184800}
  • id: 36571252
    {'hecke_orbit_code': 13511073978122288, 'n': 34, 'trace_an': 0}
  • id: 36571253
    {'hecke_orbit_code': 13511073978122288, 'n': 35, 'trace_an': 0}
  • id: 36571254
    {'hecke_orbit_code': 13511073978122288, 'n': 36, 'trace_an': 0}
  • id: 36571255
    {'hecke_orbit_code': 13511073978122288, 'n': 37, 'trace_an': -7466711800}
  • id: 36571256
    {'hecke_orbit_code': 13511073978122288, 'n': 38, 'trace_an': 0}
  • id: 36571257
    {'hecke_orbit_code': 13511073978122288, 'n': 39, 'trace_an': -14132878296}
  • id: 36571258
    {'hecke_orbit_code': 13511073978122288, 'n': 40, 'trace_an': 0}
  • id: 36571259
    {'hecke_orbit_code': 13511073978122288, 'n': 41, 'trace_an': 0}
  • id: 36571260
    {'hecke_orbit_code': 13511073978122288, 'n': 42, 'trace_an': 0}
  • id: 36571261
    {'hecke_orbit_code': 13511073978122288, 'n': 43, 'trace_an': 26119930600}
  • id: 36571262
    {'hecke_orbit_code': 13511073978122288, 'n': 44, 'trace_an': 0}
  • id: 36571263
    {'hecke_orbit_code': 13511073978122288, 'n': 45, 'trace_an': 35876727360}
  • id: 36571264
    {'hecke_orbit_code': 13511073978122288, 'n': 46, 'trace_an': 0}
  • id: 36571265
    {'hecke_orbit_code': 13511073978122288, 'n': 47, 'trace_an': 0}
  • id: 36571266
    {'hecke_orbit_code': 13511073978122288, 'n': 48, 'trace_an': 0}
  • id: 36571267
    {'hecke_orbit_code': 13511073978122288, 'n': 49, 'trace_an': -52127844660}
  • id: 36571268
    {'hecke_orbit_code': 13511073978122288, 'n': 50, 'trace_an': 0}
  • id: 36571269
    {'hecke_orbit_code': 13511073978122288, 'n': 51, 'trace_an': -54522702720}
  • id: 36571270
    {'hecke_orbit_code': 13511073978122288, 'n': 52, 'trace_an': 0}
  • id: 36571271
    {'hecke_orbit_code': 13511073978122288, 'n': 53, 'trace_an': 0}
  • id: 36571272
    {'hecke_orbit_code': 13511073978122288, 'n': 54, 'trace_an': 0}
  • id: 36571273
    {'hecke_orbit_code': 13511073978122288, 'n': 55, 'trace_an': 96029271360}
  • id: 36571274
    {'hecke_orbit_code': 13511073978122288, 'n': 56, 'trace_an': 0}
  • id: 36571275
    {'hecke_orbit_code': 13511073978122288, 'n': 57, 'trace_an': 68929593000}
  • id: 36571276
    {'hecke_orbit_code': 13511073978122288, 'n': 58, 'trace_an': 0}
  • id: 36571277
    {'hecke_orbit_code': 13511073978122288, 'n': 59, 'trace_an': 0}
  • id: 36571278
    {'hecke_orbit_code': 13511073978122288, 'n': 60, 'trace_an': 0}
  • id: 36571279
    {'hecke_orbit_code': 13511073978122288, 'n': 61, 'trace_an': -9307235704}
  • id: 36571280
    {'hecke_orbit_code': 13511073978122288, 'n': 62, 'trace_an': 0}
  • id: 36571281
    {'hecke_orbit_code': 13511073978122288, 'n': 63, 'trace_an': -18020676600}
  • id: 36571282
    {'hecke_orbit_code': 13511073978122288, 'n': 64, 'trace_an': 0}
  • id: 36571283
    {'hecke_orbit_code': 13511073978122288, 'n': 65, 'trace_an': 0}
  • id: 36571284
    {'hecke_orbit_code': 13511073978122288, 'n': 66, 'trace_an': 0}
  • id: 36571285
    {'hecke_orbit_code': 13511073978122288, 'n': 67, 'trace_an': -89055584600}
  • id: 36571286
    {'hecke_orbit_code': 13511073978122288, 'n': 68, 'trace_an': 0}
  • id: 36571287
    {'hecke_orbit_code': 13511073978122288, 'n': 69, 'trace_an': -143365584960}
  • id: 36571288
    {'hecke_orbit_code': 13511073978122288, 'n': 70, 'trace_an': 0}
  • id: 36571289
    {'hecke_orbit_code': 13511073978122288, 'n': 71, 'trace_an': 0}
  • id: 36571290
    {'hecke_orbit_code': 13511073978122288, 'n': 72, 'trace_an': 0}
  • id: 36571291
    {'hecke_orbit_code': 13511073978122288, 'n': 73, 'trace_an': 464142475400}
  • id: 36571292
    {'hecke_orbit_code': 13511073978122288, 'n': 74, 'trace_an': 0}
  • id: 36571293
    {'hecke_orbit_code': 13511073978122288, 'n': 75, 'trace_an': 487877005140}
  • id: 36571294
    {'hecke_orbit_code': 13511073978122288, 'n': 76, 'trace_an': 0}
  • id: 36571295
    {'hecke_orbit_code': 13511073978122288, 'n': 77, 'trace_an': 0}
  • id: 36571296
    {'hecke_orbit_code': 13511073978122288, 'n': 78, 'trace_an': 0}
  • id: 36571297
    {'hecke_orbit_code': 13511073978122288, 'n': 79, 'trace_an': -567022026488}
  • id: 36571298
    {'hecke_orbit_code': 13511073978122288, 'n': 80, 'trace_an': 0}
  • id: 36571299
    {'hecke_orbit_code': 13511073978122288, 'n': 81, 'trace_an': -929051518716}
  • id: 36571300
    {'hecke_orbit_code': 13511073978122288, 'n': 82, 'trace_an': 0}
  • id: 36571301
    {'hecke_orbit_code': 13511073978122288, 'n': 83, 'trace_an': 0}
  • id: 36571302
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