Embedded newform data - 225.9.d.c.224.5

Formats: - HTML - YAML - JSON - 2025-10-07T03:26:56.082461

• 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': 18225, 'analytic_conductor': 91.66018726375363, 'analytic_rank': 0, 'analytic_rank_proved': True, 'char_conductor': 15, 'char_degree': 1, 'char_is_minimal': False, 'char_is_real': True, 'char_orbit_index': 4, 'char_orbit_label': 'd', 'char_order': 2, 'char_parity': -1, 'char_values': [225, 2, [101, 127], [1, 1]], 'cm_discs': [], 'conrey_index': 224, 'dim': 24, 'has_non_self_twist': 1, 'hecke_cutters': [[2, [1241145008492544, 0, -38966645495808, 0, 366509587840, 0, -1494134240, 0, 2962185, 0, -2798, 0, 1]]], 'hecke_orbit': 3, 'hecke_orbit_code': 9007405564166369, 'inner_twist_count': 4, 'inner_twists': [[1, 1, 1, 1, 1, 1, 1], [1, 1, 3, 2, -1, 2, 0], [1, 1, 5, 2, 1, 2, 0], [1, 1, 15, 4, -1, 2, 0]], 'is_cm': False, 'is_largest': True, 'is_maximal': False, 'is_rm': False, 'is_self_dual': False, 'is_self_twist': False, 'is_twist_minimal': False, 'label': '225.9.d.c', 'level': 225, 'level_is_powerful': True, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_prime_square': False, 'level_is_square': True, 'level_is_squarefree': False, 'level_primes': [3, 5], 'level_radical': 15, 'minimal_twist': '45.9.c.a', 'prim_orbit_index': 4, 'related_objects': [], 'relative_dim': 24, 'rm_discs': [], 'sato_tate_group': '8.2.3.c2', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '225.9.d', 'trace_display': [0, 0, 0, 0], 'traces': [24, 0, 0, 5048, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 595144, 0, 0, -249920, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -1241936, 0, 0, -14972992, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -14323536, 0, 0, -42020312, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 56906192, 0, 0, 338779896, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -511347840, 0, 0, 127619024, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -593698576, 0, 0, -51203776, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -1215352736, 0, 0, -23279280, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -1790834168, 0, 0, -1355585872, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -9914394432, 0, 0, 660896016, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -3106745968, 0, 0, 2493156816, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -8012132256, 0, 0, 4251974088, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -16655813424, 0, 0, 11365272144, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -6377948024, 0, 0, -14097786800, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 26081680464, 0, 0, -1565883552, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -12899120864, 0, 0, -21942790288, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -16446351520, 0, 0, 2460805584, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 134775351432, 0, 0, 25028006608, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -5455185424, 0, 0, 4548331200, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 49243931056, 0, 0, 27861477608, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 154069299488, 0, 0, 29325804480, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 11114240848, 0, 0, -158013245984, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -46140406688, 0, 0, 54245029680, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 218489095296, 0, 0, -133099818608, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 85178946216, 0, 0, -101562007952, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 853211904, 0, 0, -182846477648, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -80275284864, 0, 0, 306913400592, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -494349494688, 0, 0, 158953550448, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -385182278320, 0, 0, 428710098144, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -99051488560, 0, 0, -112671772208, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -38382424624, 0, 0, 565314091264, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -576230140416, 0, 0, -620890233728, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 142547886928, 0, 0, 78238101864, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -1167489061616, 0, 0, -419674252832, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -143019201376, 0, 0, 871030826496, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -897481918576, 0, 0, -764184078456, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 363993677776, 0, 0, -986026256960, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 864278382032, 0, 0, -689563648992, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -191143797792, 0, 0, 3273338074032, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 1557850241136, 0, 0, -1143591648320, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 609234504672, 0, 0, -1500122652336, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -1049791043664, 0, 0, 953209510704, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 2633969037200, 0, 0, 1541451797776, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 1454036037760, 0, 0, -664568165488, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -621462286000, 0, 0, 1510353568224, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 3607627137576, 0, 0, -4458345835808, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 1282820821952, 0, 0, -1059324191008, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 4014547624224, 0, 0, -654861894512, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 179096061200, 0, 0, 2324788431952, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 1007737999920, 0, 0, -1696294729760, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -2227920922096, 0, 0, 2110837283392, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -2734141323072, 0, 0, -3165306060672, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 3692035019264, 0, 0, 2320155713528, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -8496477202800, 0, 0, 5908814523776, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 466569133840, 0, 0, 352105364752, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -6060382356816, 0, 0, -2076218403760, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -3194671770824, 0, 0, 3848670352528, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 3822266215008, 0, 0, -1032542290064, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -7584488726848, 0, 0, -2090423531520, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -1486458892320, 0, 0, 6156217461520, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -2570526587264, 0, 0, -17825764146144, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -18474766692176, 0, 0, -3624202093328, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 1076161290560, 0, 0, 16160507973568, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -11288549848928, 0, 0, -2267783826816, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 4624754829320, 0, 0, -11902144187040, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 25326120813552, 0, 0, 7492420954992, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -15824521794864, 0, 0, -18766911860352, 0, 0, 0, 0, 0, 0], 'weight': 9, 'weight_parity': -1}
• mf_hecke_cc •

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

  
  {'an_normalized': [[1.0, 0.0], [-1.4544021764948054, 0.0], [0.0, 0.0], [1.115285690992827, 0.0], [0.0, 0.0], [0.0, 0.0], [0.0, -1.8322196562097681], [-0.16767175989867528, 0.0], [0.0, 0.0], [0.0, 0.0], [0.0, -1.1054289579476504], [0.0, 0.0], [0.0, -0.09703789850326065], [0.0, 2.664784255808051], [0.0, 0.0], [-0.8714235184594793, 0.0], [-0.31704381565201156, 0.0], [0.0, 0.0], [-1.431056003242692, 0.0], [0.0, 0.0], [0.0, 0.0], [0.0, 1.6077382823994473], [-0.1864445520821216, 0.0], [0.0, 0.0], [0.0, 0.0], [0.0, 0.1411321307856243], [0.0, 0.0], [0.0, -2.0434483653265514], [0.0, 1.3127392448486088], [0.0, 0.0], [-1.0405635964722089, 0.0], [1.4350720217949031, 0.0], [0.0, 0.0], [0.4611092155285035, 0.0], [0.0, 0.0], [0.0, 0.0], [0.0, 1.2275685001097607], [2.0813309658021284, 0.0], [0.0, 0.0], [0.0, 0.0], [0.0, -1.2097038166565555], [0.0, 0.0], [0.0, 1.3360268135999416], [0.0, -1.232869099208126], [0.0, 0.0], [0.27116536234383676, 0.0], [-0.6967642010993763, 0.0], [0.0, 0.0], [-2.357028868601441, 0.0], [0.0, 0.0], [0.0, 0.0], [0.0, -0.10822497968470088], [0.7765558712155102, 0.0], [0.0, 0.0], [0.0, 0.0], [0.0, 0.3072114942776376], [0.0, 0.0], [0.0, -1.9092508148779639], [0.0, -0.8908238653865589], [0.0, 0.0], [-0.508599256805902, 0.0], [1.513397959490443, 0.0], [0.0, 0.0], [-1.2157483534658287, 0.0], [0.0, 0.0], [0.0, 0.0], [0.0, -1.2223014209959069], [-0.3535944310144562, 0.0], [0.0, 0.0], [0.0, 0.0], [0.0, 1.4451294351683037], [0.0, 0.0], [0.0, -1.0954114860654722], [0.0, -1.7853782983560995], [0.0, 0.0], [-1.5960362834259592, 0.0], [-2.025388665295166, 0.0], [0.0, 0.0], [-1.659668625927326, 0.0], [0.0, 0.0], [0.0, 0.0], [0.0, 1.7593958638593672], [1.6132754023611486, 0.0], [0.0, 0.0], [0.0, 0.0], [0.0, -1.943120305555175], [0.0, 0.0], [0.0, 0.18534921882204125], [0.0, -0.809263713929677], [0.0, 0.0], [-0.17779474503496262, 0.0], [-0.2079389411007571, 0.0], [0.0, 0.0], [1.0133753705825972, 0.0], [0.0, 0.0], [0.0, 0.0], [0.0, -0.9760349372090593], [3.4280679165550247, 0.0], [0.0, 0.0], [0.0, 0.0], [0.0, 1.2078345574624567], [0.0, 0.0], [0.0, -0.23374955261192712], [0.0, 0.016270515218910743], [0.0, 0.0], [-1.1294245492656578, 0.0], [1.9058582766991523, 0.0], [0.0, 0.0], [0.041152339481690614, 0.0], [0.0, 0.0], [0.0, 0.0], [0.0, 1.5966392994049339], [-0.9222278116419215, 0.0], [0.0, 0.0], [0.0, 0.0], [0.0, 1.4640792957843827], [0.0, 0.0], [0.0, 1.295616168691727], [0.0, 0.5808939109173618], [0.0, 0.0], [-0.22197318106922806, 0.0], [0.7397078660621444, 0.0], [0.0, 0.0], [-1.1605256897134888, 0.0], [0.0, 0.0], [0.0, 0.0], [0.0, 1.0340124300537479], [0.3331150295557741, 0.0], [0.0, 0.0], [0.0, 0.0], [0.0, 0.8822983134578339], [0.0, 0.0], [0.0, 2.62200893827825], [0.0, 1.7777178470291404], [0.0, 0.0], [0.05315929453536395, 0.0], [0.6343782731264369, 0.0], [0.0, 0.0], [0.8330282341395228, 0.0], [0.0, 0.0], [0.0, 0.0], [0.0, -2.10179939582549], [-0.10726850302388928, 0.0], [0.0, 0.0], [0.0, 0.0], [0.0, 1.5931688494910319], [0.0, 0.0], [0.0, 1.3690895828859426], [0.0, 0.0003884726965655081], [0.0, 0.0], [1.1240077060258102, 0.0], [0.2399476785772665, 0.0], [0.0, 0.0], [2.9457296830531985, 0.0], [0.0, 0.0], [0.0, 0.0], [0.0, 0.13029289357229004], [2.4138256618088456, 0.0], [0.0, 0.0], [0.0, 0.0], [0.0, 0.3416073731180891], [0.0, 0.0], [0.0, 0.4996478435304899], [0.0, -1.3491653570564666], [0.0, 0.0], [-2.3463512564795876, 0.0], [-0.9862883491206118, 0.0], [0.0, 0.0], [0.9905836462540709, 0.0], [0.0, 0.0], [0.0, 0.0], [0.0, 1.4900515879907559], [-0.4180247512199368, 0.0], [0.0, 0.0], [0.0, 0.0], [0.0, 0.9632967919417372], [0.0, 0.0], [0.0, 1.1769949068975918], [0.0, -0.4918487609602479], [0.0, 0.0], [1.0605099968087786, 0.0], [0.2585850641481886, 0.0], [0.0, 0.0], [0.03126148617112955, 0.0], [0.0, 0.0], [0.0, 0.0], [0.0, 0.3504694147599501], [-0.7770911434821831, 0.0], [0.0, 0.0], [0.0, 0.0], [0.0, -0.4013593748640655], [0.0, 0.0], [0.0, -1.194184403387954], [0.0, 1.4195473370118266], [0.0, 0.0], [-2.6287605704082, 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[-0.8945835439941282, 0.0], [0.0, 0.0], [0.0, 0.0], [0.0, -1.2661307053862454], [-0.6608149446144229, 0.0], [0.0, 0.0], [0.0, 0.0], [0.0, 0.6053161633856221], [0.0, 0.0], [0.0, 0.15487600687860956], [0.0, -0.2490949208313453], [0.0, 0.0], [-0.8755816549641593, 0.0], [-1.4932837041955487, 0.0], [0.0, 0.0], [-3.8509581664412775, 0.0], [0.0, 0.0], [0.0, 0.0], [0.0, 1.2888123583719857], [-0.5001004358345414, 0.0], [0.0, 0.0], [0.0, 0.0]], 'angles': [-0.37958961594521184, None, None, -0.3156560215468345, -0.4067960066369131, -0.4922749364551403, -0.27533642465442276, -0.3769069098166773, -0.2648583600973029, 0.11395439928956119, -0.3370865440655577, 0.10517676320819824, -0.3966161498227514, 0.11642756425491448, -0.30663441401578434, -0.1865350280971408, -0.4265286191366584, -0.29092246893763857, -0.3953534627453667, 0.12851843404796245, -0.4077506686465071, -0.40578256027861787, -0.10064245954024365, -0.4336998348231269, -0.4188601149280877, 0.10319713961366926, -0.4813561913454875, 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-0.3035930812780163, -0.3221194777114779, 0.11144768726289421], 'char_orbit_index': 4, 'conrey_index': 224, 'dual_conrey_index': 224, 'dual_embedding_index': 6, 'dual_embedding_m': 6, 'embedding_index': 5, 'embedding_m': 5, 'hecke_orbit': 3, 'hecke_orbit_code': 9007405564166369, 'label': '225.9.d.c.224.5', 'level': 225, 'weight': 9}
• 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': 18225, 'analytic_conductor': 91.66018726375363, 'char_conductor': 15, 'char_degree': 1, 'char_is_real': True, 'char_orbit_index': 4, 'char_orbit_label': 'd', 'char_order': 2, 'char_parity': -1, 'char_values': [225, 2, [101, 127], [1, 1]], 'conrey_index': 224, 'cusp_dim': 228, 'dim': 48, 'eis_dim': 24, 'eis_new_dim': 0, 'hecke_cutter_primes': [2], 'hecke_orbit_code': 206309425377, 'hecke_orbit_dims': [4, 20, 24], 'label': '225.9.d', 'level': 225, 'level_is_powerful': True, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_prime_square': False, 'level_is_square': True, 'level_is_squarefree': False, 'level_primes': [3, 5], 'level_radical': 15, 'mf_dim': 252, 'mf_new_dim': 48, 'num_forms': 3, 'prim_orbit_index': 4, 'relative_dim': 48, 'sturm_bound': 270, 'trace_bound': 1, 'trace_display': [0, 0, 0, 0], 'traces': [48, 0, 0, 7096, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 1077128, 0, 0, -718420, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 3982388, 0, 0, -44624, 0, 0, 0, 0, 0, 0, 0, 0, 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728649834040, 0, 0, 3669549831704, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -985993647600, 0, 0, -925506769120, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 619147036768, 0, 0, -4005273221656, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -5590903370304, 0, 0, -2323680777564, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 1559509739008, 0, 0, 5832405237256, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -4512144109560, 0, 0, 7567188184312, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 837165037820, 0, 0, 4103244188624, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -9234046570872, 0, 0, -3433835494280, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -1415949693088, 0, 0, 1785475681976, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 9501809200416, 0, 0, 1875589323752, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -10628746046516, 0, 0, 10379248201320, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 7889649989760, 0, 0, 6814048457360, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 4008915549272, 0, 0, -10353614597808, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -20464179785032, 0, 0, 1653689995604, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 7735478101120, 0, 0, 15204860061656, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -2434972754056, 0, 0, 3464369004288, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -5575097961980, 0, 0, -8425088456280, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 20391560865984, 0, 0, 1114937927184, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -12091246791828, 0, 0, -13631069158464, 0, 0, 0, 0, 0, 0], 'weight': 9, '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: 40785691
    {'conductor': 1, 'degree': 1, 'order': 1, 'parity': 1, 'source_conrey_index': 224, 'source_dim': 24, 'source_embedding_index': 5, 'source_hecke_orbit_code': 9007405564166369, 'source_is_minimal': False, 'source_label': '225.9.d.c.224.5', 'source_level': 225, 'target_conrey_index': 224, 'target_dim': 24, 'target_embedding_index': 5, 'target_hecke_orbit_code': 9007405564166369, 'target_is_minimal': False, 'target_label': '225.9.d.c.224.5', 'target_level': 225, 'twist_class_label': '45.9.c.a.26.3', 'twist_class_level': 45, 'twisting_char_label': '1.1', 'twisting_conrey_index': 1, 'weight': 9}
  • id: 40785692
    {'conductor': 3, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 224, 'source_dim': 24, 'source_embedding_index': 5, 'source_hecke_orbit_code': 9007405564166369, 'source_is_minimal': False, 'source_label': '225.9.d.c.224.5', 'source_level': 225, 'target_conrey_index': 224, 'target_dim': 24, 'target_embedding_index': 19, 'target_hecke_orbit_code': 9007405564166369, 'target_is_minimal': False, 'target_label': '225.9.d.c.224.19', 'target_level': 225, 'twist_class_label': '45.9.c.a.26.3', 'twist_class_level': 45, 'twisting_char_label': '3.2', 'twisting_conrey_index': 2, 'weight': 9}
  • id: 40785693
    {'conductor': 5, 'degree': 2, 'order': 4, 'parity': -1, 'source_conrey_index': 224, 'source_dim': 24, 'source_embedding_index': 5, 'source_hecke_orbit_code': 9007405564166369, 'source_is_minimal': False, 'source_label': '225.9.d.c.224.5', 'source_level': 225, 'target_conrey_index': 26, 'target_dim': 12, 'target_embedding_index': 3, 'target_hecke_orbit_code': 137589948461, 'target_is_minimal': True, 'target_label': '45.9.c.a.26.3', 'target_level': 45, 'twist_class_label': '45.9.c.a.26.3', 'twist_class_level': 45, 'twisting_char_label': '5.2', 'twisting_conrey_index': 2, 'weight': 9}
  • id: 40785694
    {'conductor': 5, 'degree': 2, 'order': 4, 'parity': -1, 'source_conrey_index': 224, 'source_dim': 24, 'source_embedding_index': 5, 'source_hecke_orbit_code': 9007405564166369, 'source_is_minimal': False, 'source_label': '225.9.d.c.224.5', 'source_level': 225, 'target_conrey_index': 26, 'target_dim': 12, 'target_embedding_index': 10, 'target_hecke_orbit_code': 13510936472060129, 'target_is_minimal': False, 'target_label': '225.9.c.d.26.10', 'target_level': 225, 'twist_class_label': '45.9.c.a.26.3', 'twist_class_level': 45, 'twisting_char_label': '5.3', 'twisting_conrey_index': 3, 'weight': 9}
  • id: 40785695
    {'conductor': 5, 'degree': 1, 'order': 2, 'parity': 1, 'source_conrey_index': 224, 'source_dim': 24, 'source_embedding_index': 5, 'source_hecke_orbit_code': 9007405564166369, 'source_is_minimal': False, 'source_label': '225.9.d.c.224.5', 'source_level': 225, 'target_conrey_index': 224, 'target_dim': 24, 'target_embedding_index': 20, 'target_hecke_orbit_code': 9007405564166369, 'target_is_minimal': False, 'target_label': '225.9.d.c.224.20', 'target_level': 225, 'twist_class_label': '45.9.c.a.26.3', 'twist_class_level': 45, 'twisting_char_label': '5.4', 'twisting_conrey_index': 4, 'weight': 9}
  • id: 40785696
    {'conductor': 15, 'degree': 2, 'order': 4, 'parity': 1, 'source_conrey_index': 224, 'source_dim': 24, 'source_embedding_index': 5, 'source_hecke_orbit_code': 9007405564166369, 'source_is_minimal': False, 'source_label': '225.9.d.c.224.5', 'source_level': 225, 'target_conrey_index': 26, 'target_dim': 12, 'target_embedding_index': 10, 'target_hecke_orbit_code': 137589948461, 'target_is_minimal': True, 'target_label': '45.9.c.a.26.10', 'target_level': 45, 'twist_class_label': '45.9.c.a.26.3', 'twist_class_level': 45, 'twisting_char_label': '15.2', 'twisting_conrey_index': 2, 'weight': 9}
  • id: 40785697
    {'conductor': 15, 'degree': 2, 'order': 4, 'parity': 1, 'source_conrey_index': 224, 'source_dim': 24, 'source_embedding_index': 5, 'source_hecke_orbit_code': 9007405564166369, 'source_is_minimal': False, 'source_label': '225.9.d.c.224.5', 'source_level': 225, 'target_conrey_index': 26, 'target_dim': 12, 'target_embedding_index': 3, 'target_hecke_orbit_code': 13510936472060129, 'target_is_minimal': False, 'target_label': '225.9.c.d.26.3', 'target_level': 225, 'twist_class_label': '45.9.c.a.26.3', 'twist_class_level': 45, 'twisting_char_label': '15.8', 'twisting_conrey_index': 8, 'weight': 9}
  • id: 40785698
    {'conductor': 15, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 224, 'source_dim': 24, 'source_embedding_index': 5, 'source_hecke_orbit_code': 9007405564166369, 'source_is_minimal': False, 'source_label': '225.9.d.c.224.5', 'source_level': 225, 'target_conrey_index': 224, 'target_dim': 24, 'target_embedding_index': 6, 'target_hecke_orbit_code': 9007405564166369, 'target_is_minimal': False, 'target_label': '225.9.d.c.224.6', 'target_level': 225, 'twist_class_label': '45.9.c.a.26.3', 'twist_class_level': 45, 'twisting_char_label': '15.14', 'twisting_conrey_index': 14, 'weight': 9}
• hecke_orbit_code 9007405564166369 does not appear in mf_hecke_charpolys
• mf_newform_portraits •

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

  
  {'char_orbit_index': 4, 'hecke_orbit': 3, 'label': '225.9.d.c', 'level': 225, 'portrait': 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wEzEwFbNli2zSgu3epQUhVOna3x5Csuzx+NeflMRKJavOv2Bu+71VJSExw9M8qpOc35xYT5DNzHly3XX7bEP/1gna2TI5xfHGOx7rPW1syvOJy+kKBkzK5NPs++3OGRg/OXbps896YRN94hkvjL/8ePf3f4G7/9R280JP5Sj7/WEXy13mStneA54kNz5w/d2l24V37tKXHrg8+d03dc3+EtV1c4OVtDCEG7q1iqC1bWElabEStrCfNrcGJFMDW5xr/4gRVu2Fvm3MI4c4sV5pY1CyuW+eWY2aWExVbM6HiP265oc9N+cGUJT3ksrPpcWNbMrwo6AcSxwXcNFT9hbCTGAGfmY5pt2L7BoVIKsFaAcGl3DdtmAlbWNNiUiqy1IYjBYllthGyedmh1FUJZhAmo+Q7bNvZY6wjOzGkSo5moSaq+wHMgjgWdQDK/KrmwYlmox3heD5yYmw+0ufUywVStxEq9xrkFj7llWFiOWViNOb8KJ1Ys1x1Y5hd/oM7MaI2z8+PMr5RYqrssr0lW1hJW1iI6vQQpBcfmLXdct8ytl3qcmd8eP3dCP/7P/v7bzJ5dlz4uVPzzYVDC86tvNFS+4eOvbQT/6v2f47LLruSf/uN/+Euf/sKDf/+/fOxLe8YrZ3dsmzRyYbUMqs27b60j8bBIrBVYK0FIQCCERQuLK2FupcTTxyVX7F5l/9YeZR8cLXEdhetqKiVJ2ZF02g5HTvs88LzLmcWAZhxx5FzAholV3n1bnSv2tLhuf4PTyzHLHUHZ63FyztJoVrh8l2Stl3DotKJa1rx6Bi7ZZOmFCb3EReuIsSocPuehdIIjY7QD3UByw/4O3Y7kij0JzW7CmbkqO2cUlXLIWmCZHu1Qbzf5xIPw4qmEl0/12L5phSv3NRkbD3nnzS2+4w7L7pkqSTTKqfMjnJh1ODdvmF2MmF1MOLEoOLsWcdXeJf7FD7TYMJrSkoWVMktrLisNSb2Z0GhFNDsJzY5ldgWOLQa89boIEY/z5Se7sjZ6Ycc1W1/ZudZwbnRKu0rV6uhXP/3pz/Anf/InbzRkXvfx1zKC//1f+iT//rcm1Kd/9cL/LZPlf/zUc2fVwy+1We62+TvvD5geFbx4ssHf/c4u80szLNWr1Js+qw2H1aam3oJ6I6HejFltxSw34FxdoEs9brlsle+6I2TndIW1do3F1RJLqy7LDcFqI6UI9Zah2TU0A0unFzNRi9i2wQACz7HMLjoI6bF9WrFzk2XTdIeFesBLx6pce4mlXKrzyvFxqpWQMHSYGDN0e3Dpth4ff3CUfVtjgsAyOSKJki5V3+PV0z1KToWr98a8fDJkYcVl84THzo2wbSZEqYjZZXAdixCW7RtixqqSVtej3XFodhxWm4rVNVhpGFYbCcuNhPkGrPQStm1u8113LnPLfo3v1LiwXGO57rO8plltCuoNw1orot5KWGtbVttwvqmYazT52Q8s8uLhacbHY37mOxosLW/kucNj4G5KLts7+Uvv+/blX4yXqokz/aNvNHQuevy1AvjJEwepVEql2bPntv2XPznyAU8d/1dvvmyWKJji0Zfg6aMxgWhzxSUNLiwG/JPvb3HNnjILq+OsrJVTkDcd6k1NvQmNlmGtFVNvxaw2LQsNwVzbgmjzvtsbvPMGw66NPmFYpt7wWWu7NFqKelvQ6gh6gSWMLUkCSlo8B0qeZbRmmR6P0E6PExdCDh73MHGFt98Yop01njs0wo6N8KWnY26/3GOx0cXXijiJGB+DOHLQTszKSpnbrmnypSeq7NwIzx4LcChzzw2GWHQ5eCLh1KyPli4bxjRjFUHJE7iuQAmIDYSRpRdCq2NZaxtaHcNax7DStnSThO1bOrzzpgbvuzUEU2VlbYTF1RIreTBowForodGOWcvB3YELTcViI+bG/Rf4xz+4zJn5MlfudEmiDTz96iiPvBjTitb4v753jOsP7Pgnx1Zu/bONG2fORlGve2DfX58k9K8NwFurr1EZ2+gunHvlh188eOzX//BTr4oXjtfl7de2ufvqEq8dH+GFIxHHLsDpuqAZhNywd5F/82N1rtnjs7w2yspahXrTY63lUm9p1lqCRsvSaCestWIabUO9bVlsCS40DGOjHd56XYub98ds36ColRyaLR/PkYAijCXGCIyFTg8QhrFqj2PnLcaG3P9shaBTYs9ml1uu6BCZNR5+fpSrL3E4Nt+mUa9x0xUdvvqcx4Zxy6Ezlr/93iaHTntsGJc88LzilksVq50mJ8+Nc/XekIcPdomDMjcfcNm9tUc3bvOV5xQkghOzmlpZowV0uhJj06Q6igFp0K6h0bZUqhFbNwbcemmHt14bM1HxWVgdYWWtRL2Znpt6U9BoQ6MV02jHNNoJjY5ltSOZbwmWWzE37lvkl35siWv2uLQ6Nc4vjnL83AjPHZYcPNvirhsa3HW54uT5raarr7TTG/f81GX7Lv3IwtJCePN1+95oSAF/TQBubU9a03p3c+6je7pd51cee/xl55nXahw5k+q5MxtiZso+7TYsNQzLLclCR3KhEXPzpYt86MeWuHa3y1pzhKV6lUbbZ63lstbWNFqKRgdabUuzE9NsJ7S7hkbHstQWLLUhSgKuvKTLzHhCu2N5x00BO2YMcSLR0hJG8NBLPmcXfTaOxbxywgdTZv8WxTX7DJ7f4bljHZaWK1y2o0JttM4TLztcf4nPSmeNer3GzIzl6UOK73tzm2cOabZMOyy3G9RXx7nm0g5PvJIwXhrlsj1tFhsNnn5tlJKucN0+y95tPZBtXjolmB6PWFiKePglh16kkBISY9mxMeStN4W02opNY4ZrLoEwLLPaKLPa8FhrOzQ7ikZb0myT8ux2QquT0OwY1jqW1a7kfFPQ6AbcsneJX/zROtft9VhcGaHerLDaKLGw6tHshoyPr7B10uXM3DivHBc8+VqHS6+8MTJS/OzP/sR7j4/WKl8Yq3nmjcbWG17JXFzqML8Y/sCxIy/+h+dfOjO+f9tZdm6uUW8JwMV3BXOrmtUIXA1lF5KyQQqLkppnjm7g539X895bVvnuN6+yc3PI/EoNzy1R8lzKnkOlpGmVJNWuw0hF0+kltLsJGwJDN7C0eh6rSz6z5yxhbDg/H+N5FhC4yqKloNNVCBzijuaqHYLdmyzbNncIkhb3PaM4fHyMt13rcc2ldT56n8UVZXZs7vDyE4rNo4rJWgdflQgjh8UWVHzNlg2CFw+HXLO3xB1XL/MH93ZxnSpvudHieB2+9nTIl56q8NqpErs2ldmxMWFqLGTnZMTlOxKUMmhlAUvZ85ga9Qgjh1bH5ZVjDu2eptNVtHuSdhfaPUu7k373Vjeh3bU0u5a1Lix1FAt1S3mkwU+/fYlvuyXgyl0VLixVabRLNNsenUCDgKlRTcWb4PApj9NzglNzEbOrktZLDzrvedPMf5g9tWN18403/j1rO38gRPl/X4Bb2wLsj77w7OMf+ovPPjT++MGAzVur/OS3Ntm7zaMXjAIuY9WYbmiIojTRQ9gM4AmulLx8bIoXjlY4NrfIe29tc+uBHqPVGquNMpWmT63r0u5oWtnF7vY0nUDTCyy90BBGliiyxEl6hLGLNSCVwNEC3xWMVgVjVZiZNGzZ0GFyrMGXn4NHXnCQZoS3Xetw1f4Wj70WEfZq3HKVoNHtsrhS4ea9hsnRDiXt0YsVS80IZQRX7dWUqwHPH/F50zUj3HRli+ePKLAjXHvA5UfetcpXXwx54JkKh876bJtSzIyXGKuWGalCyQNHW5QEY+HQKUGSCKJYEMYQRKTfMUjoBoZeYOj0DJ3A0O5CM4CltmSxBYHpcffVq7z71gbf+xZDHNeYX67QbPu0ui6tjkOnp+gFkrWWpnvBY61pOL8YcXQuZnSsxU+8O2DTaJ2Dz39tfKVh/59bb7lNL612fndq/I0D+RsG8NdONzh8Tv5IZ+GRD50+8vXpkVKPy7b5HJ7VfPRL8KPvarJpqkQn8JHSweklBEGCVgIlDUpatLI4ylByBMudEn/64Ba+9kKT2y9f44N3r3H5zjYTo2VW1sq0uh6drpMBW6VHKAgiSRQL4jhd6lPvVppUag2+C+WSYbwasXm6Q0ybY+cjPvGwz8lzFUa9Etcf0Nx8RZOnjza4/8kaN17is21jh48/KFDCo1aNWGsHGAtKwFStQ7PlYuIS7759kT/9UpndCz7vvLFDGK3w8MEJosTnhgPTvPP6JpdsbfC15zu8fK7MS6dctoxLxmuCsidwnfQmlAKEsBgLxliiOLtZI0sQpTdyL4RuCK2eoB4IVlsgdI+r963xwbeucfuBhIlaiXqzTKNVotXxaPcc2t3BStALBN1A0Opa1loxF1YSrBPww++I2T41yeHTVY6fbfHYy/dPWxt96FvfebO1dvH3hJj+3wPgv/WRj9Fzajzw8P0/2G6t/Mq0+/TkromI/dvH8BwHR0t6cY3z8wElDyolQ2IkUqoM3AlKiWx5NjjK4mlLSQvqPcVKY4xPPlThqVfa3HLlGh98yxpX724wkZSIY49Oz6fddegGmjBSRLEkTiSJERgr0iqosHiuoezHeG6I6wScXwm491nJ8VmXU7NjKOOxe6PLpTsV1+5vorwlDp6osnm0zGW7YGaqzmqzxuWbJbGxfPkZj6AjGa3E3HNDjy88HHF2vsq+PQ4X1nq8etJh64Yxrty5xGMvt3jiVUEQuuzfOc7+rR77t7Q4cWGV4+fhmcNljp2sUNYCT0sqnsV3QMo0qbI2vVnjBMIYwkTQDgTNnqAZQWhijO1x3SVNPvjWJrdfnrBx3KPXG2Gl4dNqe7R7Lp2upt1TdHqKbiDo9iTdIPXdt7sx3V4CGLZPaIgnOXjM59Sc4eyFhDPLq4w++vnpjRPHfsV3x+Ijh/7oo+dOd3jLO378f12AP/PYx7nhu87xe78svvfVw+d+9atPnxm9/dplbn9vyEgFlB5hpOLQDcq0uz7WWjzHUvEtAoHKQK61QasERwtcbXCd9N+V3YRRX9AKHOrNMT71SI0HX+qxYazDB+5ssH9rj163zWU7LVtnFEHkkCSKxKSFIoFFSoOjE84sWE7NC9a6hs89Vub88hg2dBjzFZsmNNtnNLs2w2W7mxi5zIe/UGF1dYQb92su293gay8JROwwPSaplGM6kYu0EqxEaZdGT7CwKjhgy9x5bYvHny+xadLlxsvG+VvvWuYjX2rxzJEK7Z7DylqVnZtK7NvY4Ya9Lb79TS3mVlf53GMeKx2PMxcczp93cZRASolAYKwlMRAZSxIbxiYirjjQIQgi9m8NeP+dAdMjivGqRxT5XFjy6XRdOkG6ynX7wJYpuANBLyBdCYKEbpAQRpayJyg7LgePKrphxFI95sQCrAQRMyNz9JYakxe6e3/VK2+O7vmWJ/74N37nE/yfP/Zd/9Mw9z9NRbn/S3/MlqnLxNzKC9/50uH5jzzy1JlyowXn1iwfePs8P/TWgEZzigvLFdpdB2PSjxbFgl4o6QWSXijoBtAL0yU3CBKC0KSvQ0svsvRCSxBBJxR0QkErFLQiMMRgYkQcc+0VHXbOhMQxGCsyWiKQQiCVQDuSI2ddDh33qfiaqiuZLAumRiTT45pNU4rtGxP2bV8jESv850/XOHN2lBv3Otx0uWVycp7/8ikX14zylusV+/cs8+EvSqLmGN/7toTVcJU/uLfMFVvKvPUmg3Qu8J8/VWWmUuOmyzQ3HGhxYn6FX/tMGRFV2LdZs3WDZtOUZGYyYXqsx1itR8nvUCt3ePkUHDkncRyLUhYhDGDT/1mIY9gxk3DL5TFJ5BDFHta69EKHbs+lG6QrWi9UffrWDQW9ID333YD0/Gbnu3/OI0uUpO+TS6mzdcFK0OMH71nhe+4qcX5xnOU1SyC2dIS79Ye/94MffLjsiMVeQlLW/+Ph9z8lgv/+H32cF8+NqWb32fctL89/dO7CnH/9vjKn5iKUjPnjL80QRXP8yNsX2aoS1loleoEmjCRhpFAqvXBap95oRwtcRxE4kiA0eGFCEFlKkSGIDGFoqcUQRIYghjAW9CJJkHhEic/h4xVeOgyJtWRpK0qAI8FVqeej6sFlG6FWgpGKZKyqmBjVTI/DtpmAjVNrRHaV//zpEU6cHOGaXYpdWyS7t9T5+qsxCysjXLtTMlYz+G4XT3pYJYgTibCWOAmpt30WVhyu2V/iqr0tHnveZ8OYoOxXuWav4afft8Kvfsbw6vkqa23DWkuxVNdMjlYYq5UYq41QK0dMVSK2XxPiOTGOjlEqQYo0mbAIjJFEkWJxSRPFiihWhJEiiLLnUBJEkiCU9EJJEIo0QQ0FQWhTUEdpQMk5fX6EMYSxpRcKljqSTtLjR9+1xHfdUebMhUlOnfc4OWspe8fK4xvFx06fPt3cumnjtZ1u99z/DOz9Dwd4N7RCEN724jO/t+uhZxY+vHX0iP/um8c4MWuw1kFJQRDFfPjzM4xXTvND99SR0tDpevRChyA06FDhaIWjbeYhEelFcASBqwijFOhRZAnj9CJEceFIIE4sSWJIDCnfNvTBLQQoCVqC44CnBb4nKHuSSlkxUpaMjQimx2O2z3SoVtb49OMhDx8cZ225xhXbFNs3OlyytUci1vjyM2UqjmZqTFEt9zh4grTjfqulEyiuvCTiit2W+QsJS3WXbq/M269v8ejLXY6dV1RKEs+tcfkuwy/+4AoPvdrlCw9NstK0bJ9OqDc0ozXFSMWhWnaolCy+Z/Bcg6cTtEqplpTpNbCWtGBlBLGRxIkgjgVRLAljQRRJgihVXsJIEEaWMIQgSggjQ1gIHH1gR5ZeDEEk6EWCtUAy1zT8yLcs8GPvlBw9Pc7xsx5n5w3zKyEnL1SojR32xkY+Ss9suO3UYvnPf/E//U7yf//Mj/3NBnhn7YiOouB3X3p1af99jx3lHbc0ufaSAM+doFyqUi5pXMdwZElwZFZRqTQJIo1SBidIcB2NozVupPG0ouekkSZwJKErCCORXpxIEcUQRjJVEOKB7BcnhiRJ1YXEZkpJppYIIZASlBRoLXC1wHMlvieplAS1smW0atgwHjA11iK2a3zyUclHvjTBtO9zxTbBto0OOzYZtm+s8+knLaurPvtnFGM1qJYjFk5LFuse7s4UEFMjktFROHbKUm8a5pd9Ltnh8+ZrW9z7iM9EFTzXRclRLt8t+PF3LuLIRT7/2BivnffZ0IyYHo0ZqSiqJUW5JCl5Gs8FzwGtU4VJCpCiAHLSGzsxkCSCOCEDOkRJGo2jKEmDQmQI8+fIZLJjpsrkEmQk6EaCZiRZDSDpdrl8S4cwHuOFYx6nZmPmlmNOLVqWuxHfelWdcecZb7597e9UvZ06Trw/IY0zfzMB/lsf+Rx/9vnXPthafWr6/kfXOL1Q4+Nf0cwvN/j+t85z9d4OuzZVuP2qgJHJOvVOD+33GKu1kCJPJB0c7eCGCaGjccOUmoRRWkpPI45II1EWleIYogSSJFUSjEkTLmNs3sOZgTsFuFICrQSOTgHie1D2DdVSzGg1Zmq0y+TYGo8fDvnD+0scOTXKjhGH3TOwZcZlywbYt61JJ27y9KEaJeUwNaYYrcJoNWBsJMZ1NUKkN1c3cFltRqx1LI12zGLdZdtMlZv2L3L/Mx2OnK9R9iIc5SLECLs3K77/Lctct2+RP7y/ytOvjLLS1kzXYkbLMWVfUvIVniPwHInjCLSSKEUmH6Yot6Q9rMbQB3qcmGx1y6TF2BAnKbjjKKUf/SNKVZlenAaVTiRoxoJGDEEnRIddgjjm978c84VHEqSx1HsGt9TlR9+zwj3XJIyURuD0Yk1K+Z/ffNM17g8d/OxH9lzxbX/zAG7teUD+6ANf/uKH/uyZ1sREVSGF5MT8CJ/4ms8rZ9b41psbbJ9soFTEJZu7/MZflPjkVxzuvLrDhomYZqtEN/BwHRfPdQhCjeem8l4O8CiShHG67EZxpmknZNIfWeSWGMsA3GmRMovcoFVaMHEdi+8aSn5M1Y8ZqwVsnGyy0Ojw659z+PKz46zWK+yZEmybFmyedtkyLdi5qYd21/jThzUnz1XYu0EyVpWMVBKkDDi/ZPG0RAqwVhBGmu3TTZ4hodlR1JuWhdUSe7f4fPudDf78ay6nFzwcHSGEg7EVolhy7c4627+nyZef7/DxL4/z3OkKm8cEk5WEip/guwLPEbiOxNECrUgTZyn6aoIlvcmMJVVakhTwOcjjJKV0KdghTFKvS5gXj2JBN4ZWLGlF0I0MSSdgy2SDO++sc9OVPf7Ln/eYmlpAScm10wHvurnH1TsdwnCK47M11tqaoLMy8diLa7/y5rd+mzp+dvl392yb/JsDcGvqgPO3nn3moQ81ll6bPrDDZXZRUFqLcFTM7KrD869NcvBElZIOIIlI7BhnFiU/+2sVrrm0w/e8pcO33NhkciSg0/PpBi6e4xDGDmGk+4lSHCuiRBLHkigRxLEkSQSJEQOubQR9VmLTyC0F/eTVUQbXMXhuQsmLqZYCJkfbdKMuXzto+cTXR3j6lVHGXIfLN1s2jks2TLhsmpJs2RCya3Odl093+dyjU4wozdSIoFYR1MoRjU7Cl570qboWIVJgdQPNu28J+OJTqSem0TYs1jVbpqu899Y2Tx9uceiYS8WLUVKkIDdlemHK9b//zQ32blzkTx9q8sRro5ytl5ipCUZ8S9k1+NrgOmR1g/RGTiM55MKZyaiaMYMVLs6AngYIiBJBlGTATgS9WNCJBa0EgtAQhyGVUpv3vq3O97ylybX7YyZHJL/4w21i2yOONVp4+LrCheVRzi+VWVh1WFoVzC4kJCdfm57esPlD1994hzk73/z9bTO1v94AX2vUqS+HLK/oHzh29Ov/dmX2vglpQqbHywipcB0XrQVaxVRcuLBWYrVZohVBYCzWNcw2Y+aeqvLUwQ5/fnmL99/d4Z5b1hgfdQkDjyB2CCOHKNZEGdDjRBEnWcEmGQDc2Cxym4EcJYTNksrUx6G1wXUSPDei5IVUS10Sunz1eckfPzjKK6dGEJHHjjHLxlHL5KhiatxlZlKyaSpi20yTc0stfusLFeKgxJYtgtGqplaBWjlCOCHNboXRqkWIVJKMYsm4p4hNTCtyaXUS6k3F+aUSB3ZV+YlvXeNX/sTjzFIFraLsxtDEsU8vlMxMeFy7p8kVu9q8euY8n/h6ifufG2WuUaLiKaouVByLqy2OAi3Tcr4Qw7qwAaxJb7rECBILcSJS/TwRhElaJOomgm4C3dgSxzEmCpjwu7z97jU+cHeT2y+PGS1poqRMp6OZqCniRBMEHmutMicWyizVPRZWNAursLQasdJIWOs0+INPPTDt+vzbu2+5La6vLH3McRWV6vhfT4A3W138auk9Z08/+Wtf//pXa6vNWd57h0MSW1y3hFIOSjop0IhRIqHqpVp1JxZ0Y03H0QSJy2JQ4vNPV3j41Q43PNDm//qOFpduazI9qqiVNWHkEsYOcTwAeZID3EiMlVhL1umTgxukMKnkqAxax3hujKNCmt2IpWbEf/q0z6nFMZ4/NIo1LhMlwfSkZXJEMFFTTIw6bJiQzEzEbJ7qMDFa58svGJ57bZQrtgjGqpJqWVIrGyqlEOEEeJ5Gq/T9rYUkkXQDTbcXERtBq2totS2rTYf5lRo372tz04E1/vQBn9KqQssoBaTVxIlLGKU9npOjPtftbnPdnjbP3DHHmSXJH94/yuJamdkVD1dJKo7AzWmYTBPPfiDPqQppJI+tIDYQGUGQQC+G0FhIYogjpArYNNbliu3p9bj+0oRaSRPHFRptlzByiWJNGOl01kzPpdF2WV7zWFhxuLBsWVyNWKzHzK1CTxiu33qapx778oQ04tfuftP19Va7+7m/Skz+lQG8tXqYythG9eGP/Ome5w++XLP2HKcW4Iq9a9y0L6Tsj1LxK3jax1iHKCsSWCxagh9berGgmgi6saSrPbqJw0pY4v7nRnj8tS4VL+CH3tFgy0TMjk1dbr6shRZpi5gQKV1Jq5IyK+AUIjcWIS1KpJq5JQYZ8+opybOHNfc+XeXVs1XCuExVK6ZKlvGKZaxsUx28phkf0UyMCmbGYzZNddk4VefhVwI+fO80G0c1UzWoVRS1iqBajil5AY8fVfRCjVNJQWWtIIwlvlZcvbfLUwdHU+NTN2Gt6aRgWB7jJ965wOzyCk+9OIUjARFhgDjWhJFDEEraXc1Y1We0VuGmvR3uuKLD99y1xOFzhi8+7fP04RJHT1aIhSYIFJ1IoYRECLEu8cxqAtYQG4s1BkckjLghPhE3XdNm58YeWyYjPnhPQMmVVEoOYVim0XKI8hU1O8JI0Yscul1No+1Sb2oWVy2ziyFzywnn67AaJtxw2Qo3XNrilROGzvJXak8+Nr9n013fp556/nBy07V/NU0TfyUAf+TxV3jlxISbRE/9cK0c/Lteq8lLJ6Y4tQrH5lrceUWD73jTMpsmeyBGWW1WWdQC14GSm9IGFQocZfGT1FcSJFkUSRy6iUMn8Wm1Ev7tn45h44gNUz0ObOsxMRLz/jd32TYdEkUi49sSCpGbjH9KaRBS8KmHSrx8ooLQmjNzZc4vlPFLihFPMFqx1HxDzYdqSTBSVtSqirGqZmIUJkdjNkz02DzdJLFrfOrRGt12hUu2WGplRbUsqZYMVT/GcUK+/JRP0JE40yAzMEWxpFJSvP2GLo+8YGgHknY3odnRrLU08ytlLt1Z5f23N3n+1TJnVqsoaYAo48sOUaIIorQw0+6lQKqWylRKAZdu6XHjvh7nFhucvrCGdhJeOqn586+XEUql4BZy+CJaAxiwlihM2L4h5gNv7jJZS9i33bJhApLYIQirxLFDvekQR4oo0VkepIiiwXMvVHQDTRCmiX+zEzG7HHO+kTA90+En71zljstiJqsVNlZGOHiiRaJ6/27y0FOdG6858JG1pUPh6NSlfz0A3qyfpVxa3Hvs1Oyv/+nnn5TCGnZOaaoezK2N8OlHKtz3TJtvu62DoE2n5WB6aWbv6nStlMLixCkHjEwK9DgRhMYSJoLASIJEEhqHyMBSu8bXXzZYEj77dDqyAWuyI6/iZRKZEAihEEIilSKONNJoHC2perBzylJxDGXPUPag7AkqJUm1lNKhkapkrAYTIzFTYwGbplok1PlPf+Hz2MFpdk/AWDmL3mVJtRRTLoVUyl1KpTKekiiZcXBSOhBFDr2uoBsktAJFu2dodU3aMldxmV0Y4bYDAT/9nQv8hz/XnF3zEMJgbYRJLFHsEEaSXuDQ7iqqXU3FdymXfMpeGd+LqJZCrr0kxHUirr8k5oN3d9AqzopABiHsMCnPKJ0xEiEknqMAl16gWanr1LeT5DlPdsSynwOlEq3MBABJGEksUPEtl+7ssXXrKlaGvPe2LmXHZ7UxwdGzZZbqPpumWvSaj8nZs/6vt9vBo3HUfeWvApv/3QD/d7/2SZ4/6pbGvVfeVxGHxN1Xl7iwLGh3YhxtqHqGDV3BSmeEz369ipaGbZOGTWOphOXovJJo0SrTrk0K9NjYQWZvUn6YHoLQSGIrSYwmMh5JJnsVH/0qpQAtRFqpVOCXLL62+CrBc8DT4LuWkicouZJySVL2dQrwimC0ahivxUyMBkyPt9k0vcKH7zV8/P4NbB1VTFYNtYqiWlZUylAuJVRLERdWDCcuePhu+v0gd/oJeqFm54xhZrJHs+fS7dksiqd+62rJp1oe5YN3L3Lywjy/87nNaKmxGBKTEBtLFGuCUNENU1NUx5eUe5qS51DyEhqtNMdwnQRHJzhOgpZpo4SUaTlfZEdqXRGAyEAuaJjMZWnSvCZJJMZIYjPId+JE9BP8OJEksUhVrUzRwgpKfsKuScu2GYGUHvXmKHNtj0Y77bpqthWtC+Ocm4/oPvOMeO89rfe96837Tpx49VPd3Zd9xxsL8J/6QMs9eW71H33uKyv/SJV7cssGDyk1ay1JuZOkF7ubMFkzxEk6ON51LEqm+qyyqRatFOgkKz6YVJNN8qqbSe2f/TJ75pRLtVzRT5SKnBvIKnlpYqWlQUsyDzk4SuBom+rGWuB7Et+VlDxFyVdUS5Jq2TJSSRitxozXAibHOmzbsMLTRwP+9KFNjPkeG6qGWlmk4C5JKr6h4sdUywFPH4GXDpfZM2Uz3jsom3cDxfX7LJds6/LMK6N0Aku3l9Du6gzkDmW/RMkf5bvetMpLRxd56tAMWIUxSWqHjS1xZPt+km6gKfcsJV/huwbPdfDcBE8btE5wdGoxVir100uZrpyIdFhSHhYGyXlqITa5ImVy+bUgxWaqVWxEqsBk1uNcjcEKFLBUL9FoewhhiWJJN5C0uopmW9BsQ6Mds7AS4/mRnJ1d/L8/9LERtxGWfwkI3zCAX1jsyIWg88+feOk3/96eTSdck4wgZcLMRAqYkq8pdyXtrqIXJESxwZisPJ6F11yL1VkDrUkyyapffSSNzhnITVaJy4sV1loKlfehFTcvVecFHSWziqUCp2/aSqt/nqvwPUXJE5RLgmrJUisnjFRiRqsBEyNdNk3VeepIl3/+Bxs4OzvKrknDaBlqJUWlpKj4UPETSn6E6/Ro9CxKKhxlkXLwyVIASKLYpVaK6MSGTuaz7vQSWh1Jo6Qotzx8r8qOmYhf/OEG/+yjkicPbcCiMNaQJIY4iQljkyZ2oaLrSUqBwnclnmvxXIWnDY6T6v1a2RTgKgW4ymiKEHbYWpqV9m0WRGzmZUkywCdm8JwkZKBnqP6QGJHzRHpBShMTk1aeewG0e9DqGJqdmFY7oRsagtjhEw+cc995V/xjeyac/+cNA7i1axgT/NLXvvrwz3zlkWV/97Ye33VnQKdbo9508T2HkpcuPyVP0g1UWhxITAZQm0UK2+8OTw1Btl9GNn2NFqzJ/l1mAS0erAN4RruzxDKlKEqKdJVQZGV5gaMlnpsOAPK9dCRDybNUfEO1nFArR4xUQ8ZrXTZNrfHU4Q7/7COTHDk7zvbxVGGpliSVskyjd8lS9hPKfkSUhPzRA1WkUjjSosRAJjQ2X9Ydvv9tdb7yXEgr9OhkAG93Fa22ouFpfNfDc2rs2xrzr35khX/6EcETr2zAWEli0vMZxanRLAgNgZ/aXT1P4DsCz00rm662/YqtVgapUm1cCps2SuQAH5Q8gSyIkNYSUrUlS+RNAcwWTL+4ll+7rMhmRf86pzd2ar3NmybanYRmJ6HRgdWOYC2K+Y67Wsz485Pd6JpPn59fe0oI+QubNvy3FYH+mwF+38Mnsdbc9MQzT5Su27eK5zdAhuzaHDC/UqPklyi5Lr7r4LlZL2QgsuqjzYBsM7ph+xU1Y4uv6QM+PVE2i9rkdmfsus+VAzz3YOSVvDx6p4WmFNyOI1P/hivwvXTmSdlLqJRScNcqIaO1LlOjDZ4+3OGf//44r56ZZMuYYKJSoCa+puKn/pWSH1PyQhwn4PzKGE7WYpfKcoMkM0kkcazYOGaJ44hm5NMNLL3A0O0ltHqSUkfhuw6u4+PoEfZviflXf2uJX/g9eOq1aRIjU4AnlihOskhuCDyDH0p6rupTMMcBR6cULfWppPKszLXx7Pl1MJ7SFbKiEKJfHDJZcSivFveDUvF1FqBMIlJDV5RO++p0845+S70DS23BfAOmpxqsNDs8/qrnXXbJkbeWxKviv2dG+X8TwOfPfowNW0+U//Y/eM19+XiXuVVFO5rmT77e4cfe2eCuq3uMVGss+jVc18fRLo5WuFrQC9MlKortgHZcBGzbj/I50PMo0I/c3+CzSTEwUUlJyvMzcCs58JM7mUzpO+C5hpJvKXkpfy6XImrlkNFKl8mxBs8d6/FPf3eMg2em2DSqmKoYRkqCqi8p+4pySVDy05sjLfWHPHVI0O65+IrsJks5eN6EkBhBFGsqvuLmy1o8/WqNTpTSlG6Q0OkqWp7Cc9MKcMqfR7l0q+GXf2yRn/tteOLQNJGRRMZkzdKDHszAlXiuSaN35k1xsps7PchoyoDGyazK+3ogz4tCNgd4Bvikr7xw0cprMi9Q2j6XOhN7oUmVo046o2apJZhtCKzu8c7blvnRd66xc0bS7SUsLEsef+Q+95n6m8r/8aOf7PzdH/zO//EAf+SZo5xe2zX63KHf+6233bD0prKwPH2ozFwTjpyq8QsfHuH7v2WJD75llcmxEEeNZX2CLkKo1AMi05MdJ7k3+3WidgHQpkBn7CCsDPNukcqOQuYcX/TBnQIcVOYYdDS4DriOwXczg5WXUMroRbUUMFLtMlZt8uLxgH/6u2O8dHqamVHNVNkwUoKKL6iUFOWSotyP3gm+F1Mt93j4JZe1hs/Y2KBMngPGmKz7PVFMTyjuvqrNw8+atIsmNAWQS3xH4jsaR7toXUJKw6VbLR/6sUV+7rctTxyZJjKaKHMAprbXNJJ7key7C10t0TozYUmB0vm5of/58pswpyoid6UxKAitP0zhuQjsfIVOMsEgSixRlNALLK1eCu65umCplzA60uAH3lrnh9+RIOwYq40KC6tVnjjocGKp/aZ3vf3U773/3d/7kz/z/a+tCXngfyzAe61FbFT/uY9/bvm7S3aJkq4xNSLxNEyWYKVT5nc/v5X7n23wLTc2eO8tDcZqmm6oiJI0Gxcy9SHHyYCvJQW+VuTo5htF7gzpeUWuz71l7qAb8O7cMagVqT9DWxwnbSz2XYPvJpT8mLIfUfEDquUe4yMNnj8a8I9+e5IXT25getRhupwwUrYZuLPo7UtKXhr9fS+m7IXEJqAVegglcfII3ufgIlu2M804cqi4vdQuEPqM5SDvJXTcNIJ7rsTRGkfnG9BaLt9h+ZWfXOAf/qbhicMbiIwmSARhYrIoLvAjg+dYXCftXdVZ3qFVahFWUmbnJ+vKz58Lxqz+jVnMddaBux+ECoEpB7cxA19+FFmCyNALLCttgfADfvSeRd59fcD2DSVW1tKhTc22S6Pt4HuGA1vm2Tvmf/fs6ZdO2CT8hf+hEdzaV4HN279070euuH77EkdOTbPWShsCfNdS6RlGSobpKiw0xvjNz5Speiu85eokk+pSA5AgA10/686X7eIJE4VIMahK2uKamUftYlKZL7dZh47KkimtLY5Kge1q23cP+k6S8eaIkh8wVuswUmnx1KGYn//wJC+c3MDUiGaqlDDiW6oZuEt+Kifm4C55Cb4bU6uEHDpteej5Cq6UOMpkSdyAR+a8NEoUsdHceW3Enl1tTpwtMVXOe07THshOL4vCWqG1g5I2KxpZLtsOv/zjy/zCbxsefXWKXlRKi2GxpZx5uD2HFOQ6X71MRlEkUiX9FU5JUQC4KICci/jKAOR2GOB2mFYOBIMM5PFA3kUY3nJ9m596l2C5PsOxsx6dfERFT9ENJSNlS7szzR9+vsu2XU9dcc+3/tT2R188eeb2q//ye3v+pQF+5Pg8p2fHd6wuPP4fZy/MvUfpJa7au4GFFUm7a7K5G4ZemBCElg2jllbgsrI8yanzLlKmk5rTSUwpAI0a8Lb1oC5Gh4siSBpbsgi+DtzCIlUuC9rB/JQscrva4DgGzzF4bozvxvheSNkPGB/pUG91eOQV+OU/nuHl45NMZuAeLVmqJUHFF32tPFVeTBq93RTgJS8gTBJ6XR9fpTeZFIWln5yziizR1CmX10GqLkSiAHCD62ZdTY5EK4WSTh/gCLhyp+CXf7LOv/2TmCcOTzDXqNGrSEYTSzW2+NnEAc+xmfafKym2H71zqpIDvP95sw9dxHmfIWYXZbCy2kHy2bfi2gEXz6I5FnxXsGuDYKY8wQuH09nuue2gG0h6QTq/pd2BpXqCVatstaX3tOafTm679pq/G3bmTrvlv9yeQX9pgHebJzBh6cazZ46979ChFSqVUXZuNGyYELS6+SAdSxilE6gSk4LMd0osr8FIJekDTsr8y6f825q8YGP7NOT1wL2eFeYXIR33kEdvm9GTrFFZpZFba4OjTTZmIumD23MzcI+3Wap3+dAflfnck1Mst8eYGpFM+Rm4/ZR3l7PEsuRJyp7NInjKvX0vBEIefNGlHrlMeAz5sRHDK1SSpM0PNU/z5ms6PHUkpBV5jETZlIDQ4AapV93VKcC1sijpIGRaoMHC/q2S//B/NfniU11+6fc3MLs8RndUM+oKqrGhHIMXpaOXXZUONHLyRFOKfhKcPxcT9eKNKXJZuxjF+9eqAPaC2pVSl0HAgjT/qZUU3a7LweMim69I2jEU2f53b3cSwjhm+1SJhbPzHB458r5qqfpH3V739F9pBO90OpRKpUtOHn3w74w7T/Pm6ySNtsZ3DZFnKXmDbuww8yMYK1DS4ntpGVxmkTQ9STajHfmJSF/3s/OsIvm6tCQ70XlkycvNuQqQ30CpDGazGSopuB2d4DoJrhPjuxGeG1EtddG6w8MvJfzel2rc+9g0oakxXRNM+iktSSXAXCdX2SGyyF2M3hFaBzz+2iidULOxnH+e9RE8zztS34bvKG66tEtsUoB3I0EvV0PCdOSao3OJU2VATKuPKdgEk6OC776rTdWb4/e/1OWR1yaYj0p0fEkttlS0TUGuszxE2SwvsRnI83MoBt5xCZJBFC+qdcVL0o/mrF997dDP+bVzhCCILIsrEU0vHSBqLX2lJSjc4EkCx896LDVjnjl+kOmNe//O2+++7YVer3vM90v//QA/evwsjzz8ECO10U0vvnr6jpcPNfnutwZcsq3DylqJXqTpBaknIgjTLu04SZdgISxap5xX67RULsRA4BuAu1BMGAJ2QXooylfCrqMmeVUudQympX+Teb4zcKvUi+E5Ea4b4Tsh5XIP1+3wx/dr/s3HpjmxNI7j+cxUBeNeQs2zVDyoZB32JS+tdvpZQSj1ryTZSpDSk+VmQjt0cZXClbafYFL4Krm9IMl8HGHsUHJ6zIx2WetU6UYiG7eW5gqOk2QyXz7dS6UAH0pcU+fje25vc/2BJX75D3t8/MtTrMYVOp5DxZHUdOrB8TS4in4zhM6LPtnKJ/tUZVAAKgaVYbLyetH8YtWlvwaLvIPIEMWWdi/Nz3IaE2Z9oL0obWzuhrDQMkyM93jf9auYzpE7nnhCbeq0146trcwyOrHlvw/giUnYe+DGHcvzhz5s2oe4sDTJR79ygb/77Uvs2FSl3vLp9lx6oSYI01km+Si0HJc5Z0xHiw3mdeTRzOb6ar+II15X5xbYQTTJbhZZBLi0KGnS1aIfuZMM5DGuTimJ5wZ4TpfTCzG/88UKn3l0gpMLY9TKDuM+jHkJVc9mpfcc3DIDt+wXhfyMe3tueuPUKgGfflxz7EwJX4m0YpgrKAxQ3h/jYFMeHsWa/dvhXde3+L37JmiXNbUoHWTkhVneoAxay2xsHQWQO4Wwmq4K2yYlP/99Ha7YOctv3zvOyfkRVuMSHUdTUYJyBnRX2vTGyVSm/uqXn9dcPiTl54NKp71YJ88DU87HX4dq5gAfBCWRWogZHjUXxIJuNrRpuSOYHG3yg+9oMOpM8MAjx/ie7zzw4bfcddM76mvN/ypV+aYA73YjfF/zwEPPb5k798ruS7aeZfdWw8fu7/G5xyO+563LTI97hFHaHNwNXIIw77BJ3Wb5F19fjOqrI/2fxWC560fxPGzbIR6YA1tkU2alzAFuMtUkj94Jjo7Tzh0d43kBrg5oJSG//kmX3//iDOdXRjGqxPiIYty1jLiGcha5y/3yvcx8Khk1ybTzPrjdtHoZRCHHZj3aoceYl6k4edEpVyVyENiCJyXS1CqanVtClNejFVbpuoJSxkfdjF45GUXRueoh1DdIXhVTIx1+4j0d3nfnPL//xSa/86kJlrsVutrH14qyFpSUxYttGs1lSlW0HNgb8irnRZGc17+efcCvu47FVXkQrNJ/aElXssikLXLdSNAMBe3IQhJSKrV575uWGakYPnrvKL3OHLff9PzubRvllg1bbjxtTYyQ3xjG3xTgnfYCjqpMTY/rT/7m773sbJ2xXGgp7n92A5/8uuVrL9XZtaHHB968xr6tirGaRy/w6fTSvskc5Hl3TQ7aYsSm+JrXj9x9I2d+ojNgD9ETmbnkVJICXCdoleA6Eb4b4johjV7I4y9L/vj+Gp96dIJeUsV1XSZcwahrqLiWsmcpuwNw+57E8yReRk3SwlCmTGQAd5208nnqguWR58qEkYNXsRclmPmjX+bOrKhhpHAczd3Xt/jTr7Y5Mluh66ejGQLH4sbgRAYnNCgl+05MKeRguE8O8FxjN5Kyp9kw2uUffleHS7cFfPz+Ks8eGmGpW6GnXBxH42tBSYInMxk1l1elTesJggLIhz0r681Zhaf+53k9kA+6+nPrM3RjQSsQdOKEqtfhsl0tvu/uOjs3JNx9jWG56ZDEa6ys+cStF51G5/ZP2sXWVVHYWvpmGP6mAJ+YrMm1xWM3NuYfGblml8sLx2Y4MZ8w4YOn4LGDFR4MI/7iiRbvuXmNb7+jw3V728xUPLpBSl3yfkmTDbgcSIFicBJyL3Lhzh8y/qQ9Omkk75eUTd/uKfvjlJMU4Crp0xGtIxrtiMdeEfzBfTXuf36E1UYVWfKplhSjjqXmGsqOpexaSi5Z1E4jd8mT+K7CdwW+S+bQMxm4DZ6T8m+lA47OwvmGnxZWMn47XDgZ+GfSPsgU5LGRhKFmQ01wydYuB8/GdCKnP2DHDUnBp/LJunmhBuS6zpz85sllyChJ/eEfuLvLPTfU+doLLT765RrPHqqx0irTkC5tV+MqgSsFniTt4ZTpLnVKDG5SJTLb7+tE8Iv8K4VI3leOsuudZKtXaAS9BFqhpRvGjHsd7ryswbff0eKdN8ZMjbp0ujXOL/r0Qpcrt/ucnC3z+AuS504+MvKWN9sbLz+w+z6+yfCgbwrwpfl5r9kyv/nCa6cq4xNttm/2iWNLs2NoB4JOSdAKHeq9CT72lRE+91Sb77hthffc2uKGfT0mRn3aXY8o1iSJ7ne628x+OXSX9/8onLkhamKHDPopLTEZ5zbpWGWZ4OZqhoxYasU8/JzmS49V+dwjIyw2Kwjfx6k61DSMOGknT8khox1QckV2yMxymvFuV+Dl0TsHuI5x3RjfDbE24sHnPc5cKDE5LnCkyXisGDT6FqKdHbKbKrqBw/YNgruv6fCZJ0PakUM3EviOxY3TKB5EtrBKqb5ejZBDNCXfUrHfqGBSvb3kBXzgri5vvX6Fzz7a4ouPlXn45SqLjTJd4dJ1NdpRaCFwpMCREkfYjGpZFKJADYflw4uCecEMlwc0Q7ZxVh/cll4QM+61uf3KOt96a4f33GoYq/o0O6OcveDTC1y6oabTdWi0XU7ORax1OkyVjlVGyrf+5urKwqVA9/8zwFvdiCAIvvfrD7w0+pUnutSqAWEkcbTDeFVQ9tIkaCyEiZKgGSpWO6P87r0VPvv4Gn/7PQv85PtajNYiOl2fONHEicKaImUpgrxITsRwQlkAthD59iUGkQFc6wRXR/h+RC9IOHIeTs8pPvHACPc9W2OxXgHHR9ccykpSdSxVbSg5lpIDvpOC23fSmYSpzVQWDpH9vc1Abvogd520Pe3EnOHgKQ8cJ1vmbaFEL4ZQUJTTkkRkako6zvnynQEHtrQ5fL5M1xeUY4EXWQJFJu2ZLHrnakouQQ64Sl9nz6RIY1Q2fcChFzqUSgE/+PaAd9+8xleea/NnXy1zes7n8Pky4ZpH7Gl6WiOVTMv5gM6e80jepy4Mkv/1KE8BntGmzGobWQgNxCbB9ALG3SY/+a3L/Oi3xkzVyqy1KpydT+fg9AInq6+kCl1iJNs2RmzaEOHpJiJ4lZDKN4vR3xjgzWZTRHH000sLJ0Yv21ZlYbWUJjte7oRLS8FBZKmGUAsNox4seYrzaxP8+08ohDrPT7y7Q8U36Sxuo9Ou9xzkCFineQ8igi1wvrSokVISk45+kAmel05SjZOE+RV44OuaE7MlHnq6xPl6iRNzFfA8VFnja0VFWyrapCqCkw7O9510XFsK4vyQ2aEygJNx7gzcToLnpNE7vbFCTi3BodNlHDksD/YpCgM/eF8bzpUUk/U1xg4Htne5ZLrDKydjOrFDNRIEGtw4HQutCgCXUiCkHIrkMOC3A+tq7j9P6WKUOASOS60U8v1vC7j9iibn600efMbl5DmPrzxfZm7FJ+k6GKmJXIWQ6Sa7IuvKl2QVT+jTFooLcCGC55/HYjHGYE0CccCI1+In37PC3/nOGEeOMrtYo9Eq0e45dHqp9NwLB+P5jBVoNYKxVc4sC1rR4clvf9/3/Z1G/fSvjIzteN307RsC/Df+6F6wMbpznGsulaw2KiytOnSCrE0qMelzPBDmOz2Lpw0IxdnVKv/+YxNsHg35wNu6eDIhiTWJUVgrs8RSFJIT0f+TfsY+iNp9KqISHC8hSiwnzwkOnlQ88HSZV065vHaqRDPwCEIPHBdVc/CUoKygrA2lgg7s6dynkdtmU1+4l9ES11W4rsxuADvg3k6SVhadlOf7boQ1IQurksB6aC1xpUUXZLZ1AbwP8sQO9zuGsYNAMzUeIlWPduTQ0SJVOqKBYUwrM1SBlLlIDZAPO0L0A0neWpYn/U6i+uMnOoHLzFjItg0R1+4K6IZdfuhUg1dOuzzwlM/BUz4nz/pEsQJPYaUCIUlkoRpULOavJ+Oi8IUxYNI57a4JeO+da/zd7+/g2THOL9RYrFepNz3a3bTHNIhkVt1Mp2tFcdoosVw3rHYCQlYra4tf/25Hq1/5/xTBv/yVB6g3WurJ514RLx22rLYD7r5KISjR7mZvmg25DJPBBNJekAKgHqRJ4eKCw6l5B6M6eMqQCJ3NLCkAvFABSYtA6fwSR1sQBiEtUXbzCAGnZyV/cr9HJ1K8+JrP8XMey22XIHFBu6AcVE3hSkFJQVlZfEU6zkxlxiOVRm3XEWnRowhuR+JmtMRzwXPJVJO0ZO5og+vEWUU0ouSHLNYTHniiSqPlMTYi0JkWn5u+Xs+vb23WQNDn4pIgUExOKO65ucdXnu1ytlGh68iUpmhwYosT5Zp1prHLJJULKc46GcizxurCe6RAdxNFohWxk459iCInlVKdiIobcfvlMTddGvDeO3ocPSd56ZBDN1R8/IEyp+YdEJJOV5OEKrdvYnW+9K6TjIq6qDVAAkmCJmLHxoCZacPqvKDT87iwXGaloen2yCYG53sNpUWhMDJ0ugnnVwxvur7NtZcIXn5lXkxtvEY9+fiD8c23vvkvB3AhYHy08usVFVy5Z6aMDQSrDUG1nOA5Np3imqRjd+N+d3Uq1M9MJkxOt7hs3zJnzvfwS4auFEhpsDIEk9fC1l910R/O0+gIXnpZs9KUlHzJ04ccvvCoTy9S9CLFhXkXIzSRdTDCAa0RnkZLiasEvrT4GbA9ZfGUTT3gOtN89SByu3lfZh/cKuvRFP3o7ToG180NWkk/ertuhFIhX39B8ZknqyhXp3LbEP/+xhE818KTJFc8FL2ew7tv6fK5x5t8/MER2rFPJePhTs7Do7woY/vdQkLIPsDSt5IFrl8AuMk64HUayR2tiLVGx0kKdJWgVDpIf8yPuWVfzM37IqwIeP9dHXpROs7t8496PHPIpeQJlpuKl15xaXZkxpJeD+T0o7g1lpI09LqCR5+RHDtnWV1T1Fdl1taYz0c0/YGgcTb9NooM41WJY8c4ckqiHa7cuL3269byE3+pCH5mtsfYmFd79OHP7Nu/s60u35kQm9R34iiT9RMOjjw6mCwCV0oJe7Z02LljiV7c5Q+/WOJn/uVYerVt4ctefFtlE18Fa23Fswddmg2F1DKdiWJ1GpmETlvwpQapkVLiSJGCWVo8aXBlCgRXgasGM/pSkItBw4NOGwHyxuMiuNMIn9lqnTyCJ4UjxtMR1oacX3YJAx9vROJmZW+VufKGqph5Rw8MSab97nSjCCOHsapi62SIK3p0Y49uLCjpdJnOPSR5QUvJor1V9t8rfY9MmjWmMATfZB3xA2oUx0lWN1BpgUzFRHGCitJaglYJUsZsmTTZimG4dFuP0HaR2tBoCJ49qFnrSFSfsRTUsXVAz//6hWMOH/j5aRrBGDtmHC6dCSh79IeU2mx6QpLkkxbSZNVRhmcPCYIoYmqyqQ5csbbvrW97b83ablOIYX/KRQD35CxxV//Kg0+euKvZuMDNB2Ku2eMQRh5RPBhuGSeyX27OS/KONlTKIaO1EG0101OGhTXJZ75cpWskQskBmIvLRT56Kr84QmDyLRfIPKdCDZIcKTMpKwd1VnaWZBu35rpx4VlnnfSKbOs9+uBO27oUbgZuV9O3mKYRPIvi2uBm1VHHifC8iHPLhj/8SgW0iyPFIMHs0xNxUQQv6sO5dJqCLR2sE0YOH7yny2cf7vLaQpV24lCO001pUxegHXTiqLwmUEj28nPZZwayYPDKD9O/jlornCSdl+JkQFdyUDRLfePZa2GywUEJWliETZgsG77lNgMiGXiNRF8kLPyc2ywMXeD8Qo35RRdGXJY7ktNLhpqXXq9Bg3ZWEEpSibGvn8cxV+9rsXfnMo49ctfps7O/Ymzyf/5XI/jq3F+glHC3j53lo4+N8rUX2/zm31/k8p0Oaw2fINKDAZdZ8caSDrV0nQTfCxgbaeOVAh54zOP+p8p0tJsmJ1ICcpirvQ7AU6NJGgqElP0WNCXAEWlZ2ROpW9CR6c9aknkqsu7x3EikKcxBIduZbdBVPwC47NMWz7X9ljbXNYXBOTFOFr1dHSFlyJl5wVLTR2iNJxmiJ7L4tRhYlIrUYQh4mdIRxg4TtYDtM10Ozwd0E00vAS8ROEk6AUwrUDF9ZWlQQldDnQr5oplO2rWFDqqcGhl0YkiUROl8+3KVmdUSpDLZSmEG0mwGcpG/N+mULJFNy+oLBJn6NbA35zKvoaQT7rmxx/23tbn/2RKr0gUUI71U3ervTEE+KyetePYiQb1luOKSNX72e1s0G9N88dEG5pkvuq/HDi4C+OPPtkFApyN523UOr8z5fPqxhFqlza4ZB1erwkTXNEuHNOnx3RjXCVjtBnzmEcG/+sg4Lx+vguuCVP0ovB7gxeYFhEAyKBGnU6nAERZHZKDNKED+uv+7LNgPrKD0G2xdJVKwD4Fbps9uDvQ8+czAnXf/aNOnKI5O+anrRsREfPHxEgtLJZwRhVv0cBQVlOE1axBZC/y4WPTpBekE23fe2ubxl3s0Y5+O1pRiQ5iV05UcGKJyw5kQhkHnUJ5oiqFIaEw2U8VCotL31EYQK4FOJFrJjKYY4gzog2Ka6RfYpDSFwlv2OrfwisFzv7ezX6hLAR4nCVfvCfk3P1XnX3/E8rUXY+ZXqyxpF1+nChGknzlKIDIGExscN+LA5hYfuGOZw6c2cej4CEkU4qul12W/QwD/zOe/hu+Vb3vi6Qev9+Qsd1wfcpde4+d/2+XZl1zedlvA1GhCt2vYs8Vw/f4YV6dXrNMT3PukptmDV05U+NxjNebWyulWwcopaKipx7ioDaea6uBZCYuGvtSmspJxOt9kwHFVDmyZ7iefj0IoArs/B0WR9iO+HsDzhDPn3TqnJTbj28NecteJcJ2Q+Ybh+eMl0C46oye6YFCShe9YRHiqIBX804a+Hp5r4lHkcM2egInRLo16mU6sKCtw4vS7qMSmR1QEOCnI+28k1zk1RdY3mdFLZUiMwDGCREkSZUiUIM5AXjSv5XYImYO8AOrcMiFIo/rAr2LTVDf/bORV6JTiJEZz6daIf/d3Gnz+8YCXT3g0uh5fe75EuyfBphXmN10asGdzRNRLmBiJecebOvgafvbXLJgON+0PuWrP6PXXX3/Pbd/33gcfO3DNm18f4Ds3tXCd4FtOTjSv/uQDXR47LPG8MnNNn/kFl8dOJUgRE0eGnRtCrtwV4qjUBtAJBY+/4tHsORjjYnAQnkorYRm9UHkVDDuoggmGfh6Aw/Yj+HoLp869EZkHPLd6ps3FeadKSktUv3tlAOy8+TaN3hnn1vT5di4JphF7AG6n706MEETc+6jH469UkZ7GlSKdv913EA7a6AaOv/XVzGw0Wj+Kp4lmYhTdnsPNl3V51+0tfufeKmHi0U4kfpJuAqXlwK3YpylSZlG8+FbfKJKD0bI/cCkHd6IkSpk0okuZjZYwBSty0QNkByAfqjbnETyTftf9nPuHImEIVcJ4NeYH3x5hbZt2r8WTrzp0g/QLaAWX70rYtsEShAqQOK7P3JLib31LA8/t4knL2eXoanm09S2JCR973Qh+/vwspVL1nmef/vL3NVYXcWyZo8cdOmHqS9g8CWHiEiWWRAvm65ZzTzPYtQzQGrSTj2tgCNSqAOS+MzAHeHbHywIoJAPPQ3G0QR650y1I8p/JIjj9NqyhKJ51wzhqGNzpOIV1kTvr2XSz9jZH5w0HceGICIn4swdrJNZD9auXxQRz0NeYKxtDHDzbjbjfrmdkOh0qyZNNjcDhA2/u8EdfDFgzEd3Ep5sInJh+FJfSImPRB00qF673HsmCNCkKIBckOuuAVxnItUWZlK4kyqKS1MGYVo9l35o8kCiL7s6BjblPT3JO3qcp6x2h6ZiM3OKspOGuqwdlP2PSvZfqjfTGT7IpttZK3nRA0Asdjs9qlpbXuGRP8/ve9pa7H1pcmPvK9IZNwwB3dYSWwR7fCXcLq7lil89kLWZpLaHdM2mnTkb2Y2NJbD7VSPRdYsXiVX85GvrdsCacg1z2l68CwNe9Xs85c9AXZ3soJQZcPHPcDQ27yYCtlRgoKX05MO24d7IOJCfv4cwity5Eb88Jef645Nicj1UOSkpcadDrfRoFAr5eRckP0x+aIwp6dQryKHbYvSniwK42Tx4tESmXbizwJTiJRcciCx5Z80Cc8XBkSheG3lIUorgoUKO8myZXV1K/SwrurJ1N2QK4cy+QzWwCeSSnv3qIAiXJQQ0F4BcxURg2lJPofHWz61Y3k8uaJp2Q1u64zK86XFiChfkuc/Pt3fVWsKfTDr9yUQQ/crqO64Ycn6szPbnC1o2jPP6SRxCmUTCObSbTDFr/87l0g27qgnuM15e91+8TM7SUM7ysq77neyC7DSiLSLvnxQDcaZIp+t3iug9uOQTw4vCftNuePrD71cp+5E5wdVrYSbuCIiwRf/5gmZWVEsLTqe5evAnXe1CKV7RwjowZjqpD2rRRRJFmclzynXe3eP54jSDx6SiXUpJy8dzOqiQZuPO1wmSaeG7MzajKOj4+aPweTDdID4ky+Ypk+69TIMshLp6Pvk6BKgcr8hDIi87D4VY3QaFl0Q5omzViOAHvN3Pkg0vTeZfLa4bnjnaJbIvxkSVcO08iB+bCPsDXzn4W35OcPbXC5x9XbJpsErSh6jlU/dwUVBiMaYtzLwYAT/od1IPdhIsXNRf5i88DumKHonYf6P3JS4Om2OLMwT7A+1E8pysSpYcB7upsAJCTbx2YVTi1xemX4k32Ohk6tEo7d147A5+8v0ogXZRUWfVy+EZcX8FcX7ctdrwM8/CMiyfpRk5eovnOt/X4g/s6vHyyRKQcOlLiJiZTjwQysYXzY9P2sr4OTR/kdt2+RcVInhjQfQnRopN8rIRJqVC/bzNdMUTeqCwgLvLxYgTPte+CBr6+2GUzCTO3LSTrVKV8iGdi85HNg9VOCti/o8X2rYtMjyU8+coJ7n+0g1bJMMCtPQHsKv/G7/7azldPLqFMjcaqw2Qt7UlMR//mQzAHY9bSnbnykceZJbI/19sOlkD7+tG8GNHXJ2XDFEX0gbN+HLIsROw8ycynNmmdb/KacW+1Dtx5+d7JG5NNOjOk3yKW93TG2RGhnJBj5zWt0AWlM3pi19ljL/5eQypKgQ/b9Vp41o0zKPxoKo5g3+YeLx8LSYxH17j4SZob6YyDK5GWstPCUq49G+iTxDySi0GFM1t9dX/CQfo7ZSCRKeBVtjuFNIMJAfl0rSTv7l/XQph6sAZ6+Os9+hSkUHyKM+twfzTz0MTawUjm/PylUmKVyVEXG3XYsznkkt2Vnbe//6fLP/i3fqRz8+WbUoCvzM/j+4233Xz52M81Lhi2jldIkmELaz7iITFpUpkkg8mwSX9X4cEei/lYtj7QC5G8GNGKfHwY3GIogst+klkcqpmDnIFHWhVA3X+dFXkUmRaegjsF8GAokFOkJ8XorbK+TjdktWX4L39RZaXrIzwnpSfSDq0qg8E5F0fu4YtcmCZgBj2VOddMMh93raz5qW9v8bXna6wELqHUdKXEzXooByMf8oS94KcXpm+jtZgM3AaLXKesiCyC236SnoNdSZFF8JQSJX0VJQN4PoZ5KIEsUJLCechbE4tte0mc9mTG/Y18cypSHMdcGMucfWYsLDcEp+YUSeyxtBaz7+pNP3f42aOP9Xrdz/Yj+H0PHyexPuPuSd5ywzIrjSnOLbistSS9UAxvh92nJrYwsN6mM6rj4nNqb8wTl/WzBS+iKILMEZcBvBANi9Qk75DpA1sKpBqMH1MFUGspU2UnB7bKRrjl4HZycJs+uB2d+y+Go7ejIlw35BMPOrx6ogTSQUqJl1tjC9Jmf4/47Mt9QzdhIZr3d6oo0JTYyGyTJ4fLd3d4z+1N/uA+H6M9utLFk6Jf9FFSEPWBdXEkF8VIXmg0KXpijAJl01XBWJGCO58SZiDpz08RA4AX5ovLrKWtP9JiHT0Z0LLBd813qA5jQRSJdG+ffK+mhD47KA5oTTIMxoklCBMabcO5ZcHZxTaVqWNcuceQtMIBRZld1kTGIapagk6D1SZsnKpS9qvUW5owGiwRg4swiNBxDFE20TQMBUFk+ktVnFhk9u+HFiv7+kv58IzBHPCiT0v+6wCXA4D3Cz05wG06JzujIo4aqCVOYTjQgHOn0dvR6dSqesPw+a9XWW544GfqiSgkY9+AoiDWeScL5rqLZDs7UAxMkqspmrGa4lvv6vC5x3ustD1CpekmMpMnRabeiEEztlxvd0qjd/4r04/mg5xJ58qKyl7L7GcJiaJ/3osgF1IUuu/z61Xk4sUKgO0nuflkrzhJQd0LRf8II4iiFMCJGZ4fb/t2gzSYNtqGtV7Exk09YtVl+4Y2l2/vsdoMUoAHzVdwq+M7Hn/sqZ/+1BcWOHJ6gkZH884bBTtmLNWSIXaLHSjFylvmE4gFYawIAklHGRAxxphsU6j03i16C/r8ewjYg97F/oTYYpI5BOzh2d/FDpd0uDvD4M53NsgjtypE7osieD5uYjByQqu0cnnqtODoGR+Dh5C635w7cA8Wk2NRUDUGXKzoRRlEclGgJ6KvZPTbzRINVrN/e8jujT1WDpewiZtG8SSlKbqg4gw6oYpGr9yPLQsKVxbN7UAnN3JwjYu5jTLZPElJxr2zgpYcBCNZAPXgdf79bW6I7r9XGr3Tbp1uIGj3BJ2eJQiSvg98eHOEjCr3Vbz0d5fvVrzjVsPKmkOjt8pTxyd+enLTm1585Lm3nNatjqAs4pmKJ+8py4jNY1NsHiPb8z3dkoN8kEtx0n9/c6JsT/NI0Oml5fgoSX29A4CmSUx/nVrXmb1+Ft5gb3VRUCZEIdkcADqN4GSjgIs6ePHItrRWRXAXQJ7tV+9k1tA8eqvsZ60jlIr44pNVji2XwB3QE6cgXYp10Xv9uIjXoymDMWeikHgVdjfLbbShZtdkyDtv7vDMa2UwDnGScnEnyaq7yTBVysE28HvmsqHMxqqJQbKZv5bZa5mtKjI/shmC0vZXz0SCNPkKa/urbT/plEWVrDCKmSItE9lcQkG7a2i0YroZwJOkIGrYwbi/foOQSAd5auty+PgUUsCxcz3GNup7du7szLSj5LReWgO3l9KKqy8JQJboBRLXjSl7qZJQ/GCsuyB5ghIn6c5hUirWWhlvz52SGVj7nDvn39kX7wN8XeTOAS1eB9j9aK5EoQm3AO5sPuFg2w4uBrYeDAjqj3jTJgN5nNITFVEqhzx5RPHZr1fo9lwoa7QUOGKYmqxPMIs5xusCnHX8e51kWNTFo1gzUtW8984e9z3e4ekjLrbi0E08XEH/RlP99y9Kdf3I0gd5ccupNPnMbjCVRvNEpnzcZFOA82GqSqa/k/nclP4YD1FIdLNrmY3vG6JrWUEvX8GUsGglsFjqjZilekQvynbZK5jS+rMOCzRACOiFEIQxpy9IeiG0goS770nYOJ5QlwZdK8VoJyauGZLpHn5pESXTvsl0aE+KxvXzAoeqliIffGnQSvHMayW63cxACENfcPBa9I2FxZnU68f39nl3Pi+vT1FSYMu8TC8LCZEq2mbT+Yj5CGWdbcKk1TDQnX60Tg+l0gTTdUOiMOG+J8q8drYMjoOQKgNVZkEoJJdCrvueDC5GsWA3WBGziFQsbNh82z7Z18STRBOGmku3xbz91jYvnS4RxC6JdOgahZuw7rPkWjjrIrjIuPDwZ0HlN5vBKIHK59fI9FnmEd0wpGJJO6Ak0trBymsGAkFxXBvFgCZS2uh5CUonPPZaxPHZtI4xNAlsfVDIPzdZcDWQ2ASpLcSWhWXD0mpMfS1GP/vUZxDCQZhlnjoY89pswjtuDtizybBrRiGEQ5KowoiHnCcPZgEKkQAR51cS/uzRCQ6f8tkylhkJleibj/rRuPD6dQGef8E+LRn8PKAmBamwH7FzgA8mp/YpSha504ht+5Fa958Hr50sudQqwnNDXjkj+MrjZTpdFyoOUuTOQQry4OtUMfPvNZR1DLwo6VUaXnYvKvgUDFhh5FCthrz9loDPPdzjpZMeaJeekbgZF1cGVDLw8QgBIsk4sBBpsaKoaahBhNSKAXWRaTTPV5U8yTcSpE2piclXrPz7G1Ggl9nNZnLaabFS9KN4bqRzlMH3DXu2NpHuGv/+E2XOLFUxViGR/WtcDBApsDN1Rcbs3tRi/+YO77op4OUTFZ5+/hnOnT1KGMfolw81cbRgqW549cRmGl34pT8wCL3Mb/+9eW69DKJY933faTRKy7TnlwTdwDC3Ap99tMTRhXGefW2cnWNkGXBahBni0bK4jA6DfRj0g2RSZK/z8nyxmqmyPorcUZi2c2WvdXE++DpwZ4eTT6HNDP5axemhIxwnIrYJ9z5W4pFXSuBrkGlDs1Ow8A5ZY4tH8YdvwMGHp7GK/m7kuaKSN5bkQA96Dndc3uGdt3V49YxPHDtYoegKjZMMDG4iGURxMXRrXRzJB+9vUSqP3Gk0T38WqRImi2rWIJqrTAHqF3sK9YD+76xII3xmGRU24+wqBbm1gnuus0xUFzm5tMhnHqmyuOzRCBzOLjnZyUxJfToW3UJsuOWKVX777zUQyQbOL05R2iM5u9Sm1Q3wtEVfuTdASeh0YcuEot7SdIKQ5djy+Gtw9IwltgnWiv4FSz+Y4NMPVzh01qMbe6wulymXPDaOGEqOKSxLg0Szv7TlYB46CUWAi8IJyoCu1suFRcPVIGr3wa0Khx5sgpoD2imAOldOUsUkfVYqwnUiXjwt+eSDVcAF6SCE6ncRqaxsvb76mt+kOawGLR12gPaCX2cQuQsc3ApMkrbupZKa6pfvrdV84M1dHniix7MnUr99ZBSdRGSGr+ymS3KZrjAhbGixz5J/Newhyv9WZaA3MtvPpyBn9otaBdrSD0xZhB/MbU9/p3I6ZNPP09/Q10AQOqys1bhxv+At17d5z02rREnMkXOKzzzsIRVZTWEQxw2GqUrM154aZXVtim5Xs9xIaEXZXQBoz+kBUCvDFZek4xPGqm382iI/8m+qPPTkCFbJAbkkLytKlMo62R3JzASMuIaqlw7TSXfzYlBlVBcniQNpaZiSFJPKAe8eqBVDIM9a0wabTaU7OwwG4A/APRS1C895Y21OVZSKcZyYKIl56OkSB4+XwHFApsmlK2xhcmwxsRrexGk4eA9DyxZe9BsgCh6RIXdhIjEq74fVBKHDZbt73HFjGsW7SRrFA+HSM6ATMUj8klwuzLhlUrjJGFid10uXSoJVaeRNgZlGWWFTymntAMgyc+j2V2pTWJVtRlXs4L/J73NpcqlQ0QssUnokRtBoe1RLISPlkDuvjHjrNTFSJpnn3fanL6AMX31K86P/2sfxYiZLCY6CsUmN50uMsejE+Egh6UU92rbOTLXHo0cs9z45xXMnRtBjHlrKQkNCCjZHpEMaXWUpKZNNiRqMQHP7Tb65dCeH/CN9Tt2XBkVmEipG7mH/yRCwxWCDqTxqFwGePw+BuzAUv6+eqDTBGYA8pSiujjh2QfDR+6oEkQNlJ6Mn9FvTVHGX4KJy0peJvglFWee4LNIUYwpAt6/HxTUVT/IDb+9w7yMVjpxPb77EKDqJSl2GSVb8ydZ0keQq9PBKkhtUiwCXdsDFZcbRpck4tEz5ucxoi5QCYQs1gMwZIO3gZylTYBsLytp+JTU9NTILCgqLmw5AijTdwMV1BnKtEoMeUJn1f2plOLAj4kN/e5UvPBnyyokKoyMCz3MQwkVKg/anfmjD+dmD//iRJx/k1XM+nl/m3KJiftmj5kgm3LxZIf8Spl/Y0HKgVDjZrgH5MB0n22G36AcZ3gdGFLb8E+ui+DCo15usZMH7ofrRuwBsmSeXw+DOZ/sN+Hb2WpoB986Sy9DGfPrBCi8eK6XtPkKjRFq51JkHu9hcXKQpFKL4N30McfCBVGgzFcUakwJ7COQSYzRhz+GaS7p8+5vb/Oofu3SNBqOJhKRr0hyhL9MleY4wWLpFn6JkXCRLeLE2i97pqqIs2Ez7tjZVSmwB3NIKRDG5lMORXWZvmReKrBTYzAowWMHkYF56VjR0tMZR6UhsnbXO5blfbgtApPnVnVdE7NtsObMY4HuWk3OS/ftu+MeXXnLgx/XxMydGm2udd9i4xFTJodG2TLuGiRlLYpJ+iT1NmuwQ+PL9J5UU/dEMA2OTKLj5CtSkqIwUOXdRPy0CZ8gHboe4dx/oBUqiCtxb9Xd6KGxEpew6SpI7BZM+uB0dcXRO8qdfK5POX0mjd79zP39/UaBNWRAQ6wL3kJtQFC/qOu+8WVdbyBLNNPHMgG0lJlEkKuPiiea77u7wmYfKHJp1QIZYIeklDprML5In9EkWnpO88JNH7gJ1slkpPZuNld98svDcP0T+On0Pk4O8oK4UpUKT/V2SW5zzaqSlb5GNs4Khjiyu0ig9AHe6e17e+2n7p9IU5i6WlGKtDt1GhI1W3rG68tqoxraYGmuw+9YGZxemOXVesdqMqDdjOkHqEixuIJTTibTQUuiqWd8iJgeuvqHILYtJ5MXVy2GDVTGCD+8jM+Dgg60C8yiu1oFb55EgGz2sdTYsP9e7VYySMSqL4ImK+cJjFQ4dG3BvKWSqffc7aLgokS5WMIsGsmEGPiztrm9AHtLEC3ZSbUTqTZGDEn4YaS7dE/Du29qc+FOPMFEgNInQdIVAJxn/7Se6uaJSFJjtIAW2OS8XfSpBAfSquOIIO/CyZJJg7tEWQ0knQxG+WO5PjCDRInWixmR7EEl0bAnywUYX+dAHA/jTcr+k01OsrGlWG3DiguHQbMD4pjYjIxpd9ko06mWOnSuxZYPgqr2WU+cVUWQAgzFFebBQiFnfcNB38mVl84JPZFjuK5hyhjTT9Uar/HkQtfOf86idgz2P3H2gq2IkH/BulSeRskBN5GBovlIJjhNx8oLiNz5doycd8glag6757KbuN0EPb4j1DTsc1rOTvqKQR+40lBdHSw8STdn3iufgTowmThy8JOb/fF+bv3iozIk5DSrKqIpDVwhUTk8yPt5PNteBPNfmLaDzGy77nczBLddHcJNycWExIpUBTX5tjRgKXqJf0oekwAASA1Fm+w3jzM+f0c5B0zPrWuMG59EYaHUVp+cMpy/EeC7ctE8yUqrQ7Y2g55qKmm+59aoWQZzu9ntm3qfdK6dR2FnnEykAXIlBVB7yh+SUpKCADO+/WAA1rKtorgN3P4oXGpD74DYDiiKHI7ge0rdznl3k34VDplHc0SHN0PA7n6txftEDpTNpUGb0xA7p3v3XDH+voWqt+OZYH6Iqha0VB+DOS/iyf/SbIaQiiTWbpwJ+7D0tfvmjLo0onXpkrSQwKpUNk/xz2BRdfWIyAPngz/RvVHYX2r68l0Z1m/mKrEybplUG6nwrwPz72+ymQgikKdh3xbCCJouBUhVZQUE9kwOQD/CRyYAKquUYo9ucbRiqruLQ+ZhrrgqYGA3QJkpY7RiOHTE8czhkoV5hsqyZKIPnp027A2oxoBV9fXOdCapPR/q6dqFcy+uBYF0Ez+/WwheRBWoiC8vVANCFSK5NFtFNn5qkdMQUqEoeseP+s1YR2ov41L0eH/7zGoFxUnoiVJ+e9JuKC8vteklwYCwqwvr1IW4HAbQgFRZBn5fs07naxebbfMREbDS+jvmJ97c5esbl97+QcnFQJELSM2nvpkzoR/CBAStfcQal+6JcaTPVow/urFijMnogMmOWFLZPVYpl+RzUJnufi27815GDB0FzGPxFv4sQg5zMdSwjjuCe6y0fuLvJUiPi4ecdpkZjXG3QmydC5hbg+JlJxlyH6qSh5Katap6btX0VeHM+Ri3/QIM7aljW6wM7P4dFXVhc/HtZkNpkEej9JDPboru4ZaAabPyaKybFXdaGIrkcuAP7vLv/nM4aXK3DX3ytTD3IwZ0C3JEp99ZimJ4M0an8XBTwLF4H30Wu3acq2V8Mufr6Dd1FK23BJy4lyiiM0cSJZsRNeN9bOnzmsTIrLQUyAqOISPn4enfh8C33jSN5WgcaFIVyf4q0qUZuhe07D4srtLnoGtvBeclXNSH6Q6AGWFqPrWLRbzhgKpkmpFEiCKJRGq0qcWzYs7GDMQ4XVjX60h2weczgRxELKz6tjk7pR1GvLkh4Q1RiKAkcBueQgtA/jYNIkf96vetu0B2ynqYUkg05TEmkKvLwIriToQQzTzLzfW50IXo75Zh7v+7z9MESpsC906aGnJ4M+036NyXrLqZ4/Zv64kcWPQtSYXEb7GIzRHGEQmIlyg508Thx0CbmpstD3nVDhz/8ogsqBCGxQhAYnQ5fAmSeaBacTOvpCgUdPJ8Wa3P50A4oSvqceVWETZWS9df99Sha/xd23ao+wNtwNbtYRBu4NXOgN9uCZaWQQtPqJpyZD7mk4zA16aIfP6hYWdGcPK7YNi3ZPJ1uMJpk/G/91iKD7fuKkXZdssUwsPuRoRi5it/1Iroy8BOrIYAX9qHPwS1zUOfbhWc7rslkmJLkioksUBSZqieeE3HirOSj91aZb7npftcyHTenBIMdG9bd3Bfx7uIy/M3ZySCa9ylK0ZsiCjRhkGzaogkrSffPSZ/T7U82VBJ+8F1tHjvocWJBgogAhUHSE7KwiRRDNloxdBcW6vWF5FPJ9Ncy24wqB3dq4UhfiyJNAYoTZdfvo3kRBl4X6IVILgRFapNL+qbQDC+FYLQC1+83XHllwvh4gr50e0x7PGZrJWFiNMDREMWSZkfRDRRRPLDK5ifmomQw294vT2SK4B4eUzAw+ed78wxunsGJzv8/h+VB+/ogz6Wk/rxsW4jShYJOPg5YxSiZoDNZ0HUjgsTwW5+o8cjzpbS3TeqUe0uZdu2IwfyVwc03PH7uG0XyIs6L3/jiCuZAtRjs8V60zxZttGm7mckVlcQQS42KNXdcG/LjH2jyz3/LJYhl2ohqJHGmqsiMO+SuPnJlpf/B0kJMfvOp/ocbmLCszbrrsyKQyDm5EIVu+uEvO7iBiytUAfBDQe7ifG8Q/AqNEyY19XVDS6trCWOB40hcV2NKio0bBHqylmCjiEfONRhrrPLuW0NanSpKjSOFT5gBXFwUuYd3wc1/t/4iFkci5O1Y+biCoh48+HIDjXkA7mxLvoJaIoXtR+2ca+cTUIeSyz4tSdWS9IaI+xHccWMefNbhM4+UCUIHSrrPvfvRu7iSrIvkQ5G7gOI+2AudLOvDd9HY1N8ndAjcYFXuMhz2iidGIk1KVXKgx7GmVI553x1d7n+kywPPqlQ2JPUORULTZaBekWvjBbpiZcHKm/2cx/K+L0VmvxGgsu+XqyYiB/rr4iBXiPLG4eF8pIiB4sqoxLregezfWSCMoNE1LHUi2kHIt93eQkmXTihYaTrotZZDo61YXNU8+PwYD75g0Brefq1i4zh4jhniwQNturDT8LqBL4MvNahQJYVdIRIjMSIvIA2WyeEMfJie9Is6r5Nk5iN++4Au6Nz92dZqAG6dgdt1ItbalnsfK3Pkgp9SE5FaYkXOvQWFCVL2InD3V7P84gwB+pvwk8IK1y+oFCNbkaqsK/ys94tLqZAmQRpNFGj2zkS86/Y2Tx9yaYRZ+dWkfDxEke8DIcm08SEb7eCz58UdyJyFwmYuwxRdMgN6CvBi1C1QE/KK42AqWtIfKzI8UmSYphTp4KAiO1zlToPvni2GH7+pi6MlUyNlnjok0BUYr1j06UWXsOuzZ1MFLX3WGpbxmiKONIkxlLy040UVKIIo0IbhwYt26JrmbVdRLIkilS6ZgwU67Q7KOihEgaYUpcBBY8UwTRkCdv91YZ/6/oapydBzDm5HxxgSPvbFEh/+dBUrdKp7D0VvBtx7SBq8GOhFhYAiyL9J9B5y8rEO1P1IfnErm8nL9sZgEomRqS6upCFKHKQy/MR7Oxyfc/jwZzRRPAC5QRAIiTL5IImcHxRA3se5SKs6SZ+9DO5KOWiAkRLIOuzzaQn5NS1G7ySBKIYwtunM73Q/qqFeA8jyOoZ1bzWEjbSLSyub9mTKEnMLFSZGLGfmDCfOdrjl+oSt0xF6dsWibUhMnW7ssGVDic1TkskRQ9lLKJdiXJ2kE5TUYCadyhxd/VG6rwPwdFpR2jDbkxaLxhqVtv+LrF0rl636vL64WmSJZB49C8Du70+fg1utpyeFpuEhaTBGyQjHjTg+L/nMQxXabQdK6uLo3fd8F7R5MSjw9JdULn6dg/y/FsNtH90FoJNz8eEBlDZrOugDXeZAlxiZcnEpNVGUUK3EvPfODvc9WuL4haxyksKGRAi6xU+ag9sOwD7IM1OQW/JJUjnQsxJ+RhWsSFeE9Dl1GOa4zW/UxECUWHoRdCOR7qSWpENci2ueFIOCmiqodLn2nTtJ3czpuNKIOXrGZdOUYmK8h3Db1KodNoyX0FsmS8wvjHDi9Ab2bPbYNA0TtYiRakTZj3GduK9MDIag51NGi0PRs59VOgpNkDcja1odj5VGmTCS2WI3uOyDLS8upkB5MSf/WQ9FcNOfXd3n3/2InvT5uMqGrfejuEwNVkFkuP+pCl97IXMLSicF+LroPTipYpBgivxCDPPvfiRfl2D+1x79aN4v3Q8OYzIHXq6kZFuRpLzbDGiKkSRCohKJEYoo0Lzl6pC33NTl3JccApN5+q0EI4jRBCJtLJaGAU3JvK/WDHNyVVDItSSdH9QP19m9k4+WIKUUxb/O/+MkSWfJLzQVzSCL4jkNcrIOLZE2bmiRzUHPGENKFcXAGi2hG0EvNLS7Ia2OYlO3xKUbBRV/jGZvHH35vu1rFa97n475tqt2r7BhbDDwXcrBDIriPOd8EHo+WjgFTRopm13L8VlJlKR8NE4UvuMxWoW1pkeUpE2i+SawA9lxOFLn0Xs4cttC5B7efUCv4+FFj4nOVBOp0k4d6cY8/KzLv/nICInVA+VEKoSQ6T5AxSgyFMELIJevH73/EkXMAbJzanIRTbFDdMUwGLhkjcCIgaLS5+Qy1caF0cSxwXUT/tEPNzkyq3n4GYlxxSDACEFkFN10rSl8oCySKzEYi9D/IrZ/I+ayISJdhftjEHNbbOGcILLRIdpiQ1juWGpjLTZ7ASZJA2MQS46fd1lrps5NlEKJbHiqzgAvBxspCJEKFdjUvuxljeMb5mKu2yvYvGv0vunNl6zpX//oRxaMVb9UcqJva4VNfB/iyJAkCbdf0ePynRZHpfvxSGHTfSLdGCET1pqWbmhYqAu++pxGa8nsssMDT5foBg5Spyd858aEd1+vqHgOxqjMf2L7XuFBSX+wW8A3Arfu73hcBHoR3Mnw7zKgS5n0HYPnliW//dkqp897UNb9yN2P3iLn3sMtaa/vN7m4wFP8fa6kXAT09Tw817wZKCl5on6RLl7QxxOZRW+jkMYM/RxHDjs3hfzEt7U5ecrlTF2k2rgQadKJIERmbsMBiBEiDasyA3X/I6dj3fpzPPPInViEGoA875kcTgwFniMo+bBrR4933LLI7k1drE0DajeEB552mV2WCK34+nMlFlYdepFLY9VJV1hHIt0sv4ktjhNx1a4Ot1/RI4klUSQpO4bLd1axvUd+6dBLDy3oSzenTbj1huSR58Y4NOsSJTGd0PKZh1vcde0yP/u9a2yYhCCEl48pTi4IXFfw5ac8zp13WWm7PH6ojJUOVjgIo3GlxFPpfpNR1/KlAK7dqxkfEfheOvxSqMKpy1YI9Q3ArWSBJvWtlGYY5Cp3Cq7n3HEG9JjETfjo50b47NcrWD/bGEum/FsIOdRvqS+K3t9YHhzaC3P9Y92v+wWe4UA+oCkwlGgOzy/MksysacBmkdtaM/CoiAzsQiO7Ce+7q8trJx1+5Xc1oRcP3ZHWOAT53Wly62yeRA6ssmSxH9JOoaFHBnJk9l8XqVqWEDpa4LmK8RHF9QcsezePM1ot4zlp76tSMZdujZEyQMmEZ4+0WWlbTs9pHnjSx3Ulxxc8Dh71iELJxGTMP/y+Vd58lWXnBpdu4BLHildPVTh0doRzix5SGHSlpJFSMDHmsHvGEHYFWnsYK5hraO59ssP+7V0OnnRo9jSvHvOZnfdQjsP8mkcvdBE63dvdUQJfp1JySVvKjqXqWkbLMF5VdAOLH8jBqDOZpypF6WfAwXWRkhTzgIJiclHkLvBtmXFuWfCePPCMx0e+VKGXZFPwRX6kn6vvOSnmBP1jnV9mfbRen3gOgf31uYrNKEGuPV9U0cReZKG1slDZlAVlRai0CCRTXdxIQ2I0nmP44Xe2eeIllwdeSOXCXBtHCozVBCZtR8MMPgvF5+yDpbRkICla0gGXQpJ2ytushS3HviDbaUPiexLfU6ys+ZxUktFqQNmPst35Iv7f9v47zrLrLPPFv2utHU+qXN3VObe6lXOWnGXjPAiMwVx8xwRf8+MyDL/LMNyJvjAD3I8HMDPMjMEBgyPGEsiyLclBwZKsHFqxc87dlU6dsMNa94+106lu2TIOMty7P5/6VOiq6qpTz37Ps973eZ/Hd+0urKsSLt5gXQ2iOOVt17RRnubAMXh+l6LdVWzbp3jzlV3SaDlPbR/HGIHnaPYdSTk9a1COtUd2NG08Bw6eEOw/7rBmqcNoS9GsS87dsMCS5XP8wSfq3PXgEKkboIUHuLbT4EmGauBL8LOk4cCxOYe+C6FrqPmCRk0Q+pLcaiDfOaz2vwezX6oVvALoSltQVvvbi+hIfpgsXxKUE9Ppw+99rMWewz7GKdOS885Jvmdadk7OMtjhTBBXClYJ5KJN+NKEfLFsYXCiWRVfmQGaslibomWmOJQ604pnCQupRggHGaWsXZbwb/75HN/+LZ92L6/YZS9To+gbUXBvsQjkRgI6O2wuGgallV9VGIoNoKK3TUlTtIZOXzIz76K1IIocAj/B91wbsusmuCql3bV/S99NGK7HSJUyuibh4nUx0utw10MOH/i9KUZHxzl/VUCjLhkb0qycmKeXxhydsd7vzjlrl+O5kla9h88CrYbDaEszMdxj0+oFpG84NlcncYeRvktNSTxlQR0o8KS2+e+Z/5/nGHzH7mYGriD0BbVAEXgy2+7J0VBJW6vKYBfRksEOyWC/23LrQXA7+cdUzr2tx0mSwn/7YoMnXwxszzsbx+evVeVgmdMStahqD0xyF1Xu/Heqmm6erV6fUckXdU7KBQhbz0vebc5UGwpbwYtDZ17RU4kW2UuqLFXRhos2x3zgn83xx58fIkolEBdUBS1IpaKfUoA8pycFTRGDwB4YDgkQWTcmzcbruZ9gfjNrYx1je33BgrKEJ0kFUSLxIoXvpriua42XMoexntLWxkPmhqgxNdNntBmz87RCnhZ0FyLGWoLRlqIW1NDuCEI1iNMUZ+O578QP6tT2PUPS+zsmxgyhHzPc7HD30z1ueXCMFw5M0Gh41B0IVBabndk1uJmrlOfYRV/PyTPgrQVF6ElCX+K7eeJCqesu9i8X8+0BVaBeRFFMBmZ9BrjLPMekeHFUghOmfOMhn4//bYO5rmvLdAXkQoisc1JOLatisioPL63ZzuJBSBXYonhfLAb0oqp9Bt4HgF5au5mBHnjuCmsy8OdyWoMWto2YSoU0Gq0d0kTTDDTv+8kFHn/O52sPKahlhFlnv6xmEcgX3ZjSZBKLHPiDIC9uemOyn7GcYNpBj02h6McC1bMdHWveavERucqmbajSK9Ip9PulA1k/8tmwrMuf/Nppbn0w5aFnRzgdSRpzgrqb8t53v5ZLLzqP+fYCzkLfRXke+046fOJrMNtN6MUxrutz4PgwvajGWCgIcz/tSg/SqQSv2qXjaha8wHct7/I9laUJZyb0ubxVGpTQ5duVzsiAnkSW1GQQ2IM56tWJZd41kW7Ci3sd/vsXmuw67Wa593nXJOPeWfU+Y5l48aGSwcpd/FERZ3zsJduDOR4WaVFYxLtLlWHGw2HgwDkgxpKlRsUYXYTKioyXp0IjpELGmnUjCf/bzW32HXPYeVhgnArBkvb/TFH0NUXFtnQpt3SrANsMVvLqs1wqsEvGWQ5noq0dchwL+so+y1knAUWSapJEECcaL9a4jqoYow62gB2l6Sofz/W57tw+l29e4MDJeVzXEPV9Dh0JWb8iZaih8B2BE/gS15WM1AVL6i6Hjtc53rYuZZOhIWyV6b2Cwa32fKs+TxIuwlZdgZclCOfgDjyRxWTnHoHWlEc5Z18xK9WAg52SMlI6G+goXQJcppWuSYzrJxybE/zeR5v83d01jJtXbfes1btMVB7seZ+1TQjVZkSJ32ozRVT+/pXPGajai8Cef2yxJoUBHp4DuuykmIyHp1oWHSmdDX+EcNCpIcHgSs07buwy15f8qz9SHJ8V4Ff5OCCxNnHS9po1Ak/klElk7awKeQAAT+hJREFUatCy00JFU1T+urZNmApIpEEmEMs8sNYecvPfI9WSJDHEiSB2ZJmTlDkhDHbR8o5bwOnZBr6fMDUU4bkJ03Mh22ZcZtsOUSroxRJnri8Rvndsvi/vmljSev3EqTmansNYw4Y1CQazdqCyQ1cBuJPZRAxmwSt817YUq+C2eTgl0N1Fy8HF01LBuTP6ocppaTmtLF/nUljLu1MiNLc/WOcbj9YyrUlZtQer92BysKqAuiqmWsy/S1Xe4BRzoGBXZyiLr6oWpcrBKSun0aXuOufhOvMlKSac0qo1hcgGPzK3cZBoo7KPSaSRpImDcgyvu6zHm6/p8Kmv2vgQHJHRlfKmTJH0hCAFtBDFSN6p8HJNeV4oKnn+LKcNMs0ktAIL7kpBMEYWKsnEFSSpIc7xoUTmJykLSxAp7QOmtd2mTzNbCt/TjLX6zHa6BPUaQ430rolReWzO0aj/+d8+zJtuumR2qGZm5zu9d+/ed4JlowHLJxzGhhyadYfA3r5IaWmI5+b57paGFC+epSP568CT+J4g8MH3DL6bvXh2nO/lkX1OWhpiDpjypAMczFpBVChJDuxFtMRRCalMue1bIf/XR1rsPeaXSwyyfC2ksIflzMjeTstM4S0+YC5UbNNX16rK5Vj7cVnZITybF4wc3IIaOIecfTuq2EsdOOQObjwJMgN6Br++VGbmWvssZUEbRpoJ56xPOHhcsXO/Y6tyVTxTPAUJUuwAShcHxuz1wN1c+cKBZ7S8t1Q+rZX3fJ74IArD0cEIQVmRWQuSLPW403M4OeNyckZxalYy23aJEgeddnEba+gkY/9y+45dD19yyattRs/0bMpCN0FoyUXrfJaOuYSBrbhCGJ7ZLZlf0Di5k+uAD0rmf+LI7K6TRRW3KcJlBryNy9ZngrtysKiCuuieiKx6y+ztKkXJtSZZ5VYywfFSDp5UfPyWOtt3+1BXxaSy5N+D1VstBk3+Niw6XFbG9NU/mBg8UJ6x7CDyWp2D48xibv/getHAp6zesjLd1JXxvRSgtcxoia3ootJCFEahjUFoh1QYhFHEkWbzupj3vrPNo8+67DtRKa35tDJzjwJFImynJjG2KKSAO6B2zPN3KuP+6jZDsQijwUjrQ55rxLUkSQVeaoMT4sTiJ05MFiImcFUuvLPPFXOdmOd2W2cF1xHUAkkjrHHOZsXEeEwc2+alA3Dt5efgeTVWjCUcHdvOyNA0gacJvIRte1Me2T3EkJI0Q9sdcZ3BFOG8kV/SFDJvQvBcjZ/FZPtZslkB8BzceVS20tlAptIeLABs37dS3dQqGUUO8vzFDnOm5yUf/nSTe58KrEpQVgBeaE5sxXYHuibllo4SnJVzF5Vx0fuLlx1ezjUwwSxRPqhLqYDcUpbsoJdzb1EBf2XSKUTeTdEIIUiRmWpToYV9HNOO4cYL+/zaz7X53Y9JZjqVH04KC0YyxZdQaCGJhCQFIiPwBXiZStDNFo91xW+87LSUN7Y9rOpKCK3tsLipDXqNU+tnGaeZO1pipUKJyosltOoxl209xSO7HJ7e0aDuge8YRmqSteesZWzp+XQ63RLgy6aWoPzlX3vhma/+weGZ9F994us9lozHJFrz6AtN+m3B8IT9D/2MnjiuHIzJzizbnBzYTiX33Ttb5dZFTLaTURSVmc+rSmck590yq9w5sC3YM4CLEuQ9afiftzb46BcatFPHPvJFv9spSq8jMs1JhXerRcObxdPLaqU+O5htnPUZz9rfCeSLBVeVLkqVk1eruQW2KUb3sjh0UlRuKatgtz+KFgaZC7KEIU00DS/hl36yzfFpyZ/+dYuurrR5hMqqeDrQdUqNtNVcCPpa4EkIDHgm2+XNd3qLQ7Ipzw86E49p6z+ex0zadGWBk0oSJXASQZJZ/7kJJG62uZ89vJMjkn/5rhke2X4atGS85fDw85McP3nsDy487ye/9vyOI0AmL/jg7/4XcPx472G9YX5evUUauPPJJs/sahAYj2XDgpGGoB4qgkDh+xLPUxnYpT1IujbRwfcMfvFaZ9xbF7zb91J816oVPTfF89JiguUVmZRJlnCW+QU65QZ8KYdNK9XbVnlcwzM7ff7TJ5ocOOnZO62YVmYqNelY4Y+kCJFyMiluzr0L22dRddTK3xYDHzvDy0OUJv+lTd2ZnoxnOOfmzwwDby/eRzxzg6rg51BYbZyxO5tRjYF1sJwyGEPgaSaGNQ8843L8pMTIyslYVKlG5s5vjRQxxpBiaUuCKA+cRXszv4HLvV6oPBuZUlimdZ7eVy56GF1OvvN1vZwSauMy0lBcsE6zbEzwzI4RhptDrJzkU089cc+Dr3vdW8oKDvDen70Jx6lx8uBX+cgXdpFGk6weliwdMgw1JI1QEQaqGNjkPoR56JPrDGbi2Oqdh61m6cFuiqfSRTnwSZEDn2fjqCp4ha3aVjeevRZZuyl7kcIgXMO23R4f+P0hntnpY9zsBFdw7/ztUmusFlXv77Q1f3b3KrGImiwi3i+zlNtDW/lkPtgXrw5+LHA0onB5NZXKLbOJpsyltMYgCk6ej/MlQmuEsH1yIRQiMpy/PubPfnuGX/q9YZ7ZKSzBNtmShNCZgiq/27JxtFCgFVoq+loRS0lfCgIJoYFkgKOXiWmpY3cy8xjKVNuUh9TJko9TG0yV5OFijsTJ4gbjRBAnDlFiPQmXjHqMDU3T19N0xVW88YobWFjoAv92EOBBOEYQ1njq9Dg79jdYUoO1k5KxlqRecwh8mdkhZ3LdooNQycMpwlUroM4jslWKm+nHcx25myUquE5cVGslUzw3xnFThLAAR+iBo5lObQUiB7sjmDeS//F3NZ56wSOVi8Fdgjw/WOaiKlmpglVxVXU3dDGgB3rgFeBD+XmFMuU7Yduc9c1iwFPsabII5JUppzYl2LXJgJwDWwiksMC2C8E5ZbHglkLZNqTQqNRw0TkR7397h9/+Y5d2YiiSYfNmf7KosS8qj7PjoB2HnnCIpSLSglBDoiHIgexkk02T7WY6pgB06mQURZXnu9zfUia66Ex1eoKFrqTdkcy1Pbo9hRApm5bNk4QB46MjNEK/eCgLgC9dYkCKXY0htXtqYmjdilFYvdSlEUp8z3JrIXTx4NqnxNJ0Pn8ZSC5zBtODPdfybS+r2paGxLiONZz3vQjHTZld0ByatStyiMqf30DNNywd1whtMLFAOIKFVPDxW2p84esh/bzvhjqjggtRCubPNrE8o4LLM6t5XsmLulwh5IN7mKYEwnfHd/l+9vSdK/dKHm4rdQlmrLNU3hevjPS1yDoqFbDLbLSvteXh+WaQMNK+aI2fGm5+bY8X9jt8/JY6C0m2+BALhIal4yk132Q/jymAL6XkeNtjru2Cckk9j45xibSiryU1bQi15emJNnhaZOCGVBlSx643uk5lKdkxNm2tQtHym1sIewN4ruT4tGRuoU5ryMfx3N3H54Jd/X58JsCFWss9d995l6OmPv36K5b9m6S3l7GhmNCHOFFoLbKAV0kUS3uwFnkFL6u3k0diu1mXpAB4UtIS13pw249FhGGEIGb3EXh8l8NTLwQ88byH4+Y+TNlfWRuWTCS88fou65amXH5eTLsn+PitNf7TXzQ5MZMfKqsVvHxfCPsLO4UkNtegv0SvmTNlsdWVNHGWCj5ASF7G3lqVmxYHykonxb5btVgWlYObQGTGltbdddBTRS6q4rnFcVnFNVJIjFFoY4vGktGE//MX2xgDf3lrjXZPcNn5MeuWJLzp+j6TE0nWXCnvZuUaHnvOY9sLPo/vCth5OET3fZLAY0F7GdAFdW3Vpok2JNp22hJdreZlcK+jBUnlnJLqXMeSbeQbu8Ac+LD9gOaS81Zz3bqJTx/f+8Bdr33dTWcCHGDpmEuzHn7lwcfTt27bHl1Y9zr87OsiNow7OBIWeh4Hj7c4OeOTpllPvBryVM18d3UG4BLgnhPjuAmuE+M5EWEQ4bkRLxyC2+/3ufPBGg9vr9HtO0RdpzwyFwcbu3Z2yzcDLlgf8Wvv6bBjn+LDf13n2Iy03ENUnj7JOaQtA5Jyz09V2oNnVQtWAQzWtq5Sk1+qNpdURbycJkoB8kEjzvKePtviw4CfOCVV0ZllsayM88UZXDzvvORVXNupqMh0LLFh6UjKv/nlNq2aYfs+xf/+8x0uWBfRDDVKSoxWGKNKkAvDDef26PW7PLLd4avfDvjK/TVeOFDHOAGR55M4di+0ru1YInEsffEUWQU3pAPRj7lmKbNc1oaTc7D/tGGhb5+CV0x2ece1M9Q8B+mOPzWzEHwlTdKBx3YA4JvPfzX/8T//6weU5LE9B8MLHeEzMzfN2PApbn2ggSddhjyrEizoiJtz7cGcd88pI7E9x5pbelnlDoI+ntdn92G4/dsBf393g0d21Gh3A3CyzdOh7LnJZADXMegIncLsAtz3uB02XbgpwfUqpZZFrzOgCzhj13JwIlgFtznLgTKXwuZVW5QcnMrHBkr493YNVu0z++HZk1hBTSwlyRwKNEUVL0b5QgxSlqyKG2MwWmf+gtYdZeCW1RBHMDmR8vpr+9xwcR9iQ9x36MceaeqSaAejZUZUrGYkcFNec1HMFZs7vOXaLrfes8DtDzbYfaiOdgN6vk+inQzohlCZAuiJsmDPY9ddJ5MHK3CFbUevmjKcs3kB123zxQfqDNVDNi1rUqtLth3Qjx08cPsDH/iV33tpgAOsX7kGIQTvuG4P483THJoWfOreMR5/boi1E4oL1/msXyFp1VM8R2ctv3IB2Q5s8gNlUlRu14nw/QjP63P4pObz9wTcek+T5/fWmO3UMK6LqDuoLCrEybbYtRHE2hCnDjrN1D8iZe3KlP/1HV3e9Koetabmw59sspCSNT6rhyCLQikqikFx9oWGsxn6VMG7WG+S98W/H1C/JNIhq5BmgJvnixBC25uz5OOm0InnlEWYxdW87Jvbym+rdmE+hH3I2pHgk39X40/+us4bX9Vn9dKUdRMJaeoQJz5R7GfZqbLwJpRRuYDiuTHXnhtx8boeP/PaHrfc0+azd7c4dKJO4vosOD595VBzJDWtCZUFeKIMrpMlF2cuWBhb0QNfsm6Zy4WbQ9ZM9bhg7Rz3PqX56O0tLtg4zJatG9HanPFQngHwS698A0o50edu+TwPv3iUR7fXSGKfjROSZeMOjZpCSTvA8f2UwEuzVaN0UesvyXh2jOdF1Pw+072EP7/F59a7Gzyxs8F8EoL0kXUXXwqCbJHCzS0isj9vrGE+UcxHHjrqs2pJwn98/xzven0Hz4d3v67HV+4NeHKHyhcHB6o3ZM6q+QCH8vUZlXyRNcQZ2/OUN8FAF+UHgfDqJHOge1LSlOoIXxubvpC/nfPxvIrbTgrFlNNoiZGa3HdcGj14x2I9JrfvcvjM10JOzDl87g6FMfC7759jakgSJx7dfkA/ckm1BCOK9LNcsx3FHv3Iw/ciLtkQsWVdlzdf3+PWe+p86itDnOqExH7AvPboKUVNGWoKAkfga4OnDKljJ7Rgn9C1hnZHcuBIA5O6nLuizaZlXR58ts25m6a48dU3RmmafHeAj4+PMT7c/K3zN6/fInuHbxzd32N0UrF01GVsWDI6ZGjVE+q1mHoQ43sJvlftimTgVgmeayt2LCIeflHw+W82+dhtw3SSEO0EiMDDV4K6sosUgcw2gyprYwjbYgpjawo6Phnz+78ywztf1UclijQxnLc65qZremzf59HRi8qpsFqNvPc9YP9wFoHTgIKwCu4q66kup4kSm9+Jm393XFeXCAYr+VlH96Lk3mIRdbH6lHyMX1Zvme9xZr3yPIe+aq7aiQRffTDg2b0e1BwiJJ//mkuaSv6vX+pR8zzaCzW6kVvE21gXhIpQzklxHYc4dnFdD8+NuHpzn0s2zrNmacTnvtHg2R115pOQvhMQOy69vNuisMvqqcns3ewjoFSKmo5IUpfZhYDT8y4jzYBu3KA5suWextDq39LJ6e8O8ImRFp//0lfmDf72mY64bvVSpdYvdxkbgsBPqAWaRhhTr8XUfKvDdd2kyJjMq3fg95FOn6OnDB/6TJ3bvt3k8LE6kRsiAh9fSWoKao6xlVvZO9etHjAyboyARqxpNBN+/aeneeu1kPZqaGEnmL4T8bOv7/Hle2psO+Blv0l+wMwBbm+YwilWvLzqbduCZ5r7LOoInwHql33APOONvEKLYmWtHPKUlERUpoDVBQih7c+bZqAWmQ+kFLmXishVKYte7A+985DDZ+6sAS4oD6QiQvG399XQYo5fe3tAktTpx9b+o3QWM7bIFQBXeI4iSa0paJK4eG6fX357j7dce4rbv73Ahz4zzJETMUkS0PU8+qlDR0lCafCVIEgNYWbzlqSGOE5pdzXHpx2OnVasWeYyNZGkk6Nsf+GZW+a3nP/PvjvAwVaDqLfwganJscvXLjl80eToHPUgpREoXAW1IKJZ7xN4EUomCGkDq5RK8L0YJWNOt1O+9bTLX361yTceGqIrQ0Tg4SiXmoK6MoSOBbbv2JxNV+YaFqt7sa+tRFc5iivP7XHt5ibTp+t4boTrRnhOhOxrzl0X86Ybuuz4dEhvUQtasXhiaQYOlWcC/WwWEYOgPkMpehZEV7/mJcF9Fp14Lsirfl7ZIjQF4PPqLXTl/8s22wenmhXKImV5wMxX1bLnpMjAV+4LeG53Ji9WHqgAVzn4juDebXVGArjinDpOPqkuXmtcVxXSZ9dJSJws79JNSFKHOHVwU5floz3e99Y+65ae4JNfrfOtpxqcmA9JhU/XdelKhYPEwQaaNVwY7htaPdup84I+p7uG+a7k4q3j2+bnOx8YGgrP+hifFeA/89Y38ad/+flUNNaYL91zAIxmxYTDzdclrF7VIfTb7D8Rc2zacOGGPk3ParwdJ+XkrOGuRx1u+1aLOx5qMdOpQRgglUegJHVlsqqdLScrk+1xmiJr0yu2grK9Tl8x1HBw1Ch7DwVMjrZp1LrU8gOOTFEiwXeKWlSgTlBSlFwSWwx5Ktvz4iVpiv36AkCi+t0XI/osD+Z3Q/h3KfXFHOCMSWbeRbG7jyLrqOjs99VCQC60ypSFUlgebj0NdTHqr1KhfiwwWlkfNenjKpdRD8YCbTl432XvEclwA2qBJMi1/a7GSzSeI60kw5GkbkqaJlloliTJU+JShee6vOmKHtdeMMcdD3f40rfq3PlIg5PTPjgK5UGzlrJlQ8rR0z4HjtZoOi7nrEh4y7URKyd7BI5k+eqLjZBxuvm897x8gANcf8W1dDq9zz380M5N/YXT9WUNSd2fZnphni89Cl+8d4gdhxxuPG+BVZNt3vuWNjMLkk9/pcaf3zbEfCcEP0TUfVylCJWg7mhqGbB9xxTb+F4hr7UR4MUyhWd9NOqBYrgp8b2Ufizp9D1ct8yVd1TWshp06gchi+7JQPUWZ/p9DwS65m9np9Lq9s6APfJ3A2deel/i84T47t+jALWoqgxL7px3Dmz1FkUrkUwVqIVtE1qjoFKBWKy/LaIoQsrSCEk51BxouJq6Z59Zoyhldj4BHJJUEicG3xP4aRbI6qR4qSB1NWkqSV1JkqYkrnXA1akkdS11iROHwO/zrlf3ePPV03zkth6f/kqD2QXJL7x5gVWTgqvONew46HDLfTXuf2aITr/OzKkmK4brLJkaXrjgwhs+57jhSz58Lwnwi7YsN1+85fYPv+O153zg1KFv1c/bNMeJhXk+dMswT25vEEcuUgj+7lsNVi2F4VbC579e59nddRbiGtRDlHLxlaTpGEJH2438vHI7lfjvXENeLCuLYiso9BW1UBD6VgIgRJlum6YKrZV9qq1EQ5foEyXvrsYQ5g6lFT3NmbRkMI9ogIMX4F7EQc4CZsN3vl4K30UHpUpVcs13ZjRfVeXpjKoIkR/M8glmvsJmubjOlyK0LJaVjVl8pwmslYZNuMi9YiBzh41SnK4AVCZ3JavShtTN3tZp9m92E6ea85loZWMQs79fEjuEYY9feWuX6y+I+OzXA952TY9lYyNMz42wZblh/U/1eO3FM3zyzoQ7n2xy+JTPz608/9STT+388JXX/sRLPswvCXCAyy/dwsLCLF8/eT9ff6LHYy8Oc/iYz5oRyWgDHKXYsjHm1Zcv0E1S/vCvfRaiOtRCXOXScAR1xxAqXfqlnLVqlwD3cgmuJwk8ZX1VspU318ksmosqVq1CVHiDKLQnhXJQLOp/y5J7D1TvrHKf0Qt/CXpSwOIsvPnlXvb7vfRXVJ8Jqt0Unf/SmZJVSOyqjbHPNGl2o6Zpnm+T68TzjRqZPfMNUhX7Q9nJr6L8vbWGJDH0ozxRwzZby0ULM2B0rwtgV0Js0yzUNs3yPrMgLW0kzYZhzWTEsy8G/OozY9x4fpOtq4dxHcNIM2bD0i6/9BMJD7/QxmiX0cn1tJpD3/Gx/Y4AX7Fyqr/t2fn3T/fW/s30dFIf9l0mVhtaDUU9lIw04YINPueuDDk03aPecKAb4DseLcfQcLOqndGRxTw7B3gOcs+1GSt2v1MR+Pk+p8Z37U2iVL5jmLUSKmkCRXdb2DwxmW3MO7Iij5Vn2bVUJUUpA2wHuXgOxTMOmFUg/gPAXUX5WW+cyvc0CES2GqbJN8vMwEa8yRxe8zvTSgasdkhn00yjc/vlMlxWmyz3oSKOqbYn7fa77WhEcR72lTdMrWbIFFGHptBxW1Cn9lkjrQA+VQWFyZ3OvH7KTNtwYDpg74kJalLSXYChpkMjdBlqhCgVMxrGXHDemoXQ5/1hfWn/HwzwvftP6cnJ1Y/8xGtvmPv0516oe75k/VKfJaNWYNWspwy1EvoxfPauOoeON/BDjxHP0MhoiZdXbadsAeYVu6jeFZsJNwO3pSkQeCY7yJTZ83lGTzlSt0+9JlcSCssjVQbu3C0r396phkrl4K4m676kVcSiFmEBAlPKMl6qM/JyQb5YabAY5fkThSHbJLPku1wANlklryz72g1321FJtUSmmaJQ2612W8UzfbgxSFJSo/MnhkK7nWhIEogTQxRra1KQ/7dGZfw/Vziq7FmidAIowZ3x8rRS2Y09EC+biHnXGzp8+G8M023Yc6RPY0ailGLJqGLN8gTH67PlvBvmVq1c80inc0p/p4f0OwJ81bJxpOOffObF+ObVay67e2r6UXfFVA9XpXgqpFlPmRxps/dYn8/cM4Lw6ox50PI1YeUQ6ToWaHalTWSAF5XqLXE9gedYD5UC3NWF5UxfXnW7ktnig++m7N4nuePbAV1T+p3kO5fVIY9SeaU2lW5Ktpkjz6zc5ZCnUiVzIInMmkxQaLerSC8Ovd/hJDkwEaVawU3xpaJ68xQ3VRnoarBx2TYhLftqAQJtfVFSjUSQConU1lpNaUlqbOam9RlXeEhef2WfT94Vs+OwRjuGONtsT7UdvESpsXuSClRksqWT8pmiOARjCuetcmNncGs+1dIeTLNqbozAUSk/fUObW741x+Hjo4SeoZ9opJcy19fMtAXvfsdlcT3o36y84ZOheOkD5ncFuHIDpk/u54bLNh1aPprsvv2Opzbfcm+POG7xE1dKVi1dwHFnuOWBgJMzYyxpCEZ8TeCawqtw0DvF8m5H5b4ppYeK68gBcPuewfPybXyrTnQyMVcJ8mx1zUmYWxCcOO4C+VqaPSDlY3+VLWaoYkWtamAksmSBSruQUjxVgC5/I+fDpsD2QAWv+oQYU/mCs4Gbxc8Si5cszMDPgMkYSA7y7PNM9pLvQapMYJabdgsBpNn3l8bGnaiME6vswG4US5ZEDNdjSBOMTkmMJNaQaLvxnmT2a5Ei25Ed9Icx1plzkcoxo0iZviTVAjer5Eplpj+x7aykWjLehJuvmea/3Rpwoh2yfpngpqsTOnGHvceGkeH5u2Ox9dD2HQfYvGnVPxzgAK6j+MzffWvf8FDrl+rNi+6daDzOsgmf9Svm8fxp/vuXfD7x1SmWNBWjoabmWTpS7i2KAkhuTk2ULBywCnAXXivWrsI61FY38Bd71ZVhrlIl7Djs0UmyIKlMsJVHAA6+ZNn2xc1X/nwl9z6LsuQlDpC529Ngj7o0nXw5V5XXv9Qmv/2UsmFdNIyyD9lJpf35yzgUiXEsyKXIHK9SaYN+hUKl1jA/TZUFeeIQyoQNyyIeeS7BmIS+ttbKcVoGRzkpOEk1jUNXnuqArJJTaWcaZLFvmW/yWDMfSV8alFR0I4de5JAmip9/3RxRepK/vGOCHYdDxp8LGWo5XHvZRayYjH9p+th9+9zGJd/1sf2uAG8ML8ekbZD1I9ueMvf1556/ftnYHDin+fidHp/92hhTdYfxhqbm206ItNusxS9XpGI5ZIDOfVMsuF1XZodMCnMgS0vK6l3dDMqDpRyV4vkJJ6bho7c1ONH2wXeQUhLIzCRU2oiLvGIXDlayfFbJqUl+wBSLwDywG7noGlD4ZZ9sGNR4lF8mBt4qATy4uS/JE8Wq6RJ594iB75//H3nCsNQlyO3PJsEBkepiLiBTQyp11sHQ2YvNvB+rC37xrQvc9XiDkwsBiTL0tSRKBZ62ufBOalCJybpN+c+uB88mRg6u15HfeHnGkCGVFV27seZFvuuy0PEYaXn83KvmkEzzlYdTXjgYcMHmFo3Rc+5bt/mqI9OzPcaGvzM9eVkABxCqwTfve3BnGAx/uDa28fqvPfV1jp6qceR4nY1jklbNWHNzzwLVAP1I0480qc4XI0pPFTcHdnGwzAc8lBXcrUzIsoVl1ynFPI5KraDLibntQY9ndwd2c165OELgS2ODpDKKpFRZvauUyW7Sl/w7D5bKr8KchkFA2dWpjJpIOx7PrYYHRFKVz8+Ie2XjZ7Ba54nRVTerPLawehUb6FoMxOjkW/kqD5AlJ0eyuJmS7GaRUmVOvYpUpdnBzyHRLueu6/O2axb42FdqmNSnJz36SuAlIqN8Z0l+Jn+G0ZXfV1TAPfi42MfW+oV3+5JeZP/dcw2B7zDTdmnWQm66pMOW1V12H5zhyku2sHGF/+H9O+/fuWbjdS8Hui8P4ADjk1MsGRt6ZNve6Vtn+qff4enDXLnRQWMtEsrJo9Vxn5hOOJodcJUUmbYk495Z1bYAt6B2M9P8xeDOFyk8J98QypeVY4Ig4vi05iv3Njg+40PgIoQqzPjdAYqSgbtSuS3A80VqcUYFN8b2dMl6vLmfR3F0zCiYHbDYrRkhcnlqJeh2YPhUATblS3XRubSEy3NJS2Bondsm5AOW3E7BAkxJQaoMTlYViyY5uSmnHQAl0qCkJJESlSpSaTlwFDuMDkW86foOX/52j6NzPpFy6KQST1qPkqLFmuTfr6zixWUMtkcuGeBfxeOWd8MEs204dtqmWdtCqfBcByk9hPEZbQW84zUjnHP+mltlbcUjpDMvF7YvH+Dnb17DUy8e3ff6V93467V4t1qYOfLWXftjan4N37MnrnrNMNJMGR9q8/ALfV48EBK6Ct8tYyw8N6MkrsyGO2RUhPJAmZlzFmZBbroI3Nnamxvx5Ydc7n66ngmDrK48zP1OFq1AuYvBrar2F7mXoOWzdpHIINIMrGlpcZBXb7sIawNQi0qsDVpWtm6KinX2uX2VnpTy3cEIl0wPZW84KIYocWKTo/OBj8hbnxqMKvc48+a4EKU2RWbglhnAlXSQqSZOXLzE5dUX9HnT1W0+/qUQ7Xl0pUcghZUyp6CSqkeLbVVa/FbcO6nQpGJSIQp66Lma0O/x9N6IJ3Z6jDcUQw1JPVQYBIELXtDnxSM+bnPVbVuvfNOvR93D+/3appcNcPmyPxO4cPNSdr/44P7V6y94ZteJKXSacunW0wR+h3oIU2MxW9fMMDJynCf2JXZPEoPM24Ju1inJvML9KridvBVoKrSk6p+SLyzbTfwgiNh/XPP399U43fbB85HSyXTlmfR2wNjHgrgAe9GmZGDQlBuJBplUwHNlxmlN0QOOs05Cmg467xbZ67q6rFCq/6p1vHqArPLtHDR5EIBdDbQL3PkzmpIW4P1Y0o0Evb6gF0E/EvQj6x8SxWQeIoIoEdZ/O5UkSaYZSUu5Q5JkHYxM2trve4zVJW+/boFVSzoQRURa00kF/RSiBKI8tTh7bROMs8cn0cSxIUo0caSJY00/MvQj6Mf2c9NsuDMxEnH+hmmOLnR59qDh+HRCp5sSxRFP7Gxj0pS3vXqMa6++4Jk9Ox7c79dWfS+QffkVvPiCYAluY+oPrr9037rtO0+/62/vOc5ks8Z56xJWLZ2n1TrOX37NYdvOJssa2fjdyZ1n7Uu1crvK4GYUZdCg0+51Fi95FVcJvhvjqIgHnnF46LkaqACUi6dE6RSrznxxq5VbZlZzuf2cU/os5q6wYGwMeWJs2GjfFJy3aDeq/GnX8ufcQm3Qks2cObU5S6dEViarpRWHbY+qLEVau7b7PT2vaHcsqKB03nIUpW0aVTolM9s7WT5LiDwXyQbIqsTBUSlJ4tJPPK7a2ueaC9rs/0aASRw6wseTwhaLJKNVsansq5pMv5lb9pfPYraDYjM6pbCFJooF7a7HhWsd3nL1DJ+408E56RP6mq3rFOdvXODE3CSp2PS5VevO/QPM0e8VrsWC18u+Pv6RD/Nbv3Jj/6rLl3/5f3x+340jPqsuWK/ZuHqBsZETfOZuxV9+eQmjvsOSIWjVFPXQoRYoQl9ae7eCjpRSWT+jJtasM6MmXlrkcnpugu9F+F6fMOxxeDbhTz/T4pEXWlALcZRL3YG6UwZhFfIAh4FqnUsFHKfSxclfPEXgCQJPUAsErZqgE2leOJgy27WUIFfzldQy167YpLJqP13m5jWivHHyFmUJZiqH39Iz3S0omn0sQj+hWYvwvZjdhwWHT0Ac29yb8hkk5/yi+NmgvL+kWBSdXjnIFl0baUE7PJRgRMIjT3rMLlhjHyOU1WnnXztwkw7sOpU3eLGYkUegSPs4SXs7BL7kyi194rTDt7d7xH1FmsD4cJ2rL6x9a9/cjT/1wvMvti88//IfPsAB/vS//xXv+Kn3x1ddvPE9JC+uXbf0KBPjs3zhfodP3r6UidBhasQw0lC0Gg6NukMjlNRCCP1sgONk43uHbDPfFHx70MMwA7drOXcY9El0n4/+fcjH7xghljVwAkIlaTgQ5nLcXPOizgLuxQMmJ/dYtDdg4EMtNLTqmqnxmPPWz3Cs0+aRnUFhXFm1bSvALfLJaOlHqCogLwBeAbbMpr2qsN8gs77LvGVce5OHfkKr3mO4Occ3t0Xcel9A1LMHyJwalc8Y+eQll/aKMylRkTBd5f9ZEG9e3TGsnYqY7RmefMEjShSpdLMpcdU3pqrRyfXzovh58iFPqi2ty2W7uYYlSRVKeFy1JaEbd3h0p0svESyZqHHjjT+5c91y89FX3/jyuiaLr++ZouTX2NK1aK0f2n5slVHp8eseeFH7t3xzlHWjipEG1ENJo+bQrDk064JaYE0eHUWmzhfFSTqvVm7lUGlpSZIB3q7FeW6M60bc/6Lgf97aYqEbQi3XmxvbOcn9EasHzEq7sDxYyszqOa/gNoUi17/UfE2jljLciNi0usvP+9M8tl2x8/CoHZqgi6dllfl2KJ3ZN+Q8fFEvfECsR3lzCFHRoxdT17yC26Xu0I8YbnbYe3yBz35jjJ37HbYss0Csp/mU0LpZ2f/HHq9ENpPIn03s/yGLZLsi2CuVqERl5qaKWDr0Io9GI+b9b1/goSdC7n7exaQOHeHhCFHxlTHFcrbMOjWZNAytLKiJbZdFKU0/ttNLrTO5bCJY6DqMtnx++tp5hOkyPRPwC++4qLtx04qHBxx7f1QAX7VkGOB3vnzL7zSm5yZefPLZ9rLrzwlohLDQs5WqHkpadcFQI6URagI/RQiIIkEU2z+EqnBNtzAOqnZNcmu3iNDvc2I64b98cpiD0zUIfKR0CSQV1WLFBLTaNXGqvncZNcneL8DtWnCHvqYWpNTChHoYEydwycaYK7bOsu1Ak/nYyw6vVnDkpNhEMVM1g1884KiAu9CfmNLUMwNHGZGYPyb2Bg/9CN/t8sgLgod2hIzVJZ1+SuDkffKyRWe/fTXlbXCn1FZumf1fFuwW3AaZVDJIpabX9Vk6nPIb/8sML/7fHoenHRIhaQt3QLQmqr37ynBKIUgxRLEhyjovgafpx5okNaTaGmlOzwu27xc0w1EuWNlmdsVUb2jpTX88PVP7N2Oj/stE5ZnXP/zWyK5dJ66OuvrCv/j5t4xGl543TSoMrbqiFiiGGoKxoYTJ0YhlEwusmZpl6dgcYZAUmyRSkC2sZkurbm4UlLlhuUmxf2lEn7+9J+CrDzQx0gfl4SlBXRl8lWvNsyjugQNm1Qk3A7ljPc6LdqWT9+C1Nf/3dZbAa3dOQw/qXgRpRCcx9FOIU6u1TnVl+DKwCGzOkBeKyuvCkiJv3RWHPgZSxUoLjohebEj6itRAPxH0YkM/1vRjQz/SRLG2XYxEEyd554csxcx2U5KsvWgP0IIkkcSpfcnFT3HiWBfX2CNJfN54dcQ/u3EOT/Qg7ROnKe1U0E0EvQSiRBClwnZUUnNGO7UTwaFZ2HlCcGhacHJGMz0XM99O6HQNswsgZYeHXpzmyf3Lo6vOX/OHzN/3H8ZGff0PgGVx/YMreH79wk8cj5pLh37/6Uca0SPP+R+c60RyuB5jdEirbpgc6bNiyTzjw7N86SG4+4kW6yYly0al5eMulT+kxnNKWuJ55R/WC3t8/WGH//q5IbTvg+PjSOupkW8KublP4uJp5QA1KV/cLB3Oc8iSJ6pDprwtZ434tRboxICOibShn0XjpTqTk5pS6FSlJ4upSRXp+fRPLOLDRRhusbGeRbqoFJmpwhJtW3RRIjJ9tikGMDaCJRNCyfxAV3ZalLSAt+eBrKuSGlQiUVIhk+z/TjUq1URJiuol/Nq72uw46HHXtxU6VPSEz3y2WFKsAgpR0E4QmWmPYuOahFUrTnH3U3DXg8OMNFzWpPb3GhlSCJEQBgmXbgn0vBj+4K2PjfwXqaej7xef3zfAWyvex99/6Y4u8upbL79o6j/u2f117t9WY9MymByN2LBqmlPzM3zuyz633TdM3AlwEkndE7iurVqOshZw/iK+7TnWu9D3+pya1XzkthZ7jtUwtQChrKdKmPW8vSrfziaUVs1oUwJUkUZhFWxFMkWRSJF1XIphUwZuladJZO0+o0mNseo6YzXSdmReMW6nyr1fQklI+eGqknAw0ty2B/MYF/tz2C5Jqu0zSCGCiivhWYmuHG5NYdqfLDbfT8vDb5JIlJSZxkQSpwqZOBlVcYmkz9rJhF956xxPvuhzbN4mKS/gFYvd9tBpp6muto+HUoJW3WH1EsXlGwPOWzPLmomj/P1DQzx3tImShpVLNOtXd7jniZg3vvpGc/kFK2+dne91L7vy3d8vPL9/igJwwdZVvOVVl+9YsXbtB3Ttau0pj3NW95gaP8GLR+b44KdG+NRXluKlNc5ZrhiqWzcdKexB0HPsQcr3YgIvJvAifC/Cc/u4bh/l9/m/P13n6w83SQMfpI8nJXVpMj8VO6V0ZbV6M0hTZDVXKA/OojiUFtGGShcHPEeWunPrzZBxXWNI8pCnvOesKxV8kdqvamJ/xpi+0q4boCtZR6OIbMm3mLLvnGY3V5wPWrR1XU2yQVSSmixgNXs7yf49FeVLTk+S/GMqGwYpktgOgHKqEicuUdfntZfH/NbPziCjHqRddBqzkMBsImkngm4s6Me2P5+k9nEBw8y8w/Z9I5CO857X+fy798ywYdUpDs71eX5/io5dfvFnLtEbN674gAqu2eHXv7eBzktd33cFB1izbgu33bMtuuSG6z7aevJQ7a03Dv3R/MIu/vRLioeencIzLmtHBKNNGGlK6jVlNd9Z1Q58e4gK/X7W644yatLH9Xt862mHLz3YoB0HEPgo5WRWX3nlrozjK/oSJUUx1MkHOKqgJxnwHVBO6W9usxkH05al1MVyQR7doU0R0VSaY2bX4szLyr8wUM0Hlh1MpX1nTyiDGUFVSwwL8NjkPn7WRD5OwdHG5ttkB8ZC0qoEMi1Vk/bjuchMolKyz7c6FSklMrWSWpk6qEQTy5RamPITV3W57b429z4t0b4gRdPGywZMwnZLpHVO6MeGXmRod+D4jENqmrQ7PusmF/jQr8zy4PMJdz3c59mD61i3efQ3r7/k+o/Cw6kQV/74ABzgrTeeT697MP2Fn3vDrt076vOf+cJcsz3dYarusmLMYaghSFOoBYpmTdIIU+phSj2MaYQRzXqXetjNwG0NhTw/4u6nHH7jj0bYeaAGvoeQHoHK+t2Kwg3LRqdUqneuIqyAuqQpZfUubg5nsJtT3RxSWRWt7tTY3MhKtT6LDvzlbK4VVKW63JALvqq7p2TbFRlNSowutm1iXYI7ycCtUsvHk1RbUKc2NMpSlaxXr0ClFvwqtUb2cZIfdhUqMcRSI4VDLDRSevT7KRtWpPzRb0zz638kufcJAV6KljELyiNyXGItMdgOk+cawl7KfMdKH5LU4fAJxUjTY8USj7qXcs35LdZvuXJ+0/lX7dq+50i6ed0PBtw/UIAD+EHAM8+mt01OvupX/9lb3T824s7Ro0ciLtqkQcQ8szOwPiehoVlLadUjhps9RlrzhMEC7V6fvcdShNCMDCWMDsMnv1rnqV018DxQPo6S1GR2sMz73hWlYL6dUwI65+A5/y414NWRuO0964G3pSwT3kTOfyuLZQPgZpCaFOB+KZSfWcgH+uKVWU15Ff9JarUxWhAbUWyxpymkKttqTwWJMqjUoJUFupJWg1JU8QQSIcuIkOzQqYrqL8v2YXbgjFMXJ064cF2P/+WN82zboRgeFgy3DAjFkdMhMwtNotQDYwtP4GpCL6UbKBwHnt3bAyPYusYjdX02n3PT6Xe84cp/Ienetv/kd9d4v2IAF2IcgM7C6b8a23KNc/lR9QdH931j4sTMIY6f9EjTGr4HzVAz3IiZHF1ganyap3f3efQFycM7h7nz0QCTJNx44TwXbIi444EQhAPKRUpFKCEoKne5yOxW24F51a5W7+KwOTgWHwC5KrsW+SFPqjLoatAYpQSdWfT+2TeRz47xqs9Krr+rdleqn51n1mO0BXjGw9MKTUm0IUmF/V1SSKXl4FKaIjGhrOIlZbHAz2UF2SAoUZXWpUMiU5RyiRPbun3jNT0On57jwg0J15+fEsWKux71eXTnDA88P8xTO4ZJjMJz7FyhH2tGpOCc1X0OnuxxeGYF7/nJV53YfN41/2quG//VyNDkDxTcP3CA51etPooxcx+/6fVXy0997tB/fvT+9sS6ZZJUWIHScCthzdQcqZjmzidiPnzLCI8/O4zjuVnqSJcVS9usXZ4wNZ5yeFaCcHCkyKiJLsE9sGs5qO3IAS1lKaLKP6eq1nNyYEtdDlpkpYJnKW/2quibK0D9Djiu/Gup1BiozmLgzZf86jyYygJcExfb7lkVN6WkVw9Uc2OzK1XmNiUFqbKHQKUsdUxTQSqFrejCIBOZdURU1i609MJJ02wCKTl8UrDnoMdoXRKf42DSBjddpnn7dV0efv4Ef3Jrj6d3jbL7eEjoGSZGNEKkdLsBV2yWjK/ceGLFmqv/9fx88vHlS4d+GFD84QAcQIgW/+0vvvRRwUj6+quXfOjhZ3eNnphucf5aweToPMfmZvn8fR63fmsJ/X7AmiWCocBGVoyOO/zc6x2uvSjl2Z19Ht8NRigbTzcw1MmNOnNKksWMy6x6y0EOXm72VF4XlhLVKp4D3hSBs8IxOG7ZAhmovt8RlP8QF4kzdt3IA2DThEyUrq1PiRFF5k0JbPu+yqt7akiUyVbVbNWXaV65s/3ZjIPbG1qWW0XSIIWTdXYcHCfJLCEk9zzh8/FblvL0BYbJYcGSoRqOk9Ks9dk41eVDv9jllgdO8IV7RzkyV2PJgmHpWARimuPz552+ZuXwb/VOffMTa7e+9YcFwx8ewAF+9Rffwr79Oz7V7W347Wf23z56wdAhNqxc4Mnd1vH/5OkGE75Do2X130M1wfiww8bVNZx0gs50Fi8qJFJIapkbrdWOZwOarFIX/DsDtJRV7j1IT2zYawXMsvK6MqbOq7jnpuzYL3h2lwtGFurBH9T1Uq5WxRA0c54SQnDuuoT1qyJ2HUtJHEOsRWb/UGrTi/zJFFJpaYrOKnm1iuc0Jc2qeFKlK0JYiW2ST1ztTR8nTraBL0jxoFUn1ooHnpRsWukxMZIy1PQ4PVenFiS84eIFLtwwzWe/GbNj7wgjLzq89XUb5g/PjP7a/U+d/Ox73/OLP0wI/nABDrB0+Yak30/ed+m5z64drUV/cWz6Uf8Ldw/TmWty4UrFaBN2HDH4EkZbDkvHXabGNMY4RImDIQHpEChhp5ausX4phQw2pySiwikrdhCFsq9CYwqaQjkcKV5n1KTSg/a8lOcPKF7c41J4judc+SVo9vdetc92lbZ02lhD+3PWpmxdGbHroEYHJqMnlVBVQyEdKJcxLD+XUmdUpBrCWlZxpW2fXGTgXmxyJLPWaQ5yYzKbawPHTkI9EAjh4LkpsUp5ekeD0VaDDSvbvOvGWf5s+jgiOK8X6VW/eMOlI397/FT3+xrDv5zrhw5wXwlz7MSp+9/xtrftO3h03/zXP9VhvDbtX77OZbihWLWswzNHUgLh0mo4jDQFjTAh9GO0ieinLiifugOhqwldCDIduVvQkop5j6Ks3lXuXXDzzDYi3wnMDpS5wEjma2KV9qCQ2vqOVPYLz3ZArILheyvw+e5kybWL5eV8K93YTB1ryq/B2ClKbBSxKat2ogVO4Q1oKlnwoPLQVZnZRUhBonIqY6u4VUZKZGr3OPPcH6srcVHS0Hd94tjHUxqlIjpxSLuXMjOf0Ky5TI2BE8zxrW2S1ZM19h4dZsWk4Fdvrvd6OnzPc3tX3Xrk9N70PT/73h82/H74AAcYHhnFUxwZGl9z/pY1m6+/csOBTxw8uK/WqgVoOU/dDRlpWIvkkWbKcLPPktE2j+003PPkMIF0GQ4MDQ9qniH0LbgLF6qKn2A+llaV4Y5TuQmKhdkKyHNqIqUpR+Mir+QaIzQJg4GyA0L/7/PxGaz2FWBTGoySZeygxQDAE2MGDpm6qN4W3Lpa3QequCmoSSqz92X59UlmnJ+mhkRah9g8cEqplHoY8uoL57lq8yzbdgSM12GondCoKU7NuYw7Plp1ODrtMt1LEfWtrG1M/NJNr/7ZL57e94dmbM1v/Sig94MZ1X+3y3cEQoj0hYdvOfq5Lz/0N30z9Yut4bWzienwhbtdRmoh65e7jLRgtBUzNT7PbHeez9zdZN+pIcZqgqanqfmGeiCoBZJaIAg9u7iQL+WWq18ZLSl64RXurcwiYOcCpfxQNXi49NyUuVnD3d/2OXjaetDlW/CyUrm/L5AvEmUNdBqL11YNuHTE8Kqr+gwP2UTU1NhM+LTw/qvaSuRAty/JgPurbR+mKYP7pNnPkC81d/qSdlfR7ji0uw4LXZdOz2O2XWPpSMjNN7apNec5MC2Ybhtm5hJ2HoCZ2SY33xjjeW02rVl28ua3v3HHpde8e+/0fPQjAzf8iCp4fr3mDT/DRz/xMX7+p4PPTB9Z7T6/d/i/HDp5YGxyaJ7T8wYpPJaOdYjNLP/1i02+eM8Shj3FSJBS9w2NUNAKJbXQmgfFMbR7adbnHZRnFp0UVR3olPy7KmoqhE2L6Eoei9ftwtFjDrqvILBC/4KdDOhfOfsA5+VcZ6A7fz/rihuBTiWeL5iaTKl5KTNdjdaGSEsL3kzsZUfmZgDsaWq120mmNLRFIKviuY6GfDnCPsNFsWShK4kTe9aJE2vLZlfqNFK0eOe1HfrxDH/6d5IjMzVWTGiQPe5+wuGK81dx+eXrTp2YGfrNzRs2f7KvjQD3Rwm5Hy3AAd733n/O+94LR47NfXLDVse5uXH/79/2tdsnntwZ8c5rBYmY5yO3N7j/8THOWyqZ72sUEHrQCAVDTUWz7tCsCdrdlJP7E7o9S1vyBWApbPXONSf5MGiwW1JWbVUFuqrQE2EVfKkxJGQn2MyWWVGKn0rxVOl7shjoA3uKvET7sKigoqQnlM5POqMpNlArBZNgjCYxcmDoo3W5eJGb6+iMwsg0f5YrR/hpmnur2MfCcw1hkNDpGfYcdml3HBqh1Y8L4eB7mkYomW17HDze5MbzukRxm7/5hqLdrXPdRSmtIYcV61594i1vvPa3kzj55L/9DfCl+MGcvb+H60cO8PyaWtJiZn7+Y2s3Xy2Wvpj856v0tyYazYP81dc8Hts2xCVrHM5dl3D/9pg9B+wi8FDdYaTlMj4sWDqWMDp0mlM9zWPPNJkatrZvYOmJI2UhhXVdU+x/5ty7jBIs9xBt8oPODp72tRIp23YqHt/pWcmiGMzcPNvh8nuq2mdpvwwoEo0Y4OJxLLl4fcS5GyMOPJSCSYm1Q6Qz4ZWBNDcoyr5PDvQ0rehdshtUSUOiRPH5UoLvpUwMd3nohQ73PF1ntBayZMQOeqRU1EOFVCk7DiZ8e9sw56+tc8PWOaTs8tUHYP+JSd73s1eemFhxxb9O0/hjrv/DGeK8nOsVAzjAcLNJp9356Lvfcm2ye7f/R5/98l0jR4+2uWaLw9SEy2sun+d4P+Lg4SaNUDHcdDJwx6xb3sbxpjmxUGOmJxlPdPYHyip3ZrCfex3mhqC5U9TiBVyVmUhW6YmTudfuOuyz/4gLoYXvS8Z9Vyb5gpd3+iyruVlU2av+g7n9giRJJGumNOuWRWAS0Ampca0mxSyu4KUgLLegS8g/pksqp0oDIYF9rJq1iOHWPEfmPabnAwQxBoPjeLRqiiiWPH8w5ZtPJkjjcXJumFVTLu96U51Vq18zXRu76v+IYucvw9o/fN3sB3G9ogAHqDVq9OLoryZWXnLaCY+uf9/N0R/u3P6wu2pJihZt5tsuow3J+LDD+IhkyWjCiskOS8dOc8sDMfc+XWPEywbh+R8ss4QLfEPoG3zPiqiEGDTgIatieSWvhpkqlSJlglAa38O2YbIeeLVyL6bgxTsv4xLljzFQpcuQqWr1zqJGkKSJIIqMHVuaBKM1fe1kNsem2C5a/OyQd1QEhlSZ4syilCBOFGmarwrbm+2GC2LueW6Ov7unnjUKEpQUhL7LktGQkUYHo7q8sF8w3RVMrbo6fu0lvd9ac85Fu4RStzvOKwtu+DEAOEDgenr+1Iu3/cd/8SZv/64XO1qIPzt+5DExvceTh44GrBh3WbtcMjUeMznSY9nkae7e1uWPbxmm3w/wwzxgqvQdD32o+YZGLSXwbWckTiS9yHpVS11KW+1qVyaPVVlym4xxvYR9xwV3fDso7FtzIdTiFIgqwherAMsO9yItSvWq6serVbtiAQdgtPVeuemqPnd+O2b/6QRkTKQV3RQClRsPmWKpRGX2FQa7+RNnzrCJTauyYbpuvvhgh0pxIgk9l3/5zhmm5xUPPDWBqwRpGpNowUjTZ9l4yIaVmqXNVL/qmsvM2JLN/7+ktu4Tjz9zIrry0rFXGlbAjwnAAZpjmzl04IVoZGTZXw2PRXfD/E89/eKh3w3VNJdshi3rTnL0ZI1Wo8Mj2yM+9IWlHJ0OcKR1dJWZ/7jnShtcFWia9ZRWPaZZj/GchBMzAdNzYQEiz8kMFkSuR0lxMu9Dx4lx3ZhTHcmL+9wM4PZnLW2OFyUkc3Z9ijjLW2e7DPlmUA7SEuSLv+E5axLGGzH7j8fg9tGpQ0+6RJkuJXfgEsIudQSe7QjPdlJOzgl8B5qBwRjbUfFcTRgo4sS2G8ncqSZbIb/5joSoP8vefUOsnDQ8f6CNMTUuP8/lpquH0Uz9u62bVv6NCqYOpP2T0ZWXnvNKw6m4fiR98Jd7LV95Dq2xVd2of2j729625vdr9a0ffP11W9It62d5YFvM4ROK3UcS/vjzo6wbbvF774l54xXzxInGkYLAk9QCST0wNGuaVj1mtNVj2cQMO4+e4nPf7LHzgGF+QRLFMvtD2pahq6zvYeBFhH4P3D6R0MzMKBa6+aQxZ8echccvOnhWKvIZGfT5VaHpZdekCm4xQFPyzwRDPdC0hhM8IsKkh4i69OOEhVQQ5xnvxrZFPVfQrCnWr3D56de3Wbl6ht2nBacWYK5rWOildHoJ3Z6mF1nNuOukfPlhn3//seUcOrqc//9PxqxZ3mPJqOKK82L2nIzB3Zpedf65H3zy6Krf377/6PYt56zsnnfejw+44ceoglev17/23fzZR29Jf/NXf/7fR/0jzh1fn/jN0+0X/CvPOc1DzxuG/SbXnSe57vyU/adTnhYms1pTNGrQamhajZihRp+p8XmeOzDPh74wgun5hBsTaqGkFmRdA6xFg+MkBF4f6LDzcMIX76kRpxI/SLnqoj5Hv+nRi1OMMhlPHfTwruZsQgXYAy6zlqbYG8ScQW3OyLIxg9bIQhhcN6HfN3z7KY/rLoh47RV94kTyN3e3OHDCsBA3aTqCphborIXpOpJa6DA6BOevddi45iS/My94cfdIIRF2lKUpjdCh17c6k4OnPO5/xsMzHq+5YpzLzpnh+Z0N3nLdku7ll284cP6Fb//bzWvH//2/eOKLbLn4Pd/bH/lHdP1YAhzgA+97J8acZNvztf/z8sveLNet2np1+9in5T3bwqsv3dR1xkb7xHqBWmg9D5t1xVBLMtrSjLZiRpp9Roe6SDXPHY8qDp9osHnSDkCStDTRlNJGkAdeTOB3+chtDh+7Y5wde+oMeX0++BtH+NDNswwHhk9+zaOjQwwqk49WdeildMDKtnNw5xEnZfVncdXPniC0KQOakizDRmc5lkKAo1J6ccpnv1Hjg/91hHe+boF//+tthlzFzTec5uN3RvzpLS5tJ2TIE0UKsl3utq/nOz7rVni86fJZnt3T4MS8hyRFoFEyIfAks23JQten20tx3S5HZ2Puf9Ll0guWJi8cbD604dybnpme2/Ornl8zuw7OsWVF65WGy0teP7YAh3JDCPjXn/n8bST6Nc033tD+iDK7fvqhp/fLfiLodiTjDcnEsGLVpGblki7Nep+RZpeRVpedRxIefLaFYxzqfh5TktnGVayJm/Uuzx9I+PMvLWXviVGGRxWbVi5wyeqQMeXwO7/Q5cDpeW5/qAl+GSBbXXjOhV6QTRS1jRTROk9go3LwKwdPUpjM3B5iMscBaaeFuc0wwuC5CXc+6vDBj09yNBri4V0B255usHG5YvVEh1/+iQXufnya5/Z5dANJklKIrnQ2COr0FJiA6889xefGO2w/6BNpSS/RdPopqY5p1FxOzwU0/S5bVvTYsm6IhXi1Hhpf94UP/mrjl9ud0/M/cdPPvtLweFnXjzXAq9e7f/qt9No75/168GvPP79650z38fMkR97xwj17WDIsWLMMli+ZY6g5R+gLdh3t05p1kMpFKmvC7xdpyrnrrHWNatYiDp+M+OPPDXG8PcLqccXyluGCVTVIVrD/yAIrl5zkovURdz4egwmKquhmuZ++a2UBQKHvMMZklVcUyRCCqtWx7Tk7MreBEJgUtLaqQVcZ0jRFG9t7j5OUp3YFHJkdYdmEj4h8nnpRIEzC5Gib0Rb8y3fN8u8+0WBuvsVoKDJbCUMca6JI0YsUvcglSlwEks0rI+q1HkeP1UhFTHLaEPiKqXGXtZMC6W1m1dTSW8/ZcvEz2ln+J7O6N3/5lWtfaTi87OsfDcABgsYGgJPGPPtvt2x5/erHntzPW9pr3nH88E7C4ChffrjHZLPOledFfPJOn6s21jh342lcJQhdCH1B6CvCAEJfE3jWd7xR6/PkHsPDzw9Tlw7LmprlY5Khms+eIx7KgeFmh1dfNMff3htx+FSW+6nAdzOrZV/iutZlarqrSVO75S+wQNXZxCX3AXccg+8ZQj/FcwxxKjk1q4higefaiu4oiZ9Yk3opDfuPS77+ZINa4LKkplk3KZiZDzh43AZANcKYKzefYvNUm/uON+k1Bf3I2jZ0+5puX9HtK/qRQ5S4hJ7i4tWSS7dGfOTLIddvlTSb0zzxTJ3p9lI2b72Eda21t86y6V/MJAv7XnPR1CsNge/5+kcF8PwS4lyOHT+9b93qif9DJyN/5V+56ddnTj92w99/ew91lXByrku/06LuO5ycU6SpS8PHcvWaZKiuadYTaoF96fRivvlkwEzfZ2XLMFyHoYYiDCQYW/nixGXFBLRCw1Gsi5T1Nbfqxkbmgx56Kf1DHXYdUjS9bDLomsKQE0rDo8Czbcx62GPXQcmeQ0P4rqBRk9kygSHwFEliY7bnu5L9x318JQgcq1Hv9jQzc4pWzeP0bI0l4/PceHGXh7bHtPseDS+l3bV21I2aotMTtLsuSriMNxMWOh41r8GSVhdX17jinFHqo+dx9QUX3btsSeNPli1b+3SSxvvqjR/8QvCP4vpHCXCAJZOjADuNMTuBZ55/bmbqf//nl/1PJ3luwxe/9qCqeYol41227TcszAdMNAy1UDI2bFg+2WN8uFuY+/Qiwe4DPjp2aIWGRmhzYkLf+qUA6FQSZUMildEH3xVZz13SqjuMDkm2rO6yatUpfvevR4hjD981hKkZoChK2u8beCkjzR5BeJrbH6sxfSJg0wqH1LhIZeNUQl/ZqBFtIwAdR2Ym9lbf3e1r5ruK+Y7D3ILHiiUuG1Z08b2UOIX5nmAhEkSJJvQSFkZd5hcUo0MhG5anPLO9R7utuO58g6pdlq7eeM7Ofqv9K1dcdeURrdnuOz/A3bxX4PpHC/D8yhIMts/NzGxfsTy9qT2nlr975NIvvLDt3lZknq/vP9zk7dd2OXRc0KoHrJ3qkDDN/pMxS4d8XOVjhGeXml2o+yLzNpc0Qus2K7C+2zobG1jXJgg8CH1buRs1yXAjpdVICcKYemOB2RmP0cSujJm8KV7Iea2EoB72ON3tsffEMKJjmFtI8DyJ5yh8RxIGin5st9izX5jcLrsfQ6eX0u4o5juShZ5LP3LRJqLmSjxp8IKEkbGYNJLsOSZYNinZcyzm/m2K5aMeJ5a4pN6mhZ968zVzew7rm0cm1h26bkrtc+U/bmDn1z96gOdXa3gYY/S+5tDlB9xa79wNKxeumlu4+M9HxvcnDzz5/Gg3ajfXLU841ZnhY1/2mGg1edOVfRp+nYnRhNREhK6hEQgaNWv9PNKKqIdJlkIgszx1y789F0JPUgsVtVAS+FZmGiewdS285qIOf/P1YeI072OLQguTa0AcR+O6Mfc86LJ9j895y+0ovddLWchSJ+qhJIoVqba7kkrZpDMwdHow09aEQcr8gpW19iIXiWKiIVjWUvj1Hm++ImWo1ebPv6zZc6TJxlUO4bopGsMXzVx5w1S703N+eeXKzd9eszac1Qat/omAG37MJpnf72Vj8oQeH9s3PTw2eUcQtjad3vNX629+53t/76fefM2zq1a2nrz94SW9lSOTXL3Z4asPw31PSqbnAiQOQ6Hl3o2aYmIkplmfY/eRiLkFl17kkaZeZtOsbbWvSYabipGm3fDPPbdT7WC0Ic4dVrNpopKSNLWVN02tqMlRaWayKfGUQSlBlBhm5hNm5jXtjqQXWZrS1xJHODRcQzOUrFkeM9+POTWbMN8xTM9bmiKNYqwmuOY8zRsum+P+J+tE/dW8/+1BL2iOPVkbuf6Jt739A8++5jU3/ebTzzyyZnxy8o6ntx+bFkL8kwI3/BOq4NVLiHPAemN2du3Zh1LOHzqO+sO5+AL19te2/myk0d/kmu3XPbH/sOpFkm4UIYRg2ZhifNhW6Va9z97jbb764AQ/8xpFr+/SCj0uOz/mrgcNvqNo1hyWjsGS0QX2HJa0uwHjw9aRVeuYxFjrYs+VDDUcwkBzataQaMlQww51rC0yuFLiuzA+4pAazb4jEVGiadR8+pGi3ZXc91SNhbbHiGto1hRvvBK+8tgCR485SKk5NSPYfySg3XcIA8VIy6PVWsLo1Jq0tWTTt9av9La3Ruc/cOp0kjqOh+P55r0/937q4Y92y+ZHef2TBHj1Wr92NZRivMTE07+M44+cOnHhf9r8/J3e9Ikj6cho65JzN3Kpm8wTOCfZf6SGo7rc93TIijEPx+3w3B7DhhVDrJ3qUPMMgS8YaUmWjfeZ6UzzwDM+66cCklTgKMP153W55f4EIXxCX7F8UhOECzy1R1BzQiaHbdO809fc80xIpO2y9PiQZMPaGU4uaI6ebjLa0nR6tr23+3DIeM1l0wqrGzl0vMaVW7t85qCmGXbYe7yPVCNs3DDJypXhY81W/Pja1cvUpde9IfL88d/RaX/6+q3Dr/Sf5Ed6/ZMH+OJLuCMA08D/BrDrxa/iONygQ94w2erc3Oud2rzvkGQuehQlHNavSNh7bJ5vPVHnvW90MdrBd6FRU0yNp0yNdzi2O+Z022NNaqgFEU/sUmxcXuN1F8+zZ49P6AsmhhPwFjjV8ekaj25fYjDc/aRix75hzt8QMd/3UQpGWxG+B0dnYOx0wtqOQz+y7lJjTcEbLu9y77aEF/aPccNlLdatlKzZcDHDKx1qfuPF9etrXzBN/05HmnsvveY1r/RD/ope/68D+OJr/eY3Atwb90/dC9zX7/fXr984qz97y3a9Ye2KtW947ehvb9u+nc0L49Qau5nefRJH+7hS4bkx23b1GW8FnL9OY9B0+wvc/lDIFZuHufGCU+zZZ/vaI80+PSKixCXqaRa6doT+9SeHuGZDwGVb23z5wRR0nce2Bxw7pThnbcRCJ2Z23qe9AA2nS6s5xZrVqznSXaBW38TKFUd+/7KF/Xu2nHetHB0blgJnF3DHJZf9eOixX+nr//UAzy/XHwO4I38/7R9HyGA46e1+cKHfJxFj8dJ1a37jYi99/abNDhNDgr377+cbjzm8/VqHIEgYrXs8vN1l5z7YulxQlxKtU8ZaHerhDCdOgCs1R+Y6HDph6PVjerFkyNesnki45ryUfjJGw4WJEY+3XzvDc/uGuPLKV7F80rB8Y5/dh7276kPJHy2bWnBXrT6XTRveeO+KTf2Zdav/cQ5iftjX/wfwl7iUPwkwA/w9wMEjhxGCFwjNkpqrdeAk7DrwNLOdCKkkSinqfhpHrVf9h2uu7Lxl3fokdvwOr7qmxoZNmiPdCOE7vPM1giRNiWOX4YmUqy/ShMJn+SrjbtrKl/7iU/v+w9i46/qey5JRyXS3xvr1Wxkecgh9LVevU8cEZs8V1654pR+ifxTXP62e0Ct8/Y+/eRAQS3T7yNA5yyPjeD2e3e1z7hrDgZNQ8ySuMoR+wsETDlvXaJ7eq/HwuGSLEuvXtGaN4Vg49vpX+lf5J3P9P4amh/6Y7xpYAAAAJXRFWHRkYXRlOmNyZWF0ZQAyMDIwLTExLTA3VDE3OjU0OjMwKzAwOjAwVa/JbAAAACV0RVh0ZGF0ZTptb2RpZnkAMjAyMC0xMS0wN1QxNzo1NDozMCswMDowMCTycdAAAAA5dEVYdFNvZnR3YXJlAG1hdHBsb3RsaWIgdmVyc2lvbiAyLjIuNSwgaHR0cDovL21hdHBsb3RsaWIub3JnL0jPKKMAAAAASUVORK5CYII=', 'weight': 9}
• mf_hecke_traces •

  Column	Type
  hecke_orbit_code	bigint
  n	integer
  trace_an	numeric

  
  
  • id: 30366061
    {'hecke_orbit_code': 9007405564166369, 'n': 1, 'trace_an': 24}
  • id: 30366062
    {'hecke_orbit_code': 9007405564166369, 'n': 2, 'trace_an': 0}
  • id: 30366063
    {'hecke_orbit_code': 9007405564166369, 'n': 3, 'trace_an': 0}
  • id: 30366064
    {'hecke_orbit_code': 9007405564166369, 'n': 4, 'trace_an': 5048}
  • id: 30366065
    {'hecke_orbit_code': 9007405564166369, 'n': 5, 'trace_an': 0}
  • id: 30366066
    {'hecke_orbit_code': 9007405564166369, 'n': 6, 'trace_an': 0}
  • id: 30366067
    {'hecke_orbit_code': 9007405564166369, 'n': 7, 'trace_an': 0}
  • id: 30366068
    {'hecke_orbit_code': 9007405564166369, 'n': 8, 'trace_an': 0}
  • id: 30366069
    {'hecke_orbit_code': 9007405564166369, 'n': 9, 'trace_an': 0}
  • id: 30366070
    {'hecke_orbit_code': 9007405564166369, 'n': 10, 'trace_an': 0}
  • id: 30366071
    {'hecke_orbit_code': 9007405564166369, 'n': 11, 'trace_an': 0}
  • id: 30366072
    {'hecke_orbit_code': 9007405564166369, 'n': 12, 'trace_an': 0}
  • id: 30366073
    {'hecke_orbit_code': 9007405564166369, 'n': 13, 'trace_an': 0}
  • id: 30366074
    {'hecke_orbit_code': 9007405564166369, 'n': 14, 'trace_an': 0}
  • id: 30366075
    {'hecke_orbit_code': 9007405564166369, 'n': 15, 'trace_an': 0}
  • id: 30366076
    {'hecke_orbit_code': 9007405564166369, 'n': 16, 'trace_an': 595144}
  • id: 30366077
    {'hecke_orbit_code': 9007405564166369, 'n': 17, 'trace_an': 0}
  • id: 30366078
    {'hecke_orbit_code': 9007405564166369, 'n': 18, 'trace_an': 0}
  • id: 30366079
    {'hecke_orbit_code': 9007405564166369, 'n': 19, 'trace_an': -249920}
  • id: 30366080
    {'hecke_orbit_code': 9007405564166369, 'n': 20, 'trace_an': 0}
  • id: 30366081
    {'hecke_orbit_code': 9007405564166369, 'n': 21, 'trace_an': 0}
  • id: 30366082
    {'hecke_orbit_code': 9007405564166369, 'n': 22, 'trace_an': 0}
  • id: 30366083
    {'hecke_orbit_code': 9007405564166369, 'n': 23, 'trace_an': 0}
  • id: 30366084
    {'hecke_orbit_code': 9007405564166369, 'n': 24, 'trace_an': 0}
  • id: 30366085
    {'hecke_orbit_code': 9007405564166369, 'n': 25, 'trace_an': 0}
  • id: 30366086
    {'hecke_orbit_code': 9007405564166369, 'n': 26, 'trace_an': 0}
  • id: 30366087
    {'hecke_orbit_code': 9007405564166369, 'n': 27, 'trace_an': 0}
  • id: 30366088
    {'hecke_orbit_code': 9007405564166369, 'n': 28, 'trace_an': 0}
  • id: 30366089
    {'hecke_orbit_code': 9007405564166369, 'n': 29, 'trace_an': 0}
  • id: 30366090
    {'hecke_orbit_code': 9007405564166369, 'n': 30, 'trace_an': 0}
  • id: 30366091
    {'hecke_orbit_code': 9007405564166369, 'n': 31, 'trace_an': -1241936}
  • id: 30366092
    {'hecke_orbit_code': 9007405564166369, 'n': 32, 'trace_an': 0}
  • id: 30366093
    {'hecke_orbit_code': 9007405564166369, 'n': 33, 'trace_an': 0}
  • id: 30366094
    {'hecke_orbit_code': 9007405564166369, 'n': 34, 'trace_an': -14972992}
  • id: 30366095
    {'hecke_orbit_code': 9007405564166369, 'n': 35, 'trace_an': 0}
  • id: 30366096
    {'hecke_orbit_code': 9007405564166369, 'n': 36, 'trace_an': 0}
  • id: 30366097
    {'hecke_orbit_code': 9007405564166369, 'n': 37, 'trace_an': 0}
  • id: 30366098
    {'hecke_orbit_code': 9007405564166369, 'n': 38, 'trace_an': 0}
  • id: 30366099
    {'hecke_orbit_code': 9007405564166369, 'n': 39, 'trace_an': 0}
  • id: 30366100
    {'hecke_orbit_code': 9007405564166369, 'n': 40, 'trace_an': 0}
  • id: 30366101
    {'hecke_orbit_code': 9007405564166369, 'n': 41, 'trace_an': 0}
  • id: 30366102
    {'hecke_orbit_code': 9007405564166369, 'n': 42, 'trace_an': 0}
  • id: 30366103
    {'hecke_orbit_code': 9007405564166369, 'n': 43, 'trace_an': 0}
  • id: 30366104
    {'hecke_orbit_code': 9007405564166369, 'n': 44, 'trace_an': 0}
  • id: 30366105
    {'hecke_orbit_code': 9007405564166369, 'n': 45, 'trace_an': 0}
  • id: 30366106
    {'hecke_orbit_code': 9007405564166369, 'n': 46, 'trace_an': -14323536}
  • id: 30366107
    {'hecke_orbit_code': 9007405564166369, 'n': 47, 'trace_an': 0}
  • id: 30366108
    {'hecke_orbit_code': 9007405564166369, 'n': 48, 'trace_an': 0}
  • id: 30366109
    {'hecke_orbit_code': 9007405564166369, 'n': 49, 'trace_an': -42020312}
  • id: 30366110
    {'hecke_orbit_code': 9007405564166369, 'n': 50, 'trace_an': 0}
  • id: 30366111
    {'hecke_orbit_code': 9007405564166369, 'n': 51, 'trace_an': 0}
  • id: 30366112
    {'hecke_orbit_code': 9007405564166369, 'n': 52, 'trace_an': 0}
  • id: 30366113
    {'hecke_orbit_code': 9007405564166369, 'n': 53, 'trace_an': 0}
  • id: 30366114
    {'hecke_orbit_code': 9007405564166369, 'n': 54, 'trace_an': 0}
  • id: 30366115
    {'hecke_orbit_code': 9007405564166369, 'n': 55, 'trace_an': 0}
  • id: 30366116
    {'hecke_orbit_code': 9007405564166369, 'n': 56, 'trace_an': 0}
  • id: 30366117
    {'hecke_orbit_code': 9007405564166369, 'n': 57, 'trace_an': 0}
  • id: 30366118
    {'hecke_orbit_code': 9007405564166369, 'n': 58, 'trace_an': 0}
  • id: 30366119
    {'hecke_orbit_code': 9007405564166369, 'n': 59, 'trace_an': 0}
  • id: 30366120
    {'hecke_orbit_code': 9007405564166369, 'n': 60, 'trace_an': 0}
  • id: 30366121
    {'hecke_orbit_code': 9007405564166369, 'n': 61, 'trace_an': 56906192}
  • id: 30366122
    {'hecke_orbit_code': 9007405564166369, 'n': 62, 'trace_an': 0}
  • id: 30366123
    {'hecke_orbit_code': 9007405564166369, 'n': 63, 'trace_an': 0}
  • id: 30366124
    {'hecke_orbit_code': 9007405564166369, 'n': 64, 'trace_an': 338779896}
  • id: 30366125
    {'hecke_orbit_code': 9007405564166369, 'n': 65, 'trace_an': 0}
  • id: 30366126
    {'hecke_orbit_code': 9007405564166369, 'n': 66, 'trace_an': 0}
  • id: 30366127
    {'hecke_orbit_code': 9007405564166369, 'n': 67, 'trace_an': 0}
  • id: 30366128
    {'hecke_orbit_code': 9007405564166369, 'n': 68, 'trace_an': 0}
  • id: 30366129
    {'hecke_orbit_code': 9007405564166369, 'n': 69, 'trace_an': 0}
  • id: 30366130
    {'hecke_orbit_code': 9007405564166369, 'n': 70, 'trace_an': 0}
  • id: 30366131
    {'hecke_orbit_code': 9007405564166369, 'n': 71, 'trace_an': 0}
  • id: 30366132
    {'hecke_orbit_code': 9007405564166369, 'n': 72, 'trace_an': 0}
  • id: 30366133
    {'hecke_orbit_code': 9007405564166369, 'n': 73, 'trace_an': 0}
  • id: 30366134
    {'hecke_orbit_code': 9007405564166369, 'n': 74, 'trace_an': 0}
  • id: 30366135
    {'hecke_orbit_code': 9007405564166369, 'n': 75, 'trace_an': 0}
  • id: 30366136
    {'hecke_orbit_code': 9007405564166369, 'n': 76, 'trace_an': -511347840}
  • id: 30366137
    {'hecke_orbit_code': 9007405564166369, 'n': 77, 'trace_an': 0}
  • id: 30366138
    {'hecke_orbit_code': 9007405564166369, 'n': 78, 'trace_an': 0}
  • id: 30366139
    {'hecke_orbit_code': 9007405564166369, 'n': 79, 'trace_an': 127619024}
  • id: 30366140
    {'hecke_orbit_code': 9007405564166369, 'n': 80, 'trace_an': 0}
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