Newform data - 726.6.a.w

Formats: - HTML - YAML - JSON - 2024-06-13T23:45:22.577058

• 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': 26136, 'analytic_conductor': 116.43865318422394, 'analytic_rank': 1, 'analytic_rank_proved': True, 'atkin_lehner_eigenvals': [[2, 1], [3, -1], [11, -1]], 'atkin_lehner_string': '+--', 'char_conductor': 1, 'char_degree': 1, 'char_is_minimal': True, 'char_is_real': True, 'char_orbit_index': 1, 'char_orbit_label': 'a', 'char_order': 1, 'char_parity': 1, 'char_values': [726, 1, [485, 607], [1, 1]], 'cm_discs': [], 'conrey_index': 1, 'dim': 3, 'field_disc': 700739185, 'field_disc_factorization': [[5, 1], [140147837, 1]], 'field_poly': [123076, -4996, -1, 1], 'field_poly_is_cyclotomic': False, 'field_poly_is_real_cyclotomic': False, 'field_poly_root_of_unity': 0, 'fricke_eigenval': 1, 'has_non_self_twist': 0, 'hecke_cutters': [[5, [-98196, -4931, -14, 1]], [7, [-139648, -48178, -5, 1]]], 'hecke_orbit': 23, 'hecke_orbit_code': 99079191902814934, 'hecke_ring_generator_nbound': 7, 'hecke_ring_index': 2, 'hecke_ring_index_factorization': [[2, 1]], 'hecke_ring_index_proved': True, 'inner_twist_count': 1, 'inner_twists': [[1, 1, 1, 1, 1, 1, 1]], 'is_cm': False, 'is_largest': False, 'is_maximal': False, 'is_polredabs': True, 'is_rm': False, 'is_self_dual': True, 'is_self_twist': False, 'is_twist_minimal': True, 'label': '726.6.a.w', 'level': 726, 'level_is_powerful': False, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_prime_square': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [2, 3, 11], 'level_radical': 66, 'minimal_twist': '726.6.a.w', 'prim_orbit_index': 1, 'qexp_display': 'q-4q^{2}+9q^{3}+2^{4}q^{4}+(5-\\beta _{1})q^{5}+\\cdots', 'related_objects': [], 'relative_dim': 3, 'rm_discs': [], 'sato_tate_group': '5.2.3.c1', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '726.6.a', 'trace_display': [-12, 27, 14, 5], 'trace_hash': 1509807685695307397, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '3.010', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '23.473', 'prec': 20}, {'__RealLiteral__': 0, 'data': '2.317', 'prec': 17}, {'__RealLiteral__': 0, 'data': '262.197', 'prec': 24}], 'trace_zratio': {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, 'traces': [3, -12, 27, 48, 14, -108, 5, -192, 243, -56, 0, 432, 234, -20, 126, 768, -828, -972, -2457, 224, 45, 0, 920, -1728, 683, -936, 2187, 80, -4228, -504, 5025, -3072, 0, 3312, -5334, 3888, -8601, 9828, 2106, -896, -11198, -180, -26594, 0, 1134, -3680, 12902, 6912, 45960, -2732, -7452, 3744, 5712, -8748, 0, -320, -22113, 16912, -23856, 2016, 3859, -20100, 405, 12288, -133448, 0, -75117, -13248, 8280, 21336, 27982, -15552, -74659, 34404, 6147, -39312, 0, -8424, -151483, 3584, 19683, 44792, 5986, 720, 69276, 106376, -38052, 0, -293276, -4536, -20980, 14720, 45225, -51608, 21400, -27648, 379303, -183840, 0, 10928, -203194, 29808, 97701, -14976, -48006, -22848, -105496, 34992, 51901, 0, -77409, 1280, 93982, 88452, 123902, 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0, -111297920, 142353572, -734314320, -55341558, -353977600, 78211044, 567213888, 250787542, 4644864, 1595540816, 0, 674178948, -225385264, 62984694, -163236672, -277768151, -43271168, -76906584, 281621456, -1074474702, 265855392, 0, 92022240, -424988046, -65235712, 1319299262, 414103752, -314913990, 67594912, -162841275, 155324544, 710352202, 0, 749531160, -184374312, -228527568, -322648608, 69627460, -231747768, 102526222, 21483520, 554803704, 306300520, 0, 25509168, 933406875, -604867276, -48189204, 254296320, -605895618, -119957832, -505975069, 259161504, -540059886, 0, -46092134, 8891136, 1076792780, -74652744, 901302894, -568161568, -466690194, -442583028, 109518964, -174899328, 0, -1061420904, 228388944, -533996064, -1394912, -923074412, 37835829, -15073280, 1134045420, -552151656, 2347735196, 0, 865917522, -489687576, -570833886, 58050432, -131045639, 1063396180, 294911514, 685688496, -36738844, 118554912, 0, -800768, -287111142, -541439384, 441743948, 16394976, -441419684, -115511412, -424179540, -495797248, -411807146, 0, -1341066169, -238459680, -393408612, 231535472, -971691700, -46310400, 1191190262, 769459164, -411670917, 469379168, 0, 766844784, 751198425, -546881728, 85582314, -213888232, -108871504, 7757856, -1460947470, 179855016, -241889985, 0, 1408786362, 261823572, 907057428, -110301536, -56431161, -944122296, -1122400408, -240153984], 'weight': 6, 'weight_parity': 1}
• mf_hecke_nf •

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

  
  {'an': [[1, 0, 0], [-4, 0, 0], [9, 0, 0], [16, 0, 0], [5, -1, 0], [-36, 0, 0], [1, 1, 1], [-64, 0, 0], [81, 0, 0], [-20, 4, 0], [0, 0, 0], [144, 0, 0], [74, 13, -1], [-4, -4, -4], [45, -9, 0], [256, 0, 0], [-276, -5, 5], [-324, 0, 0], [-814, -7, -8], [80, -16, 0], [9, 9, 9], [0, 0, 0], [317, -18, -13], [-576, 0, 0], [240, -43, 6], [-296, -52, 4], [729, 0, 0], [16, 16, 16], [-1393, -35, -14], [-180, 36, 0], [1640, 115, -10], [-1024, 0, 0], [0, 0, 0], [1104, 20, -20], [-1749, -52, -35], [1296, 0, 0], [-2836, -32, -61], [3256, 28, 32], [666, 117, -9], [-320, 64, 0], [-3746, 77, -37], [-36, -36, -36], [-8895, 64, 27], [0, 0, 0], [405, -81, 0], [-1268, 72, 52], [4352, -122, -32], [2304, 0, 0], [15195, 387, -12], [-960, 172, -24], [-2484, -45, 45], [1184, 208, -16], [1785, 289, 68], [-2916, 0, 0], [0, 0, 0], [-64, -64, -64], [-7326, -63, -72], [5572, 140, 56], [-7953, -102, 105], [720, -144, 0], [1398, -365, 30], [-6560, -460, 40], [81, 81, 81], [4096, 0, 0], [-44636, 509, -49], [0, 0, 0], [-25351, 683, 253], [-4416, -80, 80], [2853, -162, -117], [6996, 208, 140], [9595, -604, -199], [-5184, 0, 0], [-24896, 257, -228], [11344, 128, 244], [2160, -387, 54], [-13024, -112, -128], [0, 0, 0], [-2664, -468, 36], [-50822, 823, 160], [1280, -256, 0], [6561, 0, 0], [14984, -308, 148], [2212, -458, -192], [144, 144, 144], [23250, -359, -115], [35580, -256, -108], [-12537, -315, -126], [0, 0, 0], [-97952, 427, 153], [-1620, 324, 0], [-7371, 486, 647], [5072, -288, -208], [14760, 1035, -90], [-17408, 488, 128], [6622, 1260, 274], [-9216, 0, 0], [126429, -314, 330], [-60780, -1548, 48], [0, 0, 0], [3840, -688, 96]], 'ap': [[-4, 0, 0], [9, 0, 0], [5, -1, 0], [1, 1, 1], [0, 0, 0], [74, 13, -1], [-276, -5, 5], [-814, -7, -8], [317, -18, -13], [-1393, -35, -14], [1640, 115, -10], [-2836, -32, -61], [-3746, 77, -37], [-8895, 64, 27], [4352, -122, -32], [1785, 289, 68], [-7953, -102, 105], [1398, -365, 30], [-25351, 683, 253], [9595, -604, -199], [-24896, 257, -228], [-50822, 823, 160], [2212, -458, -192], [-97952, 427, 153], [126429, -314, 330], [-66988, -2056, -174], [32393, 721, -199], [-34273, -2766, 89], [17880, -1914, 175], [31240, 1029, -767], [38772, 1431, 406], [-56041, 3138, 293], [-93768, -1382, 182], [-77433, -808, -7], [127535, -1741, 2190], [-82406, -492, -982], [-215874, -1633, -226], [456615, -2939, -909], [105969, 726, 1323], [-88754, 6126, 748], [-346274, -3582, 298], [-86372, 3534, 755], [494588, -2372, 2608], [-213161, 3000, -3076], [-291379, -3429, 560], [-463555, -1737, -291], [228597, 3899, -3163], [-1081602, -1677, -1052], [-960291, -3804, -1065], [310486, 8581, 235], [-257104, -5451, 3797], [19506, -446, -5506], [615620, -2848, 2206], [-394395, -27974, 923], [376966, 16041, -3029], [-901670, -10, 1250], [-428997, 20197, 2474], [-237665, -4412, 1285], [305090, -6366, -6435], [-980670, 15790, 6692], [34185, -12671, -8175], [-2084655, -5257, -1004], [540433, -20259, 533], [-193320, 10844, 8020], [-732129, -32515, 3146], [-934828, 10522, -6866], [-1695484, -1791, 5886], [767367, 12546, -1052], [-109904, -41970, -7292], [947756, -6440, 911], [-669708, -25737, -5583], [562769, 41524, 9199], [919013, -34404, 10167], [2849424, 2479, -5724], [-1982975, 25288, 8527], [416455, -24966, 9013], [105899, 38725, 4906], [-937912, 26756, 12823], [-873058, 4515, 18635], [-2181845, -22086, 5768], [1385769, 81750, -10017], [1768704, 209, 25685], [-3251201, -15046, -3355], [3395103, -14692, -2932], [430482, 45133, 6528], [-3190141, 26532, -10243], [-1275590, 62451, -10529], [558759, 17233, 7434], [-2643305, -75159, -10718], [-296773, -45188, -16567], [568751, -17600, 18337], [6798623, -1742, 3493], [1122085, -10064, -24029], [5125294, -20922, -17414], [-2449523, 73999, 1693], [3821853, -80372, -25297], [-1873416, 10624, 17942], [260166, -70560, 4692], [2741804, 59121, 7206], [-2779246, -14128, -15332], [4364938, 67888, 23026], [2462416, -34978, 55226], [-4775929, -32628, -31975], [-176544, -96826, 44278], [6621055, -94929, -28789], [-3887795, -32288, -44198], [-3369578, -36832, -45514], [3112048, 37817, -23119], [3226782, -97260, -23610], [5427359, -124612, 6988], [5567764, 2136, -24748], [6845058, 221652, -3047], [3057008, 163727, -7071], [5685985, 2284, -40817], [-7011571, 30500, -10049], [1902792, 83055, 73401], [-6053464, -39945, 39318], [-5469526, 166688, 65226], [2603532, -25332, 49770], [-7020322, -119030, -24998], [-11049536, -88084, 29355], [-797524, -101709, -25620], [-5646327, 168911, 50212], [2855461, 106214, 63119], [-159541, 109135, -6877], [-6681225, 59913, -115302], [-7893202, 117628, 2720], [-7344571, -128966, 39079], [-6684727, -6596, -104761], [-11833838, 1957, -10541], [14320358, -95295, -10248], [-4918167, -163816, 14587], [8908057, -10121, 96817], [-4420824, -129958, -10417], [-6287524, 317491, 92881], [11766825, 202576, -49470], [-8161660, -154694, -51770], [-12892178, -52272, 28286], [6361940, -114272, 37978], [6266062, -77678, -53808], [-2312358, -108373, -96004], [-14477000, 35380, -102762], [17020653, 211433, -20887], [6955009, -97746, -59837], [4368212, 9086, -19241], [-3979644, 308112, 66012], [3237736, -498928, -45513], [-2006608, 101126, -44538], [7677549, -78557, 113397], [22030603, 187662, -30215], [-17827468, -451952, 51635], [-5908826, 340513, 97875], [-890156, 465321, 45026], [-9935253, 273210, 137649], [-11238847, -410863, -13643], [31007791, 211532, 4457], [1583849, 474147, -96819], [21830172, -163215, -112455], [11577399, 264052, -56772], [21498039, 135513, -9870], [12857471, -67730, 94597], [-13595010, 285705, 130851], [-5838161, -642639, 63647], [20617945, -163006, -45973], [33441416, -195295, 15813], [32177008, -269014, -48952], [-14603396, 257080, -158960], [-9031142, 144492, 72269], [-20723663, 449613, -55876], [-23866176, -122354, -64270], [7813183, -464208, -95195], [-687494, 410395, 162682], [7235820, -416598, -188688], [470937, 328001, 225740], [-8064084, -576504, 105748], [4466138, -786735, -125389], [-39239930, 177391, 86188], [10023123, -362895, 276942], [-27199233, 527304, 166477], [-2238654, -535120, -111427], [6240822, 661177, -23544], [596388, -234156, 6600], [-29818520, 275264, -215970], [-8948740, 419461, -55871], [34745842, 135110, 221522], [13390312, -231510, -72398], [-8253992, -279062, 40459], [24666414, -419445, -12896], [-2082423, -659439, 123496], [-32652844, -532500, -11056], [-143732, -482255, -149192], [27382750, -615262, 57422], [26847698, 258835, -30376], [-27157203, -674763, 33204], [-11841801, 35332, -54931], [19447062, 279961, 305615], [7819505, 643981, -63256], [-22610974, -427551, -32226], [32403444, -677601, -32055], [16125878, -290894, 12646], [-46764576, -548848, 87358], [-38896213, 212945, 11371], [40142684, 91226, 76807], [9203327, -571190, -154732], [13915120, -808864, 349436], [-36974914, 474902, 40572], [-13852054, 472077, 159036], [-12410591, 355384, -30441], [-21286356, 305163, -82299], [18654752, 75183, 104250], [47392863, -199032, 86212], [-11157543, -526317, 89268], [31074454, -900051, -219508], [-10775183, -410950, -135565], [11765688, -99540, 257844], [41440115, -85251, -302562], [-4258964, -600237, -41182], [4219262, -700296, 117572], [77659605, -376684, -135557], [11742407, 1279713, -25678], [70220434, 52710, 331025], [-44346121, -612352, 59989], [15711060, -522025, 135589], [-21626683, -891301, -295067], [18875150, -26842, -169830], [1221152, 702337, 228353], [-16921224, 782075, -335903], [-47258646, -77100, 49566], [-7864708, 315572, 272992], [-13303926, 965940, 114702], [15324470, -113859, 234027], [50834202, -1071623, -214164], [76739302, 802933, -252236], [45380750, -752307, -30097], [9744557, -537099, 181281], [-19942859, 1827830, 116879], [-64250860, 570069, -182280], [17764177, 407207, -227680], [78748341, -181632, -32817], [39889490, -1275990, 114074], [650439, 346428, 560445], [-17945362, -1118028, -399798], [-71629532, -1217799, -87118], [-51089954, 955408, 244069], [-46580386, 728636, -306564], [98366579, -257830, 282333], [30086612, -1343444, -60424], [57669530, 541764, -217462], [-36682012, -2382864, -6456], [-64712081, -260886, -358823], [-28773632, -621723, 377672], [36929788, 1878023, -248311], [37188115, -1288976, 297381], [-43834545, 1400346, 732880], [23703037, -368331, 175636], [-61799517, 1473480, 523737], [-104404148, 238669, -114011], [-73312940, -562272, 444896], [52213083, -1097421, -393990], [10433888, 2596051, 76112], [45466770, -685076, 306858], [-91322129, 1965038, 321377], [-36262172, -130450, -111321], [-98920704, 239175, 326092], [16692342, 1249395, 156027], [102335313, 1379861, -47491], [-83557666, 1406772, 70280], [-90402510, -1453788, 284976], [-42906802, -1388885, -384124], [24321740, 205190, 87558], [-102128490, -6595, -549865], [46812678, 47343, 729136], [27330137, 859886, 423934], [-139259978, 415440, -423754], [-2924440, 1050161, 480268], [-33781311, 300317, -522127], [-1793806, -1648404, 555938], [-45288346, 278061, 432327], [-28809032, 211023, 589856], [-11552935, 1243184, 659271], [81103333, 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[-134749686, 3642910, 628389], [92840506, 586831, 373168], [51431360, 1786940, -1212456], [-69502115, 2325433, 986472], [69872869, -708380, 1206343], [-256441776, -2336275, -220300], [25718433, 1175613, -884292], [15500272, 3870824, -387528], [-64914574, 4962160, 146801], [-24057912, 928967, 851761], [291762742, -1408788, 905866], [-51589144, 3159788, 34188], [29238, 4135371, 1835091], [152638152, 1608164, 1303036], [-176489802, 2801675, 281270], [8920018, 4113166, 452724], [75903230, -2359044, -391774], [3064861, 2071788, -1186121], [168967353, -1395397, 913709], [200716689, -1281919, -163564], [-75544359, 5627101, 253040], [133412331, -4347816, -1497647], [-137792907, 256952, -142150], [105151776, -2329032, -491424], [159350243, -2229545, 186899], [-49512774, 5762490, 702930], [123994739, 1364899, -128306], [-38140200, -2463564, -2236964], [137138096, -2137674, -434313], [244164448, 1658136, 268996], [232418205, -2626516, 92719], [-192512969, 2263360, -461816], [-154394218, 422205, 966527], [317145802, -1228895, -929918], [16196968, 3957162, -659222], [-183496130, -539683, 160931], [351531055, -1409021, 1191199], [9552416, 7095968, 498594], [-142029915, 6761885, 843497], [273448719, 1512108, -776907], [31254773, 4599620, -482057], [-30976468, -1482115, -1850087], [205512516, -48708, 946924], [469600807, -2922400, -387967], [60507466, -8491131, -547006], [-480239298, -3059376, -277848], [-246474907, 5058972, -246985], [149943261, 1484517, -1458167], [-281334161, 90318, -1162643], [29008792, 5009188, -507494], [-175442847, -1353939, -1787267], [177526822, -953633, -1377945], [407101041, 1600161, -729731], [-308147079, 4254681, 1371060], [243876456, -3373931, 1528041], [-85180350, -7346847, -413085], [5954221, -313356, -159565], [-255916402, -400494, -101728], [269247776, 2693322, 57674], [224803162, -7549352, -1049402], [504497532, 3334886, 179747], [-216892132, 5414821, -2033159], [107482089, -4758320, -648165], [-258930681, 6604670, -264323], [91816565, -3916515, -1045572], [143282017, -428105, 7704], [171045505, 93824, -1488997], [259080145, 6301037, -1210287], [173092265, 2833565, -772988], [70686009, 5379679, -1172200], [83909113, 724512, -1664309], [-95843829, 9083041, 680295], [438994328, 1374836, 941442], [233473375, 9710072, 222005], [25364881, -5128255, -1338928], [311748446, -359213, -1479250], [-17694446, 5633106, 1358098], [78929781, -7437558, -962841], [-42917559, 697016, -2989978], [-10671607, -1081391, -3642632], [147723239, -1060178, -365591], [-135766328, -4780380, 272218], [-446006984, -2483739, -561478], [-372167017, -6625670, 726313]], 'char_orbit_index': 1, 'field_poly': [123076, -4996, -1, 1], 'hecke_orbit_code': 99079191902814934, 'hecke_ring_cyclotomic_generator': 0, 'hecke_ring_denominators': [1, 1, 6], 'hecke_ring_inverse_denominators': [1, 1, 1], 'hecke_ring_inverse_numerators': [[1, 0, 0], [0, 1, 0], [3340, -33, 6]], 'hecke_ring_numerators': [[1, 0, 0], [0, 1, 0], [-3340, 33, 1]], 'hecke_ring_power_basis': False, 'hecke_ring_rank': 3, 'label': '726.6.a.w', 'level': 726, 'maxp': 2999, 'weight': 6}
• mf_newspaces •

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

  
  {'ALdims': [10, 13, 11, 11, 12, 11, 9, 14], 'Nk2': 26136, 'analytic_conductor': 116.43865318422394, 'char_conductor': 1, 'char_degree': 1, 'char_is_real': True, 'char_orbit_index': 1, 'char_orbit_label': 'a', 'char_order': 1, 'char_parity': 1, 'char_values': [726, 1, [485, 607], [1, 1]], 'conrey_index': 1, 'cusp_dim': 636, 'dim': 91, 'eis_dim': 48, 'eis_new_dim': 0, 'hecke_cutter_primes': [5, 7], 'hecke_orbit_code': 100664022, 'hecke_orbit_dims': [1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 3, 3, 3, 3, 4, 4, 4, 4, 4, 4, 6, 6, 6, 6], 'label': '726.6.a', 'level': 726, 'level_is_powerful': False, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_prime_square': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [2, 3, 11], 'level_radical': 66, 'mf_dim': 684, 'mf_new_dim': 91, 'num_forms': 35, 'plus_dim': 41, 'prim_orbit_index': 1, 'relative_dim': 91, 'sturm_bound': 792, 'trace_bound': 7, 'trace_display': [4, -9, 22, -372], 'traces': [91, 4, -9, 1456, 22, 36, -372, 64, 7371, -360, 0, -144, 258, -704, -594, 23296, -3942, 324, -4272, 352, 180, 0, -3408, 576, 59989, -6920, -729, -5952, 526, -2376, 6028, 1024, 0, 2696, 35184, 117936, -18202, -9872, -5238, -5760, 21890, -720, 24960, 0, 1782, 8736, 26896, -2304, 250199, 10620, 9162, 4128, 77206, 2916, 0, -11264, 27936, 7176, 1660, -9504, 35322, 43424, -30132, 372736, -20908, 0, 44604, -63072, -56520, 15712, 46456, 5184, -151410, 153272, -126567, -68352, 0, 23688, -51180, 5632, 597051, -230424, -34732, 2880, -96228, 8720, -16722, 0, -248926, -29160, -836216, -54528, -403056, 295968, -253384, 9216, -520986, 64932, 0, 959824, -146690, -61992, 438300, -110720, 104832, 204024, -213260, -11664, -168270, 0, 563274, -95232, 385858, 54576, 685600, 8416, 20898, 387408, 437760, -38016, 0, -1203928, 453042, 96448, -1029048, -57024, -59916, 16384, -18432, -704480, 780508, 0, 1350928, -346864, -48114, 43136, 577638, 180288, 51432, 562944, -2592, -110016, 0, 1886976, 1631940, 1903864, 1802727, -291232, -629954, 560988, 69036, -157952, -319302, 0, -1316168, -83808, 2216330, -854016, 775710, -92160, -1013032, 26244, 3208532, 350240, 0, 58368, 444192, -11520, 2245225, 1608608, -346032, 399360, -2640418, 108360, -1517868, 0, 460944, -785304, 1888252, 28512, 2638246, 381408, 596466, 139776, 3312592, -615456, 0, 430336, 14580, -116992, 873984, -36864, -567570, -1125624, 1646388, 4003184, 2122078, 0, -1031372, 169920, -181620, 5527288, -1918744, 146592, -32100, 106112, -276048, 66048, 0, -694944, 858480, 1235296, 756792, -873120, 2454088, 46656, 1280928, -564488, -2677554, 0, 6469464, 274680, -350636, -180224, 4859109, 652200, -2545572, 446976, -1883610, 913280, 0, 114816, -1717310, -560520, 943512, 26560, 517068, 1428768, -2405352, -152064, -2264346, 0, -59049, 565152, 7284862, 627480, 3465840, 694784, 3046356, -29136, 2422996, -482112, 0, 882144, 1159020, 5963776, 1943794, 1340496, -856872, -334528, 42606, 1041440, 2511464, 0, 6620344, 167200, -4554018, 713664, -3240378, -192456, 2932236, -1009152, -3071736, -625656, 0, -904320, 1530810, 3919536, 488268, 251392, 2490714, 1153728, 3757872, 743296, -2669256, 0, 2356568, 82944, 3126421, 3312608, 1564686, -2422560, -7663242, 694980, -2158456, 2452352, 0, -4544536, -6213048, -2025072, -5243224, 4384160, -771714, -1093632, -4031468, 218376, -5392320, 0, -1963872, 6999744, 10733160, 379008, -4238322, -5646312, 2849904, -818880, 3977474, -381096, 0, 90112, 4288068, -656224, -14377416, 9552816, 365982, -2797968, 3506778, -3686784, 7168696, 0, -9550380, -555712, -1474362, 2237248, -9277264, 46080, 12610902, -9870820, -3600234, -1539648, 0, -799632, -2087784, 139520, 2795112, 8538136, -483652, -267552, 4496970, 4751136, -424278, 0, 4175994, 3828816, 1307560, -3982816, -473184, -2526960, -12537296, -466560, 3759863, 260440, 0, -13379456, -5550084, -6674904, -3476948, -872448, 1773090, -177264, 7386752, -6448896, 5081490, 0, 3690036, 4735488, 13122296, -58320, -6391684, -4054144, 9491436, 2224608, 17232528, 147456, 0, -550776, 2021760, -8335776, -4193074, 6618960, -450288, 1038912, 1594332, -1908696, 4483872, 0, 2714286, 3292160, -10033344, 15357184, -11264398, 1091664, 15696, -2347040, 144342, 1720608, 0, -991872, -155586, -721312, 813078, 7012800, 15890448, 707616, 10857672, -1771520, -4570344, 0, -6039444, 1677312, -10074778, 9964400, 2178576, 3264384, -14746554, 3851424, 12079312, -3412160, 0, -5364000, -21770800, -186624, 926510, -2525696, 757332, -2692320, -14023448, -196344, -20147148, 0, 20266119, -1035696, -1328820, 9012384, -17054472, -7754592, 8358606, -1523712, -11817998, 860220, 0, 6173728, 1500228, -5722752, -947912, 873216, 4829166, -1749896, 742122, 10969600, 17050382, 0, 6304548, 134656, -15183000, -1117816, 2994884, 334368, -6986784, -13787584, -24566382, 6198528, 0, -8058096, -24801888, 7004160, 6253686, 5459712, 3701344, -608256, -13335636, -28145384, -18916776, 0, -22658624, 236196, 1834116, -19262848, -2501820, -3064680, -15941596, 7248672, -44629616, 1589792, 0, 1543168, 8812712, -5245488, -16742724, -16464768, -6341328, 1689840, 12782304, -912384, 6624180, 0, 34364025, -958656, -24516358, -9418896, -30216216, 262144, 2262816, 5530824, 18177480, -294912, 0, 15859232, -7169346, -11271680, -40961114, 581256, -18830208, 12488128, -10732500, 3871200, 21660304, 0, 20232739, -1311792, 134460, 21614848, 14331032, 12939048, 16672296, -5549824, -4017960, 4181592, 0, -769824, 22685058, 6225824, -5886054, 690176, 18680404, -8511264, 2910312, 9242208, 2861082, 0, -22203160, 2884608, -33398104, 2561240, 12533148, 822912, 8972606, 3517344, 69349616, 9007104, 0, -54232680, 8432500, -41472, 28318512, -25990960, -2440692, -1760256, -10638894, 9041760, -11925552, 0, 8604144, -20452320, -160366040, 30191616, -134442306, -10084788, 4074462, 26111040, -146183248, 7219656, 0, 30461824, -1693548, 17723592, -103393292, 28843632, -27760704, 44988960, -10691586, -4659712, 31502066, 0, -74739320, -10079264, -47883312, -24891648, 21161728, 8975808, -5683194, 2708384, 3612924, 1104576, 0, -16510680, 22612836, -2527232, -3565080, -27226160, -5510168, -5108832, -18261054, -16573584, -13157460, 0, -40446430, -9216576, 34437892, -21058688, -4578120, 8756064, -3341160, -1340928, 2438079, -15723288, 0, 35461280, 11165260, 1272672, -36335684, -13664256, -10217232, -11714184, 32975392, 12411360, 6078258, 0, 3762936, -1474560, -65837550, 693072, -68504412, -16208512, -3772440, 17459520, 45456600, 419904, 0, -32539112, -7543008, 51336512, 70090698, -8107992, -22947768, 5603840, -12264210, 21675904, -49140044, 0, -599754, -14330992, 25400916, 933888, 107640024, 12415032, -12018624, 7107072, -15043968, 17091744, 0, -184320, -30107874, -756024, -10251927, 35923600, 33629070, -28732248, -9390408, 25737728, 31540428, 0, -79860836, -5536512, 130088708, 9823520, 31324266, 6389760, -43908524, 5176512, -87830804, -42246688, 0, -46948384, 9795688, 1733760, -85612928, -12774120, 9069714, -24285888, -1558434, 1918728, 6540576, 0, 52410456, 6319560, 98244072, 7375104, 40888546, -39330944, -4145580, -12564864, 9829528, 34700832, 0, 30212032, 524808, -6912480, 18890232, 456192, -24849744, 78563060, -35509194, 42211936, -67912846, 0, -32674664, 6102528, 48361131, -83904000, 238243544, 9543456, -16364046, 8004512, -102662982, 2236416, 0, -18664344, -41404776, 53001472, -111237120, -93514224, 9221136, -9847296, -56187180, -155363864, -2813292, 0, -86433576, -16966800, 20503696, 6885376, -28525248, 70423344, 45839856, 233280, 213728382, -74276912, 0, -1871872, 47376754, -45373824, 68585304, 13983744, -7794468, -29422464, 87977544, -589824, 71259870, 0, 37157598, -9081120, -2010654, 706320, -33184160, -18009984, -6116760, 11185368, 53502104, 26342208, 0, 127243712, -1354482, 64050944, 282537228, 9601776, -64797576, 33953248, -29491416, 15242544, -10674008, 0, -121236244, 39597944, 57100716, -16501952, -118536934, 48676896, -61809936, 2718720, -20163006, 42294888, 0, -2905920, 64091664, -32637120, -113238, 88436608, 93952922, -2361960, 16071192, -30699904, 37839924, 0, 275507072, 2345472, 25488632, 2685800, -67733496, -513600, 64338446, -6769080, -20988292, 1697792, 0, -30605328, -3051892, -4416768, -41123834, 18318368, -29650446, 1056768, 38433738, 42472368, -31958832, 0, -32647536, -13688112, -84788424, -11119104, -26029539, -93125256, 15537834, 13735680, 81092598, 23973408, 0, 19764736, -5352336, -157722552, -69734272, 12108672, 5508450, 57312608, -20524104, -13969920, -53541878, 0, -56476180, 39265408, 75492792, 14683360, -4017016, 746496, 18058692, -61956984, -1026027, 20494848, 0, -5251680, -72006984, -9031808, -42199866, 77300224, 42763968, -42840864, -63070278, -66194624, 634950, 0, 324017714, 5259492, 39728828, 103511424, -84242304, -28356336, 85846224, 4394880, -51352632, -124343312, 0, -5610176, 48169272, -3895128, -5832988, -2883584, -79421256, -83259960, 79262320, 77745744, 51865452, 0, -114775992, 10435200, -300828392, -18418608, -113420708, -40729152, -11881890, -50859456, 13095744, 7151616, 0, 94955432, -29125548, -30137760, 463884856, -5021352, 2726772, 14612480, -13166928, 158398232, 22742600, 0, 155870222, 68311136, 35502300, 1837056, 65757690, 68636736, 62477664, -27476960, -4646808, 32514672, 0, -8968320, -49191930, -25270048, -3676338, 15096192, 151871238, -92246760, 74568192, 424960, 8491392, 0, -45770268, 8273088, 77694228, 41433776, 167001498, 22860288, -84559878, 16525944, 449483144, -38485632, 0, -145370880, -99592, -2433024, -70878057, -293355872, -17274060, -36229536, 92914572, 68677920, -95709012, 0, 65642904, -1190544, -121870956, -944784, 29375936, -132711296, 16227990, 9042432, 5313098, 51831216, 0, 116557792, -13629870, 179321136, 95109056, 10039680, -29492652, 138808240, -54808200, 55453440, 114783160, 0, 53817740, 11116544, 48641076, 26359296, 527899720, 48741696, 64141266, -136027952, 45625194, -466176], 'weight': 6, 'weight_parity': 1}
• mf_twists_nf •

  Column	Type
  conductor	integer
  degree	integer
  multiplicity	smallint
  order	integer
  parity	smallint
  self_twist_disc	integer
  source_char_orbit	smallint
  source_dim	integer
  source_hecke_orbit	integer
  source_is_minimal	boolean
  source_label	text
  source_level	integer
  target_char_orbit	smallint
  target_dim	integer
  target_hecke_orbit	integer
  target_is_minimal	boolean
  target_label	text
  target_level	integer
  twist_class_label	text
  twist_class_level	integer
  twisting_char_label	text
  twisting_char_orbit	smallint
  weight	smallint

  
  
  • id: 472342
    {'conductor': 1, 'degree': 1, 'multiplicity': 1, 'order': 1, 'parity': 1, 'self_twist_disc': 1, 'source_char_orbit': 1, 'source_dim': 3, 'source_hecke_orbit': 23, 'source_is_minimal': True, 'source_label': '726.6.a.w', 'source_level': 726, 'target_char_orbit': 1, 'target_dim': 3, 'target_hecke_orbit': 23, 'target_is_minimal': True, 'target_label': '726.6.a.w', 'target_level': 726, 'twist_class_label': '726.6.a.w', 'twist_class_level': 726, 'twisting_char_label': '1.a', 'twisting_char_orbit': 1, 'weight': 6}
  • id: 472343
    {'conductor': 11, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 3, 'source_hecke_orbit': 23, 'source_is_minimal': True, 'source_label': '726.6.a.w', 'source_level': 726, 'target_char_orbit': 1, 'target_dim': 3, 'target_hecke_orbit': 25, 'target_is_minimal': True, 'target_label': '726.6.a.y', 'target_level': 726, 'twist_class_label': '726.6.a.w', 'twist_class_level': 726, 'twisting_char_label': '11.b', 'twisting_char_orbit': 2, 'weight': 6}
• mf_hecke_charpolys •

  Column	Type
  charpoly_factorization	jsonb
  hecke_orbit_code	bigint
  p	integer

  
  
  • id: 1257100
    {'charpoly_factorization': [[[4, 1], 3]], 'hecke_orbit_code': 99079191902814934, 'p': 2}
  • id: 1257101
    {'charpoly_factorization': [[[-9, 1], 3]], 'hecke_orbit_code': 99079191902814934, 'p': 3}
  • id: 1257102
    {'charpoly_factorization': [[[-98196, -4931, -14, 1], 1]], 'hecke_orbit_code': 99079191902814934, 'p': 5}
  • id: 1257103
    {'charpoly_factorization': [[[-139648, -48178, -5, 1], 1]], 'hecke_orbit_code': 99079191902814934, 'p': 7}
  • id: 1257104
    {'charpoly_factorization': [[[0, 1], 3]], 'hecke_orbit_code': 99079191902814934, 'p': 11}
  • id: 1257105
    {'charpoly_factorization': [[[424202118, -934213, -234, 1], 1]], 'hecke_orbit_code': 99079191902814934, 'p': 13}
  • id: 1257106
    {'charpoly_factorization': [[[269034276, -1207897, 828, 1], 1]], 'hecke_orbit_code': 99079191902814934, 'p': 17}
  • id: 1257107
    {'charpoly_factorization': [[[-2079624096, -1033780, 2457, 1], 1]], 'hecke_orbit_code': 99079191902814934, 'p': 19}
  • id: 1257108
    {'charpoly_factorization': [[[6500180016, -8334492, -920, 1], 1]], 'hecke_orbit_code': 99079191902814934, 'p': 23}
  • id: 1257109
    {'charpoly_factorization': [[[1973549970, -7264299, 4228, 1], 1]], 'hecke_orbit_code': 99079191902814934, 'p': 29}
  • id: 1257110
    {'charpoly_factorization': [[[368601768000, -67772800, -5025, 1], 1]], 'hecke_orbit_code': 99079191902814934, 'p': 31}
  • id: 1257111
    {'charpoly_factorization': [[[-825095314617, -149367073, 8601, 1], 1]], 'hecke_orbit_code': 99079191902814934, 'p': 37}
  • id: 1257112
    {'charpoly_factorization': [[[-594798348474, -66503805, 11198, 1], 1]], 'hecke_orbit_code': 99079191902814934, 'p': 41}
  • id: 1257113
    {'charpoly_factorization': [[[160106242912, 188427152, 26594, 1], 1]], 'hecke_orbit_code': 99079191902814934, 'p': 43}
  • id: 1257114
    {'charpoly_factorization': [[[746441870688, -49755024, -12902, 1], 1]], 'hecke_orbit_code': 99079191902814934, 'p': 47}
  • id: 1257115
    {'charpoly_factorization': [[[-2928535095270, -536473879, -5712, 1], 1]], 'hecke_orbit_code': 99079191902814934, 'p': 53}
  • id: 1257116
    {'charpoly_factorization': [[[1436581182960, -439197660, 23856, 1], 1]], 'hecke_orbit_code': 99079191902814934, 'p': 59}
  • id: 1257117
    {'charpoly_factorization': [[[-6837380161052, -754472248, -3859, 1], 1]], 'hecke_orbit_code': 99079191902814934, 'p': 61}
  • id: 1257118
    {'charpoly_factorization': [[[-217752349977600, -2710150774, 75117, 1], 1]], 'hecke_orbit_code': 99079191902814934, 'p': 67}
  • id: 1257119
    {'charpoly_factorization': [[[96893072507520, -2898527400, -27982, 1], 1]], 'hecke_orbit_code': 99079191902814934, 'p': 71}
  • id: 1257120
    {'charpoly_factorization': [[[-123809857816428, -1229778180, 74659, 1], 1]], 'hecke_orbit_code': 99079191902814934, 'p': 73}
  • id: 1257121
    {'charpoly_factorization': [[[-130654942335520, 3650923796, 151483, 1], 1]], 'hecke_orbit_code': 99079191902814934, 'p': 79}
  • id: 1257122
    {'charpoly_factorization': [[[47319026455296, -2391527216, -5986, 1], 1]], 'hecke_orbit_code': 99079191902814934, 'p': 83}
  • id: 1257123
    {'charpoly_factorization': [[[737821546802460, 26942581999, 293276, 1], 1]], 'hecke_orbit_code': 99079191902814934, 'p': 89}
  • id: 1257124
    {'charpoly_factorization': [[[-1056157051452545, 41775811415, -379303, 1], 1]], 'hecke_orbit_code': 99079191902814934, 'p': 97}
• mf_newform_portraits •

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

  
  {'char_orbit_index': 1, 'hecke_orbit': 23, 'label': '726.6.a.w', 'level': 726, 'portrait': 'data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAALgAAAC4CAYAAABQMybHAAAABGdBTUEAALGPC/xhBQAAACBjSFJNAAB6JgAAgIQAAPoAAACA6AAAdTAAAOpgAAA6mAAAF3CculE8AAAABmJLR0QA/wD/AP+gvaeTAAAACXBIWXMAAA9hAAAPYQGoP6dpAAAAB3RJTUUH5AsHEww3oW4NtgAAABBjYU52AAAA1wAAANcAAAAQAAAADnCbpecAAIAASURBVHja7P13nGTXed6Jf0+4oVLnyREDYJAJgAAIgCBBglmkJJIiKVo5y7bWuw4/W8n2WrYlU9JPthxWWluRpCRKjGIQwQQG5JzTRExOnbvyTefsH+feW7d6BrQsa03R3vqwWD3dg+mqe5/znOd93nAE/9/jr+3xic/di5Ri07MHjk/azNqtsx6+J3n8SJfbXzEjbrmyuXTPExlbZ5dnb7jilH36wDZCX7Jptk+zkQkjL10De25262sBtgCrwEAI8a3+aN+2D/2tfgPfLo9DR88CXGRMtskiTH8Q88lP/TmXbj3N7i3LhMrnpZOfSlbsK39p0Fv5Ti1scuqsz6YZQdIf0l1L/VOnFn//xCmByIY/cWKiF585t8iWWTg+jJloZt4wPfoX//FD+37phZOfFv/+X/7kr507deTjYfr04721/coSgBBSSe8ccKTW3PqtviTfFo//jxpe5nHg8AJWhFPaHL29t/w0Usrk1OrkP+wO5JulsMRJyhNPPEWztsolW9usdhUn5mtgItIkZbpl2X/C56qLMs4sSKYnUlqNgMNnNJlJmGsKTi8lXL3HcPCEZGbC4Ps+Yag5siBZ7cHejSmX7pzmsitegcVDK+jH+iv7jg5/M82sd8dtV3Hpnm33kEWrQm/4Vl+yv5GP/w/g+aPTXgR4a1iLLz56tGt+7bc/Zt7zhomLevGGn+91XqIeehw7cZZ2Z4k40az0JZn1CT1LK7DMd1IOnhmydSZksqZQImFuwufSHYr+EISMOLWgGcZwekmg8BlECRfvsGya7iGRNOoxmzd02X9shuXVGo0wI9AJ/aGh3VPEacrU9ByN1jakjLjq0ot49sDir1530cKRi678QZmKSblxxjsM9kvTUzPf6kv6N+LxvzzAH374AYQQtw8H8VuOnl54755tS5cNuh5/9LkD3HjFKouLHscXemybVdQDmJs0nFoJUNIihWHLVMbx+ZBG3fL44Yh+JAh9WFqDi+Y09VrAprmU26/u8MKRCR7fJ3jxeMqtV2VsnTU0GoIdm1ZZXFWEAQwiy5P7Z2nWJC/N+2yeHiIF+Crj7LJiopEiydi6IWFxucnQGl5zdYvT3csJapabrpza3x3MfkIp9WUL97zmNa/9Vl/ib+njfzmA97qreH4w3V5d/jefvfNr/iMv7Mu+69XhK7ud+g2f/cZZZqaP8/pXNPj64xMMzBpvfqXmvqdD9mwf0Bt4nFlRRIkg0ClXbM/YOB2x3JU8/dIESSq4dOuQ+a7imj0DDh716Aw1cQQ3XdHjwMk6rVrMvlOam/dK4iSiM9Q8fUxy3a6Mdtfj4m0xcSJ59ohgqRuyeQou29HF15I4gbMrHt0o5ZItmrufhjfc0CMaTPKlR/q85vo2V+3ayQsnNtONB4+/5hXtJ3z/SnXVdW+ON8zN/GIUxyvT05Pf6lvwP/TxPz3Ajxw9jtZaPPLIQ1yyI1LbNzd++9hptffgoeOveeipM+rQ6UW+87VtNjWafOOJOk8fHfAz71mh097Elx417NjWZ1OzxvxKypYN8MxhRWJBoNg2nfHKvV1WuoLeMOTFI5qr9nTwfJ9uXyKF4LLthmcOGRY7NfpJl2v3xPQGE6x0BE8flOzdmWKEYK1vqAWWV+ySPH9EM4gTVjuKV15q2TSToERKmnk8+ZLP9g2WhSXF7HSHXRsbfOURj3a8ys+8U/HEC5Pc9diQHTt6vPf2gIWVrXTiDdmGTdvvW4zqB0LV+ZldMza76VW3kKap3bhp17f6Fv2/+vif0kU5fuIMWmu5uLwW/qt//f+LfvEXfu0fZ2n2Q//loweT73/LkcvT4XQ4f1ZiU8PamuTZw4Zr39Tl6osbnFkOuevxgO95zRrX7pnha0/5XLy9z6bJJsfOpNx0Wcz+kz6TjQSQPH+szpZpw/Kq5oEXMh44BNfstFyxXbLSFdz3ouSOqxImG4rVbpOTZzVrHYvyYn74bascP9dirSu4fu+Qay5exGOKc0tznFyEK3YZBrHk6LmAqbpm3ynJ3u3Q7Ur27lxi95aQrz3mc2x5wHtuNywsTbH/OKwMU952UUyoa5yZ7/LSyWV15v6jrxNhdPPff8/UTZm52oui4R/9m1/+2d9Ynj8UaH9maExipmY2fatv3V/7438qBjfGIISQmLXJo0eO3jK/Yn/35ImD6b59h2dOnl5uHTw1xAYr/KP3xJBt5vmXQp49lHDg3IC33NLmtssbPHNgknuejZmc6fHuV0ue29/kvucHXL4nZdt0DewAoQWe1Bw+q9nQymhHlmYYcXwh44WTGU01xZtv7LG61uSRFy1X7RZcsiMjSwUnFj2yzHDJNsGVFyU88oJgpdfnTTdIao0zHDjW5NjZKeqBoNv3mJ1Ieemsj68jlFRYo9m+aYUrdyrufWqKx48kvPP2Nhsbk9z7ZMhTR/vcfO0qb7/B59DxOZ49aHnhWEIku/yD960Sys0cOd3CC6c623fsWb5s71693NY/tX3Xzoc2zU6sgTVCyG/1rfxre/xPw+DzCyucO7e864nnj27bOMsnguHXJp58rN04tzhAK4WSGQ0fnjze4pGDC7zr5hXWuhvo9DTtfsAnvtZgptnhmks1w7jB/c9bPv1An/e8pk0YNnnykMeWmR4zLZ+T85rOIKPfH9DY6JEYzXRDsWVK8tqrBjx1KEVLQeCnBPWUx48oGk2PbbMxUQpbZ+C6vYu0+5oonSIxmueOSZ45uJNAhQR+hp6MGEQw0RqwG+j0fE4uZMxM9pmbaPLlR3yeOxHzrtf12DbZ4oFnQp49OuSKPat83+szDh6b4shpwcmFmJOrKe+4vcOVOwOePejTH8KZE0ut/YfOtu66+ykGcvPHf/7v3NpuG/teFV56qt9dO1Zv/s+h1b/tAR6nFiXZ+4m/+OKWPVum/ssTT754yafvfkh94CcWuHr3RhpBi6U1wURDMd3M2DGl+eMvT7N1ZpmbL11lEM0QJR6DuM4jL8bEySrXXAqBX+fR/YpP3dvmql1rvOaaBodOtlhcG1LzU+amDJduVZxdVqy0JZ1uRrMWEfge2+Zijp7z0HLAu16teeKAx+U715ic7HDnk3U6g4DZiQZPHvS54qIuMxMexxYEW+c8wjBhKszwtERKweP7pplo9Kn5ERdvV/iyxv3PWur1Nd7zOmh6k3z9MZ/9pwZcc9kK1+2Bk2c2se+Ix7EzCS+csrzy6lV+6I0pZxZmWWl7tHuW/jBjpW05fK6LrD3eOH3w/sZy8633ZJ49tGXu1N+21p4BDny7Z1G/bQFu7WlAXXLm1FOvOHhk+PcPv3T09tMHj/HMUx36Pc0ff9Xn779riT3bBEo2yDLNMPbYGsV0hiGff6TOLVcucd1eCUxhrcfTh6f44IEe77mjwy2XJ8xONnh83xRfeWTI5tkhl+0UbJjQvHTGoz9M6PWh3RNobdk6m4GSSBkz6EvOroZgamyYiLl4a58Hng2ISHn3bQlZXOfwKcnclGbrjMCYlMVVTWcYMUh8uj2f7bMRM60hSkm0FiSJ5qVTMDfV5+ZrUrZMaQ4en+D+/XBmpcsN13T5W6/LOHlmE08dCDhwPOWpIxmJ6PKOm4bEwxlOL9RZWJUsryUsraUcnYeejfk/vqNNIJs8+cTT6vDZg5e9622bvrHSeeie40vN//DQi91nTJYeevXVU9/qW/5Xeqhv9Rv4qzxe2HeCdqe568BLz/+7+TPP/4vHHnp413MvHEOQESeKTlfw9FHNts2r3HZVQpp5pJnCWo21AoXhxDmfY0uGXZs7bJqCehASehqF5umXFOfWhrRaMVfuNuzdFtDthZxaFPg6IbGKM6seZxYNnVigtWbjZMr8quHYWZ+ppkSg2TCdsNK1XL1riJR1zi7XuXRrwMHjASeXLFfsiphfkSSpxyBW7N2eIISl25dsnEyZm47YMB3jSWj3FUEAl24TrK42+doTNQ6dGTI93eb1rxxw896Al05s4OkDPi8cSTmyGNOcbPPjb+1x5c4Jjp2d5MQ5j7OLGfMrCScWYd+C5W23LvDDbzSstac5t9Kg00tZWVrg4SdO7Bokw/fv2ZLsvOmaTQ/9wj/+e2u//IF/962+9f/Nj2+r/efE8SNoL5jrtc/+/X0vPnP1w88uvOvkmRe4bNsE7W7AWjej2085t5JxeFHQmmrzs9+7xE2XNDh+ZpYT83VOLSjOLKScmE84smDQ9R7veU2Pd9zkc+LcDPuOBhw+Zdh3IiGTQ7ZviLn1asPODZIT5xqcnJesdAzD1CAlTDVhbiJlpaPp9BRTrRgtNFOtjDBIeGRfwEWbDHNTKWeXanjKcHrZsGHKctHmmIf3Bfi+YqYJSiXMNmC1J1juCTa0DNOtBCkhihUrHc3xec2JxZSdm4bccnXKtjkNWZ39R+u8dMry4vGM48sRb331Kt/zmoiamuLY2SmOndGcWcw4s5hwctFycNFyw5WL/Ox7u8w2Zjh6dooziwGdnmKtCyvtNju3rnHJnus4szz76RtvuP65iy/a+h/6/eHi9h3fPtbitw3AF47+CZ6vW+12/3dOHD/9vfMLq/LpfYa1PmyYVlgjWetmrHUSltspZ1bg4IJgw9wq//wHVrjxkibHz85wcr7GmUV3s08vJuw/ZdDhgLfe0uFN1xlqeoJTC02OnfF46RScWs7w9ICJZsZCR9Hvp2RpikAQhDW2b/C4ZHPM5ETC2WVBu6e5eEsCFmIDx+dDugNLqyao+wJJShBktOoZnb7P8QWIjI+xlsu2xHT7GWeWNFNNj4u2pOzY2KNRjxDSEseCdr/GYttnqi7wpMeZBZ/DpwXHzqWcWE4Jan3ecEOPt98EgZzkwPEWJ+aVY+7lhBNLlsOLlldeucg//4FVNk9McfTMDKcXayyualY7grVOhiBmbtqwuCI5vuCxcfMWM7fjoo95teZPmzTp/PO/845vNST+Uo+/0QBfW+uQZAlSyA88v//orb/zR5+XOzYfu/XH33ROn1veyNmlJp2eJooF/UjQ6cNaN2O1nbLcTjm7CoeXBHNza/zLH1rmxkvqnJyf5sxCgzNLmvlly7mllFOLGQvdlMnpIa++userLgNf1ghUwPxKyNklzbkVQT+CNDWEvqERZkxNpBjg+LmUTg92bvRo1CKsFSB8egPDjk0Ry2sarJMiaz2IUrBYVtoxWzd4dAcKoSzCRLRCjx2bh6z1BcfPaDKjmWlJmqEg8CBNBf1Icm5FcnbZMr+aEgRD8FJuvqLHrVcK5lo1lldbnJwPOLME80sp8yspp1fgpWXLK69Y4l/+0CqbJiY4cW6ac8s1FlY8ltuy3AWHkSFKoDswnFq2HF2K+aWftum1uzY+uOfK95iZDRc/COYXwKNWb36rofKyj7+xGvzJhz/O7ouv5xd+7md/5ct33fOP/uhjX734mYPLu/afGchXX7PCxVsyBAqtQCmBEAKBwCJBuK+UsAQSzqyEPHJIcfWeFS7bPqQegqclvqfwfU2jJql7kn7P48CxkK8+6XN8IaKTJhw4GbFxZoV3vHqVqy/u8srL2hxbSlnqC+rBkCNnLO1Og6sukqwNM/YdUzTrmheOwyVbLMM4Y5j5aJ0w1YT9JwOUzvBkivZgEEluvKzPoC+5+uKMziDj+JkmuzcpGvWYtciyYbLPaq/Dx74BTx/NePbokJ1blrlmb4ep6Zi33dzle15r2bOpSZZMcvT0BC+d8jh5znBqIeHUQsZLC4ITawmvuHSRf/lDXTZNTHLi3DTzKzWWVj2WO5J2L6PTS+n2M9o9w0rXcHZNcHQF9u5a4UffuCKbgdl1+tSJ3YvL5qbJmR21iYnJr33wTz7Gpz/18W81ZC74+BvJ4P/sNz7BL//mxeprH3ry/8yGa//0kSfOqecP9zi5aDi8JNm8eYVf/fEFrtrZ4NzSJKudGmtdn3ZPs9pxGnK1m7HaSVntpCy24eSqQNeG3HLlCt/72pjdGxqs9VosrNRYXPFZagtW2obltmG1a+gMDJ3I0h+mzLQSdmw0gCDwLKcWPIQM2LlBsXuLZcuGPvOrEc8canL9JZZ6bZXnD0/TbMTEscfMlGEwhMt3DPnINybZuz0liiyzE5IkG9AMA144NqTmNbj20pRnj8TML/tsnQnYvRl2bIpRKuHUEvieRQjLzo0pU01JdxDQ63t0+h4rHcXKGiy3DSvtjKV2xrk2LA8zdmzt8b23L3HLZZrQa3F2scXSWsjSmma5LVjrGNq9hHYvo923tPuWpZ7k9JrlqouX+OUfW2Hb9DQnzk1z9HTIS6cDRLghu2TP5K/88PfP/Ku1k+1sasePfKuhc97jbxTADx86QK0W1ubPntrxR595/n1CHPjlWy89Sbe7mcdfFBw/G3NiGQ4uwaU7Fvn1n1zi6l11FlYmWGnXWOsGrHY91jqa1S60u4a1bspqN2WlY5lvC870LIge77qtzdtuNFy0OSSO66y2Q9Z6Pu2uYrUn6PYFw8gSp5YsAyUtgQe1wDLZsmyYTtDekJfOxjx3OMCkDd5yU4z21nhi3wS7NsMXH0257aqAhfaAUCvSLGF6CtLEQ3spy8t1Xn1dhy8+1GT3Znj8UIRHnTffaEjFgOdeyjh6KkRLn41TmqmGoBYIfF+gBKQG4sQyjKHbt6z1DN2+Ya1vWO5ZBlnGzm193vaqNu+6NQbTZHltgoWVGsttj5WOZrXtZF27l5bgXuvDfFcy3zFcc/EiH/jJJS7e3OLE2VlOzTc5ctrjsX0Jy/1lfvo9c1x9ySX/bH5448d37th0Io6Hg72X7v1WQ6l8/I0B+PGjR5ma3uifOrnvRw8ePPDbX/nGU+K5o215zWURl21pceSk5uR8xPyK5XRbcHTVcM1Fi/zqjy9x3cUhi6uTLK81WO0GtHsea13NWlfQ7lravYy1bkq7Z1jtWRa6grNtw9Rknze+ssvNl6Xs3Kho1Tw63ZDAk4AiTiXGCIyF/hAQhqnmkEOnLcbG3PV4g6hf4+KtPrdc3Scxa9z75CTXXuJx6FyP9mqLV13d52tPBGyctuw7bvnf3tlh37GAjdOSrz6puOVyxUq/w5GT01x7acy9zw1Iozo3X+GzZ/uQQdrjK08oyAQvndK06hotoD+QGCvIjCVJAWnQvqHdszSaCds3R9x6eZ83Xp8y0wiZX5lgea3GasdnteuCyXYP2t2UTs9dm/bAsNoTzPckC52MG/Yu8Ms/scSVOxqcWZzh3HKTs0shx88qDp8ZcvHuNtfv9jgxv8lMbLjKXrR7z89cdfklHzw7vxhfuvdvBsj/RgB8cTWRvX7nHQ888JGLr97R+PV773/OO7kgODmfstS17NqkUAJW2ikrHcNKF852JcdXDTfuXeADP7HIdXs81jqTLK41aPdC2l2ftZ6m3VW0+9DtWTr9lE4vozcwtPuWxZ5gsQdJFnHNJQM2TWf0+pa3vipi1yZDmkm0tMQJ3PNMyImFkM1TKc+/FIKpc9k2xXV7DUHY54lDfRaXGly5q0FrcpWHnvW44ZKQ5f4aq6stNm2yPLpP8f2v7/HYPs22DR5LvTarK9Ncd3mfh57PmK5NcuXFPRbabR59cZKabvDKvZZLdwxB9njmqGDDdML8YsK9z3gME4WUkBnLrs0xb3xVTLen2DJluO4SiOM6K+06K+2AtZ5Hp69o9ySdHnT6GZ1eRref0ekb2gPLSl9ypiNYG8TcfOki//LHV7n+4hqnF6dYXmuw3A5YbvssrSmUTNi9JWFpLeDIacuJsxF7r7oheeXVnZ998xvef1jr5ueFqJtvNba+5ZnMTqdPkg5+6KFHnvzNL9z90nRw6zku3z2BpQX4TLcyMmNJU4tWgloASWaZMwaL5MlDG/iFP9C885YV3v/6ZXZviZhfaRH6NWqBTz3waNQ03ZqkOfCYaGj6w4zeIGNjZBhElu4wYGUx5NRJS5waTp9LCQILCHxl0VLQHygEHmlf84pdgj1bLDu29omyLl96TLH/8BRvuj7gustX+fCXLL6os2trn2cfUmydVMy2+oSqRpx4LHShEWq2bRQ8vT/muktrvPbaJT505wDfa/KGmyxe0Ofrj8Z88ZEGLx6tcdGWOrs2Z8xNxeyeTbhqV4ZSBq0sYKkHAXOTAXHi0e37PH/IozfU9AeK3lDSG0BvaOn13WfvDjJ6A0tnYGgPBIt9xblVS32izf/2lkW+6+aYa3Y3OLM4wVq3RrfvMYgUSQpaWbLM4+AJj27fMr8Sc+ScYWF4j3frFeFvnjr69Mrm7bf+wzgafsgPwv91AR7HfQTiJ/a/8NgH7r/na9Mv7OvR7Wl+6M095qZD2v0AIQVxbIjijMwIwkySZQZrLEIYPCF5/vAcTx+qc+jMAu+8tcetVwyZbLZYaddpdEJaA59eX9PNb/ZgqOlHmmFkGcaGOLEkiSXN3DNOfawBqQSeFoS+YLIpmGrCplnDto19ZqfafPkJuO8pD2kmeNP1Hq+4rMsDLybEwxa3vELQHgxYWG5w86WG2ck+NR0wTBWLnQRlBK+4VFNvRjx5IOQ1103wqmu6PHlAgZ3g+it8fvztK3zt6ZivPtZg34mQHXOKTdM1ppp1JppQC8DTFiXBWNh3VJBlgiQVxClECe4zRhmDyDCMDP2hoR8ZegPoRLDYUyz2YGiG3HHtCu+4tc33vcGQxBOcXWrQ7tXo9H26A4/+UBEnkiQVRDEMY0tvkLK4ami0Yr7vTUNkDF//2r3TWy+S///bbnu17nb7v99s1v/XA7jNlkGmP/7CM4984Nmn7tvQCoZcc1GdhbWAe58wXLpN4WkIfYFA4mp+BNa6/14Ig5QWLTMCLVns1/izb2zj6091uO2qNX7gjjWu2t1jZrLO8lqd7iCgP/ByYCv3jAVRfsPS1G31xb+vpEVrCH2o1wzTzYStG/qk9Dh0OuFj94YcOdlgMqhxwxWam6/u8OjBNnc93OKmS0J2bO7zkW8IlAhoNRPWehHGghIw1+rT6fqYtMY7blvgo1+ss2c+5G039YmTZe59boYkC7nxig287YYOl2xv8/Un+zx7ss4zR322TUumW4J6IPA9twilACEsxoIxliTNF2tiiRK3kIcxDGLoDgWrkWClC0IPecWla/zAG9d49RUZs80aq+06a9063YFPt+/THWh6fUV/KBlEgmEEUWKJYkOaWqYnFDfurNP0auw/FnDsTI+nDnxtQ39oPnDzLbfa46dX/2Dn1qn/NQB+6Onf51f/dBu/+lv3/vDOjUu/vq313GzDT9k8V8P3YdO0QUlBpy/RGgIPBAIpFAIQAqQEKUBKt0V7yhBqwepQsdye4hP3NHjk+R63XLPGD7xhjWv3tJnJaqRpQH8Y0ht4DCJNnCiSVJJmkswIjM2ddGEJfEM9TAn8GN+LOL0ccefjksOnfI6emkKZgD2bfS7frbj+sg4qWOS5l5psnaxz5UWwaW6VlU6Lq7ZKUmP58mMBUV8y2Uh5841DPn9vwolzTfZe7HF2bcgLRzy2b5zimt2LPPBsl4deEESxz2W7p7lse8Bl27q8dHaFw6fhsf11Dh1pUNeCQEsagSX03HURgLVusaYZxCnEmaAXCTpDQSeB2KQYO+SVl3T4gTd2uO2qjM3TAYPhBMvtGp2eT3/o0xtqegNFf+jA3S/AHVvixBCnhsy4LG009Hn2kKA/tKy0M04vrHDsU1/b4Hmnfv2mvc3UWj5ssaI7wE7U/8eFfv9DAf4Pf+2DXPyKA/yjLPu+5/ct/ccTx49NXnRVj40zLSChFiiGscRakNIigEyBVgKlQEqFVAIlBUpmaC3wtMHXltCz1IOMyVDQiTzWOlN86r4W33hmyMapPu+7vc1l24cMBz2u3G3ZvkkRJR5ZpsiMxBbglgZPZxyftxw9J1gbGD73QJ3TS1PY2GMqVGyZ0ezcpLloK1y5p4ORS/zu5xusrExw02WaK/e0+fozApF6bJiSNOop/cRHWglWorRPeyiYXxFcYevcfn2XB5+ssWXW56Yrp/mxty/xwS92eexAg97QY3mtye4tNfZu7nPjpV3e/ZouZ1ZW+NwDAcv9gONnPU6f9vGUQEqJQGCsJTOQGEuWGqZmEq6+ok8UJVy2PeI9t0dsmFBMNwOSJOTsYkhv4NMfusXfHyoGUYW14wLchigxJIkhSY37HallGFmMdbtFt5+x2hd02x0+/6UnZh98aNO//Y7v3PfPXn0jP27t8L7/kZj7Hwbwj3/847z3vW8X/+jffPy9Mjvwe6/be6D+1ptrWASDYcTsFIS+zzCRpKnAGEFmIM0ESSpROdC1lvmrA7enM3xtCHxLGFtqvqUVZkzVBP1Y0o0bHD3V4Nf+dBpMikhTrr+6z+5NMWkKxhqsdUkcKQRSCbTnc+CEz77DIY1Q0/Qls3XB3Ixkw7Rmy5xi5+aMvTvXyMQy/+nTLY6fmOSmSz0u25UxSLs8/FzAZM1jZsIy2Yyp15wUMkbSHipWepbldka7V+PVV67x+L4++08oJlshN14xyU++Y5nf+gw8ebhBb2BZ62rmV1psmq2zYWrIzpkh//i9fVr1Ns8ehQMnJZ5nUcrFJmDd/yykKezalHHLVSlZ4pGkAdbWGcYe55Z8BpED9TBWpXwbxIJBJBlGgmGut+PYECeZi1lSQ5K6RZQZizGQZpYoyYPZSNCLJV9+FHZsPTB326s+PHf60J7d2y/9ifu/9IU/t2/9jnf/zwNwu/Q7MLOqDj71p+/aVlv98H/8+HL47H7Fv/qRBS7eGtDu1tHaEPoZw1jngYwkTSVJJkgSg+9JokTiJ+Br4dLsnsT3JIGfEceWKHHsEseWVor7cwpxKhgmkigLSLKQ/YcbPLMfMmtx0Hba2JPgK1fz0Qzgys3QqsFEQzLVVMxMajZMw45NEZvn1kjsCv/p0xO8dGSC6y5SXLRNsmfbKne/kDK/PMH1uyVTLUPoDwhkgFWCNJMIa0mzmNVeyPyyx3WX1XjFpV0eeDJk45SgHja57lLD33vXMv/xM4YXTjdZ6xnWuorFVc3sZIOpVo2p1gStesJcI2HndTGBl+LpFKUypHDBhMUtqiRRLCxqklSRpIo4UURJ/hq7axvFkmEsiWLBMHGBZBQ7rR0n1afT+EnmZFCSkgfnMEwEnUiyMpCsDgyXbl/j7793ie2NIXfdM/O7//RX/2zwCx+d/fSP/uInsg/+m/d++wP83/3fH+Vff6ihts7Ov2eqduxD8/Nnwg2tkLufneVf/UnCv/7RVfZsjvG9Bp1+jWHkEcWaOL8JSSqJE0mcWDzPksQusPJjQeAJIl8Rx5LYdxc+TrPRDSiembsBWWZyxhEYQwluIUBJ0BI8DwItCANBPZA06oqJumRqQrBhOmXnpj7NxhqffjDm3uemWVtqcfUOxc7NHpdsH5KJNb78WJ2Gp5mbUjTrQ557Cddxv93SjxTXXJJw9R7LubMZi6s+g2Gdt9zQ5f5nBxw6rWjUJIHf4qqLDP/qh5e554UBn79nluWOZeeGjNW2ZrKlmGh4NOsejZolDAyBbwh0hlZOasm8tdJaXMLKCFIjSTNBmrqdMU4FSSKJEue8xIlwgWmhs4tnOgJ2nLhOKnd9Rzp/kAh6iWBlAJ0o5qptK/yfP7TIa6+uceBYiyNHXwhFrf/Hv/b90Y/ccuX0J3/+e/8su/y6v/XtDfC3vsrKtc7q+//8rsX//IUHT4eDROJhmap5fOGxTSSx5Htes8q7X7vCxpmITq/GIPKJE48oUSSJY/QoUYSJIvbym+FJolTkN0Tki4Gc/XPLr3jNDFnm3IXM5k5J6cYIpAQlnezxtSDwJWEgadQErbplsmnYOB0xN9UltWt84n7JB784w4Yw5Oodgh2bPXZtMezcvMqnH7asrIRctkkx1YJmPWH+mGRhNcDfDVEimJuQTE7CoaOW1Y7h3FLIJbtCXn99lzvvC5lpQuD7KDnJVXsEP/W2BTy5wF88MMWLp0M2dhI2TKZMNBTNmqJek9QCTeC7oFxr60AuXDBeghy3sDMDWSZy9nUOUpIzcJJkDriJcSDOwZ3koI4LQCeWOMt3x1TQTwWdWNAZGAK/x4+8ZYH33Nbj1VcFLK02aNZj3v+WPivtF8K1XvB7H/q8r6NE/xmOZ749Af4nH/0cTx3Mfnh5/sV/u7p4prVjKmSt7+o7pDAYfL721CYeeSHg3NoCP/PONTZMDxkM63T6Lmnhnoooca5HnEiCVJEkkjiVI4Cnzv910gaSDLJ8CzXGaUVjLLbwAXHMLYRAKYFWAi93bcIA6qGhWUuZbKbMTQ6YnVrjwf0xf3xXjQNHJ9k14bFnE2zb5LNtI+zd0aGfdnh0X4ua8pibUkw2YbIZMTWR4vsaIdziGkQ+K52Etb6l3UtZWPXZsanJqy5b4K7H+hw43aIeJHjKR4gJ9mxV/OAblnjl3gX++K4mjz4/yXJPs6GVMllPqYeSWqgIPEHgSTxPoJWLW2T+GcnXtLVOLxdAd4vfEUGSWtLUkGY5uFPGdsIS3KmzV4cZ9FNBLxV0B5YoGTIddvi7373EP/reIZ5qsLjSotsPGUQecdJgretz+NR8y6/zn15/41X+U4/e+cHrbnr7tx/Ak7iNkvInPvvZv/jAQ4fmZzwt2ThlCD1Ld2jxlfOyldAs92f4d5/02XdkiXe8usvtr1hj8wafTrfGYOgTJR5hqokTnbO6Ik6dfCmA7pjIafY0I7f+yJlbYiwjcLskZc7coJVLmPieJfQNtTClGaZMtSI2z3aYb/f57c95fPnxaVZWG1w8J9ixQbB1g8+2DYLdW4Zof42P3qs5crLBpRslU03JRCNDyojTi5ZAS6QAawVxotm5ocNjZHT6itWOZX6lxqXbQt59e5tPft3n2HyApxOE8DC2QZJKrt+9ys6/1eHLT/b5yJeneeJYg61TgtlGRiPMCH0n23xP4mmBVrjAWYqyJsPiFpmxOKclGwWIBdDTzDF6CfCcqeMUokwwTGGQSrqpoB8b4n7CltkOr712he9+dZ83Xgc2m+DcapNeP6Qz8On1fTp9j9Wuxhjod+Znjpzc9etvfNN3qqXl9u/Pzkx8+wDc2mVA/NjhfQ9+wAz2bdi1xWOtC1pnSJE4fZgHQQKDEpKVwQQfvzfgvmfXuHZvm/ff0edtN8XMTfv0hwGDyCdJPOJUkySjYClJXVFUmubaMpNkmSAzYqS1jaBUJTb30gUo5VwHTxl8zxD4GbUgpVmLmJ3sMUgGfP05y8funuDR5yeZ8j2u2mrZPC3ZOOOzZU6ybWPMRVtXefbYgM/dP8eE0sxNCFoNQaue0O5nfPHhkKZvEcIBaxBp3nFLxBcecTUx7Z5hYVWzbUOTd97a49H9XfYd8mkEKUoKB3JTZxg7rf+Dr29z6eYFPnpPh4denOTEao1NLcFEaKn7hlAbfC+3V+Uob1Aky8CB22nz0Q6XmtGulxgnX5JMlBp7mAkGqaCX5V54HFGv9XnPG1f53js6XH+JYXbCp9trstwO6Q1Cuv2ATt+n0/NY6ypWu5K1rmG1Yzhw8tkNCTMfuOOO15oTZ9t/uGPzXz/I/1oBfnahzaa5UxhrfujQ/s/9xsrJr83MNgXp5hbzKxqpNAIwJFhrSkYVIsOTklUv4ExvjtOPNnjkuS6fvLrDe1/f5803D5mZ8okjnyjxiVOPtALyNFMO4EaSVQBubM7cZpRYEMLmQaVLEmlt8L2MwE+oBTHN2oCMAV97UvKn35jk+aMTiCRg15Rl86RldlIxN+2zaVayZS5hx6YOJxe7/JfPN0ijGtu2CSabmlYDWvUE4cV0Bg0mmxYhXCY2SSXTgSI1Kd3Ed75xR3F6scYVFzX56e9c49f/LOD4YgOtknxhaNI0ZBhLNs0EXH9xh6sv6vHC8dN87O4adz0xyZl2jUagaPrQ8Cy+tngKtHTpfCHGq+sMYI1bdJkRZBZSI8gyHLCzPHjMBMMMhhkkaYpJYqbDAW95/SrvvaPLbVdmtEKPKG6ytFqjPwwZDH16A4/uwKPb17T7DtwrbcPSWsziasaJxWVeWr5zA37nN2565ZvTLzx44o/efMME2v/rm8ny1wrwaDhgeWX7d33l/od/6z//6X2t9952mjdcW8P3BEI0SDPfyYvEkCZO/xlrsQiUMGghCKSknTRYjAM+/2iD+17ocePXuvzv7+5y+Y6IDZOaCamIC6CnugS5A7ckMxJjXcLI2mp6H6QwKGXRyqB1SuCneCqmM0hY7CT8h0+HHF2Y4sl9k1jjM1MTbJi1zE4IZlqKmUmPjTOSTTMpW+f6zEyu8uWnDE+8OMnV2wRTTUmzLmnVDY1ajPAigkCjlfv91kKWSQaRZjBMSI2gOzB0e5aVjse55RY37+3xqivW+OhXQ2orCi0TB0irSTOfOJEMIo/ZyZBX7unxyot7PPbaMxxflPzxXZMsrNU5tRzgK0nDE/iFDJMu8CyJvJAqOCZPrSA1kBhBlAM6zixkKaQJSsVsnupz9c4+//u7O7zyckOrpkmSJmvdgMEwIIp9+pHPMPLoDz36Q+2yoENBt29Z7SYsrGacXIKFyHD5zFEuapybUf36b73+2teuDgbdz/11YvKvDeCfufcgq9s3qsc//fGLn3tqf6szb/nAn+zgG08v80/eu8j2TdAdKNa6Cs+T+L4hzESpjaUQSGHxlSFUgp7W9NImK3GNux6f4MEXBzSCIT/ylg7bZxJ2bhlw85VdtHAtYqAqWUlXK21thbmxCGlRIiNKLJYUZMoLRyWP79fc+WiTF040idM6Ta2Yq1mmG5apunU+eEszPaGZmRRsmk7ZMjdg89wq9z4f8bt3bmDzpGauBa2GotUQNOsptSDiwYOKYazxGg5U1griVBJqxbWXDnjkuUlX+DTIWOt4LK0FzC9N8dNvm+fU0jKPPD2HJwGRYIA01c5hiiW9gWaqGTLZavCqS/u89uo+f+t1i+w/afjCoyGP7q9x8EiDVGiiSNFPFEpI1943FnjmOQFrSI3FGoMnMib8mJCEV13XY/fmIdtmU37gzUNqvqIRekSxT7vjdtUo8YhiZ/EOY80w0gwi57E7m1cQxRntbsaJRUushvzSj5/jtss1p87WuPvux1sTc2sXv/td71c2eyoT6rq/OQB/+PEX2LNtyr/vK4/96NnV4b+16SJ7t3rIc4a7n9xA4C3zrls7GNPEWldToqQrEgoyVyAkhGMXnW+poRY0UkE/VQy8GgMT0uum/MZHp7Bpwsa5IVfsGDIzkfKe1w/YsSEmSUSutyVUmBtR1LAYhBR86p4az77UQGjN8TN1Ts/XCWuKiUAw2bC0QkMrhGZNMFFXtJqKqaZmZhJmJ1M2zgzZuqFDZtf41P0tBr0Gl2yztOqKZl3SrBmaYYrnxXz5kZCoL/E2gMzBlKSSRk3xlhsH3PeUoRdJeoOMTl+z1tWcW65z+e4m77mtw5Mv1Dm+0kRJAyS5XvZIMuWcjFjSG2raPZ9mrU6jFnH5tiE37R1ycqHNsbNraC/jmSOaT95dRyjlwL1+/qA1gAFrSZKMnRtS3vf6AbOtjL07LRtnIEs9orhFkrpuIBcLueA/TjVx7EyAKNFl8ijOYyNjQEhXcrF5c4/vfs0Kd1ztc2p+lmNnW7x0aonbd27+t0tnHuiHzcs+uHj22Xhu8zV/MwB++vQplpYWL109e/q3n3v8cRknEAaCrVMQKMnjz23ghUMxr7vK4kmDMRZZbJueCwCdZ2tz+SAIUktNWxqZIMryLdN4RL5HamGx1+LuZw2WjM8+miBE5m6SdTcJcrPEeYEIoRBCIpUiTTTSaDwtaQawe87S8Az1wFAPoB4IGjVJs6Zo1TUTTclUC2YmUuamIrbMdclY5T/8ecgDz21gzwxM1XP2rkuatZR6LaZRH1Cr1QmURMlcg+PkQJJ4DAeCQZTRjRS9oaE7MK5lruFzan6CV18R8ffeO89vflJzYi1ACIO1CSazJKlHnEiGkUdvoGgONI3Qp14LqQd1wiChWYu5/pIY30u44ZKUH7ijj1ZpngQyCGHHRXku6UwmEVISeBoIGESa5VVFlirSTLuYJ1OkY0G+S8zFqUu8Rakkjp27lVnnVjVrkqsvVtz+ypiaP8mRU3WW1kKGsWLjtOTxx56X1tR+e8eO+P7BMHr+rwOb/90Af+i+DzEz3a7tO3D6XWdPnhQbpt1wx8EwAyD0DHMToITPWtvQqLnvS+G8Z1PqY4sSApVZtLSkKq9DySw1Y0mN+7rQiEkgSYwkM5rEBGR2ZIEVjzJLKUAL4TKVCsKaJdSWUGUEHgQaQt9SCwQ1X1KvSeqhdgBvCCabhulWysxkxIbpHls2LPO7dxo+ctdGtk8qZpuGVkPRrCsadajXMpq1hLPLhpfOBoS+K7+FotJPMIw1uzcZNs0O6Qx9BkObs7hkratp1kKa9Ul+4I4Fjpw9x+99bitaaiyGzGSkxpKkmihWDGLFIJL0Q0l9qKkFHrUgo911MYbvZXg6w/MytHSNElK6dL7In650RQACm1dWtk0ez+SvRYxTBPPOllX5qyxtW1eP7rKkaeo4R0qohdCs+Rw7sxklDVEi6fUl3YGkP4R213LvQ0+IrWc675rZfPFLH/r4JwY/8r7/vnT+fzfAo2ST/+LB9s8//cLSz7c7Xbl1poWnHTP7nqTmZySZu7lajcJ4KUFpgQ9lxk1JUJkDYdF8kBUJidzKyjJBllfKOS9XlIFStV4cRruCFKClQUvy8lrwlMDT1vnGWhAGktCX1AJFLVQ0a5Jm3TLRyJhspky3Iman+uzYuMyjByM+es8WpsKAjU1Dqy4cuGuSRmhohCnNesSjB+CZ/XUunrO57h2lzQeR4oa9lkt2DHjs+Un6kWUwzOgNdA5yj3pYoxZO8r2vWeGZgws8sm8TWIUxoy6nNLFlPckg0tSHllqoCH1D4HsEfkagDVpneNqglUEp445gka40GGERRXIgX4Q2j2FM/swymRfACTIjR3ZsVuQeRGnVJnleoshJZKNNlUEEaeZgl6QwiFyJ7SAyDIaGidaa9O38/+kNp/162PgVIP6WAfzE2aFM08EvDZ740D8kXvGnGyHNminT3X1PEviSODUYM55oMYUuRpQXWimLzlxyJs2TNAXAjXUerbF5UX/u4RasXZHb6wA+SugomWcsFXjaxQB+nv0LfEUYKGqBoF4TNGuWVj1jopEy2YyYmRiwZW6VRw4M+KUPbeTEqUkumjVM1qFVUzRqikYIjTCjFib43pD20KKkwlMWKUfvLDPOr09Sn1YtoZ8a+pE7n6c/zOj2Je2aot4NCIMmuzYl/KsfbfMvPix5eN9GLApjDVlmSLM0rxNRDGPFIJDUIkXoSwLfEviKQBs8z/n9WlkHcOWuucydFQfy0cMFn2JUx2JFWc9S5hhyOzbNpEuuGVfjkmZ5Z1GW248ZuZng7Mdh5O5pnDdiDIYZgzgjSSztTo2V5875zbmJn/0nf/8HPWt7/0yIxl85nf9XBvjzzz/AkX0fE9b0vmv79MPh9C1NVjpOTw1jRW8g8bWkp10gVGTKCtfEGIs0+QXOcgAagcksmbH5hbG5R+uSEUWHe5GJKxI3YwAXI2lSNEco4cDtSm7J0/ICT7sF6HuKMHAjGWqBpREamvWMVj1hohkz3RqwZW6NR/b3+RcfnOXAiWl2TjuHpVmTNOrSsXfNUg8z6mFCksX8yVebSKXwpEWJkU1obAEKjx980ypfeSKmGwf0c4D3BopuT9EONKEfEHgt9m5P+eUfX+aff1Dw0PMbMVaSGZdWT1JDknfYRKErdw0CQegJAt/tpL62ZcZWK4NU7j1JaRESJC4/UEl5lte3yCWUu2WZRBOjXbXydZoVi3hUEmDMiJSMcZWIUQ7u3iCjP7QME8vJBcFiVzKUh8LLLrvrH7z59W8Xi0vdX5ib/atNz/orAzxOMlqTu35r7ezvXjbkDLPTTTbPNVhpu9ENq50AJTVCKKQUxLEglU5eOCZwIFfGkkmXLlbGYpTN64ttzhqUX1tb1JOM7C277n0VAJcij9pLBhdlHbkDuMTzpKvf8AVh4Gae1IOMRs2Bu9WImWwNmJts8+j+Pr/0h9O8cHyWbVOCmUZFmoSaRujqV2phSi2I8byI08tTeEqgpMltuVGQ6TSsYvOUJU0TOknIILIMI3fTu0NJra8IfQ/fC/H0BJdtS/nlH1vkF/8AHnlxQy4VTJ5Wz3ImN0SBIYwlQ1+VEszzwNNOork6FYuWOcDFqMGkmgwqrm3J5EUQWgJV5OAVo522BPpo5x2BvCgLcO9zGBk6/cxlNvuw3Bcs9CzKHzJZW+FjX3ywdsXeva+q7n7/QwC+dPIjzGxbrf9v//ipqx47MOkttgOuv7zNrZf1uOHSHrs21wn9SbKsSZQ4XYZ1zpSsps+tA7PK5UsJ7EphVGbBGlthbescLS4AbkbMXVQJSilKcCsp80aJQp5A6EHgG2qhpRY4/VyvJbTqMZONAbNTbZ44NOSf//4Uzx2fY8ukYq5hmKgJmqGkHirqNUEtdIvDpfpjHtkn6A19QkWeLncavNhxMiNIUk0jVNx8ZZdHX2jRT5xMGUQZ/YGiGygCX+F7fq6fJ7l8u+FXf3KBn/sdeGjfBhIjSYzJ67FHPZiRLwl8U9bMF59Zq+LpShVG7X8jq/ZCD2tH2ry6izpmFmMFXAVj22L3taN7aozNdx1Xv98dWM6sCk53DNu3dnn9LW1u3jvkxksly+0VFo78hX/P2bfUf+MPP9//xz/23z7w878Z4AcOHqMrd04eeeiD/2W63n5NE8tQ1nnoqTpfeyxl82yPd93W5Q3X9hCynrOqRSl35ZTML0R+sbQR+QXIL5K1o4q3vF7Crn8trngV2YhxcOdFRqoEuJth6GnHZL4HvmcI/bzAKsio5fKiWYuYaA6YanZ4+nDEP//9KZ45toFNk5q5umGiBo1Q0Kgp6jVFvWTvjDBIadaH3PuMz1o7ZGpqlCYvFqUxhUZVbJhR3PGKHvc+bhjEwmnSEuSS0JOEnsbTPlrXkNJw+XbLB35ygZ/7HctDBzaQGE1SVABmtmTyIJFldaGvJVrnRVhSoHRxbSjfX7kIOT+tX+6Y655j8ZAdlyHVe2isxRpbFnjZ/EYaIGgO+bHXLfM9t/XZOu0xiNw4vl6vxksL6Wt2TJ74g7/9A+/92z/+3SfXZma3/78L8F5nniRa+bmv3LPy/oNHesxOKGqBZaYBvVjTjSb5yJdbvHjIcNuVCk+7aFwIXPmmBStBjV2knBVyNijAXHyvDCSrkqSsYxFjN0TIooJupLuLikGtcPUZ2jVPBL6bFBv6GbUwpR4mNMKIZn3I9ESbJw9G/PzvzPL0kY1smPTYUM+YqNsc3Dl7h5Ja4Ng/DFLqQUxqIrpxgFASr2DwUoOLPK7IbbbEo+EPXblAHDJVgHyY0fcdgwe+xNMaTxcH0Fqu2mX59b89zz/5z4aH9m8kMZooE8SZyVlcECaGwLOuQUSbfPeSeY+r29Hc9RGlpJNitAsW17XKJy8P9BEJFYZCeQ8vQFJCQBgo9jQlP3id4dpLQqJ4gqNnPAZDz3XyDzW+XaPJ6fc/88wzL6VZ8ov/rzL4gcMnaE1t3fnE/b9/9USwwMXb66x1M/oDQ7NmSPLRC0oKWn7A4qpmqiXw9ajju7hYF7pQpgJia0Tl74kKc1c4RYh1smS03cq8Q0cpx6BaWzzlgO1rW1YPhl6W6+aEWhgx1eoz0ejyyL6UX/jdWZ46spG5Cc1cLWMitDRzcNdCZycW4K4FGaGf0mrE7DtmuefJBr6UeMrk2/+ID4vAOckUqdHcfn3CxRf1eOlEjbm6638cxm6eSX+Ys7BWaO2hpM2TRpYrd8Kv/tQSv/g7hvtfmGOY1IgySZxa6qmTLIGHA7kudi+TSxSJVFm5wykpKgAXYyAv6lZEAfD88ttK7sEaW9abjwN69PeKwNURkbNmp1qKdneWZw6lLv+Rufr+QSTpDaQb6fzSKVb6D179d37qp3b228eP1yd2/vUD/OCRM0xPTux68NGH//3jz81/17TfZtNsEykVoZ8RJU4HWusykWEe4IxawmylZLPCCOtBXHVHKotgDNu4URIlc1fBLSxSFbagA4NWOWtri68NnmcIPEPgp4R+ShjE1MOI6Yk+q90+9z0Pv/qnm3j28CyzObgna5ZmTdAIRemVO+fFOPb2HcBrQUScZQwHIaFyi0wWgCkXeO5AZJI01U7L64gotgwSUQG4wfczfE/jeTI/Lc4rAY6Aa3YLfvVvr/Ibf5by0P4ZzrRbDBuSyczSTN20gSB/eqVEs7ldSAXgIwYv32/+pktzRYzuCwVoqTB0lbTyH6y/dw4PLvgH16S8uCrp9T20dos/TQXDBAYDy+KqIc3abJme/65zJx7LNm275h8Me2ePhY3Nf70AX1k4RdRbuunsycPvOnzoDFfuqblajQYEns6nsLoPVGhdZ1Hl05cUeeas4IHRwxVFmTFmry6C8u9VVKHIbS0hinEPlYVUgFvl4M7LYt2IiaI81oE78HNwT/dYXB3wgT+p87mH51jqTTE3IZkLc3CHTnfX88CyFkjqgc0Z3GnvMIiBmG887bOa+MwEjNVjI8ZlWZa55odWoHn9dX0eORDTTQImEkMUO4/Yj1ytuq8dwLWyKOkhpEvQYOGy7ZLf/N87fOGRAb/yhxs5tTTFYFIz6QuaqaGeQpC40cu+cgONvCLQlKIMgotXWYllyoW5TpMXoC3v0bpM8gjY4zfRxUduQQgEiAxjJAMtkMpJ0sy4SWPDOCMzhlajzvFj56g3Dr7romH9T+JoeOwvi9u/NMCXTn6JNSVpyj43XlHD95UrPZWCwHfF8ZkZuSVKOmB7qpAJtozUR3VsxZo+f6WPy5HqJR1dbCGKyL9wA5yvrnJpoqUDtlZmNGLCy/C9lNBPCPyEZm2A1n3ufSbjD77Y4s4HNhCbFhtagtnQyRJnARY+ucqfImfuKnsnaB3x4IuT9GPN5nrxudczeGGnSZJUEXqKV10+IDUO4INEMCzckNjZaZ4uLE6VA9FlH0W+8GcnBe9/XY9mcIY//OKA+16c4VxSox9KWqmloa0Duc7jEGXzuMTmIM+JIY9finosmV9scQGAr7srFXa35926Uu3ku2ymiv7QjDQxDPNDDIqhRVnqgubMWNY6gme6muePPMc737nn//iON9/61NLq4NDsVO2/H+DzZ09x55c/zmq2+epptf9f7N50nJnmBP0o74tM8pqDzGWsCvi6sWq2vBlSVr1Wy/k87i7D2Pfs+p9SudguQVFcsCIjp6TJAV40NGR4ypS1GIGX4PsJoRdTrw/x/T5/epfm1/5oAy8tTuMFIZuagukgoxVYGgE08g77WuCynWGeEHL1K1m+Ezh5stTJ6MU+vlL4xeevJFAso6A6yzuQ4tSj5g3ZNDlgrd9kkIh83JqLFTwvy20+ldudqvSvR4Grq3z8rtt63HDFIr/6x0M+8uU5VtIG/cCj4Ula2tXgBBp8RdkMoZUtdxon60Qp+YoGkYJQSnE4ZrHY827ZBQFeyVHIzJJIgUpH8shN5SpKMixx3jgepy7Ff3pllUsvf/q1W2fbWxaX1w4dP36WnTu/uVT5rwI8yzK+/70/uuueR178xJ99+t7L3vf6ZS7dGXFmcZJu32cY5wU2mchrscdXqhRFImH8YlG2rK3D87qce3XlU1kcouLbjpjbomQ+s7BgblXUYaT4npMkgR8ReAOOzaf83hcafOb+GY7MT9Gqe0yHMBVkNAObp94LcMsc3LJMCoW59g58t3BajYhPP6g5dLxGqITLGBYOykjJjqW/s0ySpJrLdsLbb+jyB1+aoVfXtBKX2QviPG5QBq2lcz8UFZB7lQvo7sGOWckvfH+fq3ef4nfunObIuQlW0hp9T9NQgrp2lZp+Xrnp5S6TKhdkxR8XI91c7JjV+/FyD8v5jF8S05jvLsYJoGDwfOxclFjaA8nJVcv2LT22TT1Gq3HN785ufu1bs2T1vypVvinA13oxE3WPBx57ctvz+/bteW5/xqmlSX72/Wtsn1EI0cBTHrFXzPczrjqwAnJRYQG57uKUUkW4mzN2eapbYnmRbfnfFvUrI/Ye1Vi4drQc2Cp1nTteShBE+Dqim8X89id8/vALmzi9PIlRNaYnFNO+ZcI31HPmrpfpe5nXqeTSJPfOS3D7LnsZJTGHTgX04oCpIHdxSl+eMtFTTfakmSRJNK2GZve2GBUM6cZNBr6gls8n8XN55eUSRReuh1AvE7wq5ib6/PR39XnX7ef4wy90+L1PzbA0aDDQIaFW1LWgpixhUXyWM7eW1bhhNHpCCsuYNKzcm/VEtf4xdr/LHVhUJOYI3OVcReOKsfqx4HQbtm7t8HPf22fClxw//tyeHRfpbRdfcvMxayOECP5qAF9eWsQkzTlj9Cc+85VnvOm6x7lz0zzwguX7Xuc0pwB0pshSmWcdC5kxSviWIK+AFXGeIDnvgkCVMWzJAFLk9RMVgCuZV8kpk88tzNAqw/cSQj/G92Law5gHn5X86V0tPnX/DMOsie/7zPiCSd/Q8C31wFL3R+AOA0kQSIJcmrjEUO5M5AD3PZf5PHrWct8TdeLEI2jY8wLM4jFezyGJE4Xnae64octHv9bjwKkGg1AQJYLIs/gpeInBiw1KSedbS4EUcjTcpwB44bEbST3QbJwc8E++t8/lOyI+cleTx/dNsDhoMFQ+nqcJtaAmIVAWX7r0vZaF65WXOlRcqirJlLJFlBvyeWgX6+9r6crY83aBsrsoz4YmqaCfCFILt1wOW6cmWVhtEnaf9RrhLZ/odzuvSJLu4jfD8DcFuGFSHjp06KaTB++buP0qQZIGBIHl2p0tBlEfJQ1hkOBlhswT5bZbtorZdUD+JvJkrJqtwhAFwAupU9QvlwyeF+87OzBD5U9fOzmidUK7l/DA84IPfanFXU9OsNJuImshzZpi0rO0fEPds9R9S80nZ23H3LVAEvqK0BeEPnmFnsnBbdzO4KcoHXHwFJxuhy6xkuvb9YmTYoNzfZB5NZ6RxLFmY0twyfYBz51I6SceUT7j249xHr7KcolSJGpAruvMKRZPYUMmmasPf98dA9584ypff6rLh7/c4vF9LZa7ddrSp+drfCXwpSCQ4EvH6FqMYggpLRJnIVa1dFWPj9/PdeA+73sXAHhR52KLEmn32vLgwMEWn7YegacZRhkHzj448Z1vlTft2nPxl/gmw4O+KcDj/umgFsb/efvM843pqwWdgU/gGaZajiU8naHJsCYls7KsOLNFXfb6IFHAeidk/AJUQV4Nbgpwm5JFCmC7JmLH2kpm+IWbIRMWuyn3PqH54gNNPnffBAudBiIM8ZoeLQ0TnuvkqXnksgNqvsifMi85zXW3L9yAzyrAdYrvp4R+jLUJ33gy4PjZGrPTAk+aHBhiBIQKVdlq6WmmGEQeOzcK7riuz2cejuklHoNEEHoWP3UsHiWFDMucBs91MUKOyRT3rDQqGOe314KI971uwBtvWOaz93f5wgN17n22yUK7zkD4DHyN9hRaCDwpR4wuQFfinaIystiYxIVI7GWALcZ/Ui76cnFWQF40w3gSOl147nCCr1NW+pbHTh5r3H77zf954eyZy4HBXwngT7/4HFqscfHkES7Z2mRxrY4xIt/6U7TKKitP5NlHB3BjRfnOL1TxN/4xq9rcjsA+FsXbcui9FOPg1jrD1wlhmLjVfRqOnVF87KsTfOnxFgurDfBCdMujriRNz9LUhppnqXkQeg7coedmEroyU1l5ivznNge5KUHue6497aUzhueOBuB5LmirOCiiSuGMtuLCSXFuihvnfNXuiCu29dh/us4gFNRTQZBYIkVu7ZmcvQs3pbAgR1ql9NlzK9IYlU8f8BjGHrVaxA+/JeIdN6/xlSd6fPxrdY6dCdl/uk68FpAGmqHWSCVdOh/QUrqyY2FRUJEujtlFNatc3lt7wftehiJ2dPctI1Bn1rW5ZXlK3xMwtJbloWP05Y5gavos586+MLljx3u+r9Ozf9BqXDgKeFmAnzl7SrS7g//jH/zr3569ZIvl/a9f5fKda0g0nhZ55walJLFWVoAuc0dEVLJe4rzIWhQBJuMM7mTJiLVH7F2A3LiTHQI3STXNMs4tw1fv1rx0qsY9j9Y4vVrjpTMNCAJUXRNqRUNbGtpQz+eJB9oNjg88chAXT5k/VQ5wcs2dg9vLCDzH3m5hxRxdhH3H6nhy3B6UVbYbS/SMaqxd2asiTT2u2Dngkg19nj+S0k89mokg0uCnLuunKgCXUiCkHGPyERNWS1qL+nPXS5lkHpHn06rF/OCbIm67usPp1Q7feMznyMmArzxZ58xySDbwMFKT+AohVe6kyFExWwXYY45L+bQvw975TBbrvpsV7xmX8s/y+ea2kAEJiMyivAwrEq7b1eF737DEzqn7JrPkTX/PZMM/hAsHdC8L8E9+8QGiOH3/oweGjXuf3c7dz0Vcsb3H7a/ocsWOmI1Tlj07DRpBHCusVeV2WIDdlgAXjPeLVLlstLrdBRklMIQYsbaz/5y+9oKMOLMcPSl47ojiq4/Wef6oz4tHQzpRSBQH4PmoliZQkrqCujbUKj5woIs6jaJs1tWFB7ks8X2F78t8AdiR9vYyl1n0nM4P/QRrYuZXJJEN0Drf2ksrbFyDQ8UtsGKs3zFOPQSauekYqYb0Eo++dg3YfjIqGNPKjGUgZbVToRh2hCOaksmzos1M4mWqHD/RH/psmorZsTHh+osiBvGAHzna5vljPl99JOS5oyFHToQkqcIGKv9QxWvxFKUrUimiKFF9wTtfeueF82Zc1tPkjePGjdfSZOzZFbFlKmHvzpjbrkm4bBvs2qww5hTHDvw5Fo+Xe1wQ4M8//TVOnuuoP/rMPrG9qYj8Gufm6xw4MclXn+wzIfvs2NLnqksGvOmVEbdfOwDrMm2tpoAC5Mb16bkPUAX5ee73iLWxuY9tEdKANKSxpT90zsmxU5I/+2pAL1Y882LI4ZMBSz2fKPNB+6A8VEsRSEFNkVthuHFmKi88Uo61fU+4pEcV3J7Ez2VJ4EPgk7smLmXuaYPvpXlGNKEWxiysZnz1oSbtbsDUhEDnXnxR9HUhz9gW1ZOlFpdEkWJ2RvHmm4d85fEBJ9oNBp50MkWDl1q8pPCsc49dZs4upDrrRJa/w1g93mqWSfxMkWlF6imSXLo4KzWh7ifcdlXKqy6PeOdrhxw8KXlmn8cgVnzkq3WOnvNASPpDTRZrdy+lxGqBlRX+Pu9DV7zA4r5bi0gLsW0QJqPWSPG8FGzGHTdHvPGVQ668JGXXZvBtQOiH9AYN5pdChpEik6fESnKd+vPPfjl993e/5S8HcCEsOzY1f/uGPdk19Uyy2DYsrBnOdSRney2ODOscXR3y0AsRn7g7Ym4ywZqM6y6JeN8dQ7LMkqWWuYmMa6/OqIdFk0KVxtbhvNjOpKXTFzzzlDtiuhYqHt3v8fn7Q4aJYphozs77GBSJ9TDCA60RgUZLia8ENen83VDl9peyrgZcO3C7KbKOuf2iL7MEt8p7NEXJ3r5n8P2iQCsr2dv33bSnu59SfObhJsrXBNLmnjJjDsqFGLzwwkfNu4rh0OMdtwz43IMdPvKNCXppSCPX4V6hw5Oi5saW3UKiSOuWDCorWn8c4GkmSbVjck+7URA6zUgSD60y+soN0p8KU27em/KqvQmIiPe8rs8wcePc/uL+gMde9KmFgqWO4pnnAzp9mauk6gc+n8zI5UcjNLzi+pgNkxlZ6ua3v/eOIddekmIymJ0UzExITOaRZAG9fp2zS3WWVhvMr9Q4tyRZ7ctrrr629dvAT/+lGPzZw12M32hl85/Ye/HWvspij/q8xdrYjVzLJFIqummDKA2Z76bMtxOwGQdPpnz+XjefxKaGiamUm66JaYYZpmyirNzl9TnfvA5irad4/DmfTlshtSSykshoLCrfHjVIhVAaKSWeEA7M0hJIgy8rYJajGX0O5GLU8KBdI0DReFwFt2P4vKzWKxg8qzxTAp1gbczpJZ84CgkmJH6e9nZBmBjPYubR1cizFhWQSzKjiBOPqaZi+2yML4YM0oBBKqhpNwSzqCEpElpKVrOMsvxd7nfkcZExlSH4pgw+s3L8Q5YnxVRe4pCSpBkqKcZMuOfWWedUCWG4fMeQ2PaRGtptwePPadb6Tja9rC6pYNwYSyO03HRNysSkxaYCrBvdJ6zGWBcvDAYeSaoZxj6DYUi3H7KwUuPoac2xMwlLvYHaeWl374/8re9pWbvcEWLmmwPcxkvIbO3XH3n68Ov2TC9w5Z4WM5Oa7gCOz7sLPKHBE4KB0sRGk5oAaw2pyWgXE5K0odPOOHuvGe3H1UqF8xIDo63NCoEpCrqRrlNCS4RQIKSrfBNu5l4gXYKiYE4vL1H1cyB4OXuXnfSK/Og9SnC7ti6VH4fi6teDSplpAXRfG/w87e95CUGQcHLJ8MdfaYD28aQYBZilPBHnMXi1FLgYEurA5sbPxYnHD7x5wGfvHfDifJNe5lFP3aG0rgrQjjpxVBGnjAK+MqNS7BR5CUW1Iz4zxrk3qURrhZdlJMqgVYZWGqVcokzK3JYsnKsiFpIGJQzCGGbrhu+41YAw+b20Zf7iPGzb4r25GC3LArJY5u9RMjRuoZv8NcvjBVc7r9AKFtcynj1sOLec0Y/7xIMDr1trH//1NE3/7n+VwZPlO0mF9Dc3FvG1YeP0ItOTGV99ts5if4KaZwjyCxwaS2IEsYXEKBKryOyo7cz1VBZDMSo56upSLhFeTXHmW21ljp7Ks2pagF+AWdjSktOSvKaiALb7vlcpDXW10HkTbt7dMgK4LGVL4Nuypc33TWVwToqXs7evE6SMOX5OsNgJEVoTSMbkiRx9lPJTllfCjrqXxuWDIk49ZloROzcN2H8uYpBphhkEmcDLLF6a6/CU0jYd1eqoMXlQuFhu0q4dNQbn9mSmDdoYskyitEEriZYGpZTLLRTZYWHdsCBlKjatLY0AUZgDZUr/QqZG0biSJwPLXcwNSzV5ZtdYiSmGqJrCvHALdqo5QAcdXjjdoDvwaYaSbzzc5tzaV31rzs/3nC9R9h9GCth3YpnV9gDPy1juKb70ZEgzHzWgNXh5O1LRJZ9aW04nzSykVpJaSK0q67xHox7OqxIeH/dAPghIuDeo8qxakXAoUslajNLKOmduXQF5MSJCK3e4lNajeSgO3NK9+gXQi+AzB3fR/aNNKVE87fSp7yekJHzhwRrzizW8CYVfSBNpxx0Uzg83xtr11iV9hpGbYPu2W3s8+OyQThrS15paaoiVW9RFA8moKKoAWvGbikBz1BHvrMN8pkohjYzri02VQGcy77jPBwRJVZZAjJwsU2aQRVlMVwU5F2TvKoMXicBRQqoYdZ0DvAT66LU45tFYy5tu6GHostzXgKQ/TOh1/XWkeQGA/+aHv8qwHr767q/ef8Njz8UstAMyK1BKM12HpmfyUwPc3x9dNDfWISvqCGzlz5XJU+61Yh9WIS7cLRHYMomgGN1IVcmiyTy7VlS/KenOky+27iqwyzkoCtePeCGAFwFnobt1IUtsrrfHa8l9L8H3Ys61DU8eroH20bk8KdLz45V44wh3N3jUAVN0ppdZx0yRJB7XXRwxMzmgvVqnnyrqCrzUfRaVWfdMqgDP8wblL5IVxswBZeyILZXT454RZEqSKeOAnn+t8hIImU/CUgWoC/aWI4CXQK963xWgl0kdW3kvjPImo4Xu2NpWwF24cFJaMiuwTPLOW4d4OiFNLUvthEToGy678lWv/sWf/MwDE1veeWGAz9VTPG/4HVN1c+2u6ZhtUx7DBKw1OavaUeFQhRWsLeadFKyen51oC8N+xN4FuKvdIOPsbceAUQV3Md5tNMxnpEVHLF4Z8CMFqpQoI2AXzbeOvXPNrSn1dmEJOsYegdvL9bfWCYKEO+8PePD5JjLQ+FK4+dtlBWG1QKnA9/ps5mg02ujmKjKjGAw9br5ywNtv6/J7dzaJs4BeJgkzS5SOdqtyxxAGIWWZGBv9qpdjcjBauvuUS5UquFMpyxFvJcjLEgl7HsCrGWcuyOLi/MVWjIcrJ2eNfHtjRGXY0Oi6SaEZDH2W23VMJogSTa9vaE6pa0+eFd9hMv3ABRn8wEunqNcbb37wwbu/fyZsc/G2gLWuoR/ZPGNpL9grWZ71YkZMVEwxyqrgPk+mnM/gIya3Y1KlWpss8ylRowL94gjAUQe9UiKXKjmL590wnhoHtxunsI65855NP29v83TRcJBWngkxCR//RovMBqgye1kNMEd9jYWzMabBi2xdec2kA1pWBJsagcf7Xt/nT74QsWYSBlnIIBN4KSWLS2mRqajIBumCvbGHZGRNVmo9jCDT+awSI/CUIVPWAV1aV7mYH0moMukArorfgwsyKyUV1ZLaaoNhUVq3HuBFeUd1kRfgro6LsxUWL9r+XLWhojdQLK0KouNtglb7+2+7/Y57Bt3jX6k1d44DvO6nBDq+eCLs75lt9fFViJQxuu/OncwyMTYGoHwtJEmuvQsWd38W5byM0aKw55d+2XGAj4G7rCUfAb0AddFiVQK7mPNRHv+9bthNDmytxMhJKe1A13HvGpNtztyjAFNX2DvwYp48LDl0JsQqDyUlvjRONo3VUI8E+HoXpXiOhuZUb7IDeZJ67NmScMVFPR4+WCNRPoNUEErwMotOhasNEa4tTqa5FkYiMIz/SlFhcVGRRu5V56BSxqIzB3RlbL6IxIjJM4uUMr8vsmyOEOUQz3VFdeUbECMMFO/FiBwj44DOsvy1/Fm1JCRvTM4EcSxZ60nOLlnmlzps2xXtuXLFXNzv26+cx+C+PIe2IRsmVrl0Z4d9JyR6VRL6BqVc5tSUGq6qvUcDFkuArwN7yfaFFrPnhwPVqrOyQaIiU6oTmIoqvQLkuvhaVZl8NKZN58ytVc7c+fAfL2+ILjrNi3ESRXOyl4Pb1y6x42nnnlgSPvmNOsvLNUTgOVdHVAK/9TUo1Q9ZWezl4q/UcZfetFHEiWZ2WvDeO7o8ebhFlIX0lU8tc1pci8pultpRwRMm98Rthc3lqCaoXFjV8XiOFbWBTCqUMWhjKwmlIngebzIZH/tmx8C9foICY+xdkWjlmUpilPiqzD4cLYARIbjJYG7+YS8acuhMzI5TfQ4eX6TfH54vUe69+yNIKVlrr3FmqcOjL3q0vJC675iw2m1hTSFL3EXKMshUMeq4eFMjJq+y/oUajM8H+HgWcCRP8gFCFSaXJWuLijwZnX2pcmAXDO7rfACQVxwdmCeFtMXzCkmSP3U29tTKde68eBw+cVeTSPooKXN7cHwmy/oM5vq8R2mWliWiFSYzI5lC5vHeNw350Jf6PHukRqI8+lLiZya3R4Vj1XLxW9ffKCr1yvmsO7vu3CJbYfIS3CYP1o07hrFadjAaucwYwEstXoBanF95VBRWje0g5eKSI3++GOSZVbK85Q5HHoCOMDXZMNxyzQDrD5lfeo5PfPYU1mbjAO91zlJvbqr/p9/63d0PPn6IhZUaMy1XaOR5yqVfC3lRSJJydrcpBy26qaK5Hs9ExROnPHhhtE2tA/c6gI/APWr3qrK4EgVrj489qE5t0roAeq691TpwF+n7AtjK5IxegNvk8iTNnwnKizl0WtONfVA6lyd2XXnsusB5vYtS0cPVEcXl7G1TTfxoGp5g79Yhzx6KyUzAwPiEmcCTTivLXKqULF4CzFAEmaOegGrlp7sv2hbyU6BzwLtpv5BJOTaK4zyAy4qDUzgoF1jUIz+eMak0lnwqxzEXDdkVoFeOYC/w44hPUq9N8LbrQwZJQNDctvu73v2T9Z/54b/b33PRVgfwkyfPEdbW3nTJRXM/d+r4ATZPBSBG2rU4esPa4uDQfMRxZvM34WbiKWnLgedG2rGVZ2UV4Bf2Scdqii/I4KOxbNU5HqX+Vvk8QjVi7eopxp7KPfwc3A7Ao6FAJYPrdexd9HX6MStdw//1502WB2EuT0bJnVGLmhgD+cs9xqZ4mVFPpSlOU8jruFt1zc+8u8vXn2yxHPnEUjOQEr/soawuLjdvZAQ2U5bRWkwOboNFMu6sCHS+85Yj70wR17jg0o14GwFcVPT3eFmw/SaftzpzfF12NSM/67RyzHgJ9vGhnjbHyTASdAceoBkMDdffMPNz+/fvf2A4HH62ZPATx15Aa49++wTbNqQkWUicjk0DGNmB2fipuEnqJlrJ1JLmFW4Fo0szrsOLhmSbp5HHwX1hBh9j8crcDikr8wdlZdBmBdQO5LllWKbrC81tyqCylCUFsFWWz1IZsbenEnw/5mPf8HjhpRpIDyklgRz59uNNupQf5mWrCStsXp29XYA8Na7lLE09rtrT57tu6/ChL4UYHTCQPoEUo6RPAb5yesE4kwtbYfIy4Bud4mAtGAXKul3BGEFWdtqLnM1HEkya8d8nC2DnztHLMXhpj5bev8hHKufsnRYH0EKSuNe0grliZnw1WWgtpKllrRPhN0+QWkkUxSOJonyL9gRWRkxNtAl9d9xfmo1H3NVVlmSCJHGaN0lMni6WZbpWZO4mZ7IaTNkS3KVVWM3Q56wjqTBgyRr5rI4C2MX02GJ4pBxJk1J/Fyn7EuAVcBezCrXJ+x3PZ26tHHt72k2tWm0b/uLuJkvtAEJvnTx5eYlCUSMydrcrASYV267aiZNLlCTVTLUU3/m6Pp97cMhyLyBWmkEmc3uycFPEmOskxn6ZKcto3VRXU2rygryUdTrcFPGMBSOLZ34SR2UhyXwRjXas6liQSomRXQ/wytiMfJdPC1zlAI8TNzYiSUYkmmamPHq8nFaLm6HS7kFmewS1IcoHlbOzfu6Fg8zNTu/66j2P/r0771rgmos8rtqdYbEjT9I6F8XpI5EfMgSREqik6CgRIHJxn7kbm2UWYQVWvPyJDAV7F0VCogLugrWlkCMmr4wXU1LkGlyUX+t8YqqruBsB3NPFyLKqLKlq7tFT62pSJ0Url7k8ekxw8HiIIUBI7Q5YLUoHqlKq8L9lZRqKGMGtmuRy8cko4WHLhM/oAKg002A1l+2M2bN5yPL+GjbzHYtnouybrM5/dHnCaqGXzXW4KKru88BIVIJPsDK/3zkxGSUwEjJpK7tn9Xjw0aIqd42qBheVNVZd1NUMbilNRuCO8pEZcWKIE3e8SVKweNXEyN26QSTYu1tz+dZ5Lrvour+3defrnl44d/iY9pQlS6NN003x5tlaTCtsYWxKq566Da18EyI/g8VNsopiWQ6WLFKuxkqqBS+iYCZh3djkSgvbuD4Zr0MRuUdYBUsB6rKRtyJLSpDnCZ7RUSUF0HNwF2xd1d1VcOcVdAV7FxV1WqcolfKFhxscWqqBP5InVfdErGNvWd7ll9fgxcI3FbkwkimVMtpYc9FszNtu7vPYi3UwPmnmtLiX5UM+s3GpVEqVsvi+euELcItK4OfAXLwaRQl2KQWZdMwojBjT/GMxRzXIFOd/XkppVDkBIndKCgaPU4hjSxRnDKOMYexGQifpKMYrzIxiYXoahsM6TzwTMbuZN09vGG7qD7JjetNsjOcHXH3xgNodbRANPJ2Vx95VW56Koe3ufEaJp9zZk5kRbi5KZsmkQFrXmAoCYUdntI/738VFH2fx0UUajQ+TORsW0kQU4Ba5i6LkKGWvqIDcltrbTbk6H9jFgCBdfm1ykKdOnqiEWj3i4QOSz97dYDD0oa7RUuCJSnApzg8wqwv3ggBnpL+rwd5YwicPOJNUM9HUvPP2IV96sM+jB3xsQzPIAnzhbEpVljWMmNQFfKJyvUevVhU7Ss7sVmCV68BSMn8vsgC4e5qcaEyxW1SmBlTBfkGAr5cpYx786BiUNHXMPRhm9IeGfmSIEndoVVI4dmUCyP3bSkJ7aHl4X8rmS1PmtqasrmXoxdWIet1n/8khx+cXeNONqwjrkyQ6t6sKFpHlsMg41m7EgLJkRruDp2QVlE6WIJ31JEpwV8+xFBUAjIKSAhhVzS0KOSJEZcB94ZpQTmNSuSxRYxWFttTfev1zPXsXAabO2Vun+H5MEmd86aE6L56og+chpMpBZcuB9OWW/TJVhGOOStUmxJYy5TwvfJ1dGMeay3ekvOXWHs8cqxGlPpn0GBiFXxzklY2m+JbVfeRTfbPCYTFlE3hZwVzIEmvyvIcoJYvNDy6QJgd7JRaSpqL5hThPg6/PapYjRQqQF6d9VNjYWKe3h7Gh0zd0BpZhIohSQZy5itXUFK/u62EKUkbcduUyu7d28XXsBqt++CN3UQs0B453eHjfVnrZWb7v9QuExkflDQYmLzbPiq7sVDOMPDq9EGPrrHZVeb5OZTyGkxZYB/bC6K/Il3F54r5TasgC0KVEGQH7PIuwcoqDrII77+0cAdrmrG0r7J0X+RfnSJYuitPegR/z/HHBVx6s0x/40PCQQozNDCnn+a3PYhY3fUy0jWpRHLryysIxN6XQ48VsE1V2+zSbMW+5JeJz9w555kgA2mdoJH5Fi8ts/P0UMdHoDriF5ahvFBfowgiw0tm6avSeirofafPPmCdJqw7XSIuvX9SV1X2eHqd0dQSUsZW10O5bTq/A2kDSTwTD/GjCxFgSY0mtKwBryhTLgPfcscZPvS2g3X+BJx46g5IJWtsVTCLYOpmye87ndz49wYNPWyZrhjffHHPJzhSyglWUm7GRM8owDekMJasdxXCYHyJVepQFuMd199iuVfWKRXWrc1/ICshHuttd1FIalHUoI+YeyRPnlJRzwvXoVeWDOb289lmX3SxOb2ud4HkJqc2484Ea9z1fg9C1yvlS4At7fmDJumf1DxeSKJUyhtK2K5rKbeGoVAf4KKKhx2uv6vO2V/d54XhImnpYqRgIjZdVgl0DIhuxeFKRhBY7WmAVsKHIpaUZJaGUQFrhDg+TFaCbAtR5/GHGZWU546by+S+U3Sx+t8D9O57Od20Ui70YMYyoBQa/0DLGgE2xJgOTcdHOmLfdPGCynnDlTs3Rkxt46XSEsQsIYdEbNxiMlWzZkHDN5ct86EuWP/3iNqQHn3gopVlPnIWSX3mXpBFYIfG9kM0t2D0d06gVAyGrGixPGVvKhJpYp7tHf68AuygZfOSciLFtsTwasAJuKW3pnBTMrdQ4exdzwnU5rbVg7xG4deF9qwTfS3j6mOQT32gCvvO+hWts0IU9WElyrB8cP+IvUeFuMZIpXECP2qL432AygVEjmeLmmmis1bzv9QO++tCQx19ykwQSoehnwtXElAtuJFXcda7GPRUtXmVW65i7eoaSzHsAVCVOUAKErSymAuhQHvI7aqG7MLmx7s/FLqyUZcuc5bU39Nkwe44wiJAyb4XMi5qKhd+sSTbNQuBLPn2/5g++lLFtNmG65fI0+qEDMVJIojim09ecWK4zu7GGpyFOBEsrozpvWxhMQuApwWQIxjP0h26UWOCPsnnV/sBqg/XollcCsTKDOa67i6ms59WgqPFS2eIcngLcVWCPvq4ElWoEclWRKMXATq3c6IIkS7nn0RrPHa65yizpgks/twarwB4LuC6gwatflVUilcSXkwaVYHNMk8u8nNbtnFHsceWeIa+9ybH4IPOwQhEJn4FxB+qqLB9NnL8KbO7i2grNVOTKujIKa8mdL+sYXDpGl4U2FwJpHZiLz2/shcsU1qfuRcXQqf5dKRxJBZ7ruA+9gLqeoekP0DpFymIVFkG4IkklJ89KPG3ZOpny/je283xICNagn9hfQwhBmkiyoaARSvbOZuXwwzQTJHnpq80LMZW0hNpQ9y2tsPjwRQBZTbdXgIwYbVsIxs5/EeMsXromgoo7wZgHW57BM3YeD+tAPR5M6grYR+OVK0Flqb1d1eChs4IPf6lJlHhQ90AqvKL3U4zP0x5zTvKdaEyvnKdPxhm8KlOMqaazR4mfkRbXNALJD72lz533NThw2i2+zCgGRuFlFoUYBZt5cFkp8WLU2jYSxY69R4GvyhfdiM1tKVekHL2avFxX2HyjlqNK0Au5SWMa3VayvgXQ8zKPdtfD2ia1IMD3srypw5bXqKy8zGQ+UhBesTMmrPlorbBWor/+e+/ZeP/jh/7pJ/7iUUg1aeYsmSjO/cjUkBZ2TK6V3Kllrn8x9Ku6qcq8Yt12XQBeVD60OG8hVFmw2uig1DjIx7p5SgYvTiuoBJcyB7a0I+bW+STaYo64NLnvnZYAj23Kp7/R4OlDufYWGiVkzt555rJk7nE2Zwzo3+QxpsFHjQi2IlOykr2layszCmM08dDnuksGvPv1Pf7jn/oMjAdGkxjJQLhSWmlyBi93SzFKp2fFfjx6M+XOUnlvqnwd7TBWFIGozQNQ17whBRjhRroZXobN1wM8/1pWroUrhZUMIlfsGicKT2clkUCe/TT5CSOJZBgroliSJAIhDRObbvqntYm9P6UPnXhxsu6vvPXmyxPWuiGdvmWtm9LtZ/QjS5yQp+xH24zMtVJxapef112Xk1THRiacz+hUgF+VJuV2L8e/Xg/sMQYv7UEzOjZQVcCtK4xdNNOqrNTiI+YuAswET8ccPCP56NfrIDWIcfZeH1yWz3Vb7uizMvpmJR9QBnelTTZKvJSnQRcsbqtAd3rcGsX33tHnM/fU2XfKB6kwmWIoNJ5wMkUV1zYrLENB4eGsz0UoW4G7dXUp1toRyIvdRoLBJe9kXkQnhJMtQhTnYIrzroF4GdDbEvDCDb9PBXE+MdcYTZxYtFJl3YstAJ5KokTQHyraPcla19LtG+ZXIq66bvmtG7KDk/rAMY02gp2bI6SCxRWfY2c8zgJCZHiqUsXFKCWri9rrslvG1WGX5at5cDg+F2T9h84HOFa8Yyn+8uCWBWtXWLyUKNKOgVvpEbhHr3nGUqc5uB3IM5Xy+Qca7Ds00t5SSDyBS+6Iatno+vqTqhs0UrtVJrdjXxc9qpX2vqr+XtdpPkrhu3zE5RdHvOPVPV76aEBsFEiP1KicxUFm56fRq4FnIRkLUEPB1LYE+Sj6smWwKaxxHrkFmw/Lt/k1MHZ9+n7dgl+nz2VB+eWVcgvPWHcMvNYWJWUZxDqAuyrDKJF0+oKzS4YT51IW1zKiOOEWP2b7VITePpfS7cacOLGGRdLu1OjHk0jp5oVIYUc13RV9PSpwGpWqlgeKluAetW2NBZXr603EOoAXjbvrxjCM2tTyYwnlCMxjAB9j7qpdWLUDC1lSTG/KtbeXcOSs4v/+dIuhdOAug8vqCQglc4/8ZpG/52pN9Muqk0qCZaw+vNqjuC51n5mCyRWZ0aSZR5Cl/J139vjze+q8dEaDjAFFLDwGhQuVgcS6IraxTMQI5Ocz+ejnloqrIselixWj16pUs1Ugy/GduipPpKjsCtUFnveJpkqg0tEpekWAWrhOSV6F2KjFbNu8gj8Ba31JL5HMr3jo5TXFoWM+f/S5SbpDS6gMe7fGbJnRDlB+5cQGGJMb4wmXUQq9zGpVtd+6VXveKl7P3CV7j7KEI9YeHfJanIdZfq8AdfU1n87kXJIRk68PLD0d04kNv/e5FqcXAlAeSA8hcnlS8b4Lq3J9DcZIBqzbpl9ehldKVyuHqVYKsEbWYcUTzxSZdPXi2zZE/OR3dfnVD/u0E1dhZoxkKBQKVzYxYm0X2Z3v8oyDvHRYrAtYLaNXl9vI64vyoM9KFzBauY64rHu6PMfIFxf58e6G3IHJrUZblAYYgcogXVfYVSyQanAeeJY9Ww2X7Y7xdMa5pYCudbU0+uo9HULZ57qdgjgLEVhq/oid19f2jracUdKlytjnsfYYc487DdVIe0x7F5nBagfP2AGvBYuPAK5VPpW2GmgWU5lUlmv09cB2zF0Gl0HCp+4M+N1PtoiM56Jnod2YOFHo7+Io7cpNXBdHFNdn9LgwxMcqClnH5GWwWbUKBSaTI288Z/JQp/z0e3ocPO7zh5/3QCaAIhWSIblUMSO7UJrRQrTrwszxE6ddKW4hW8gDTWSRC8mlS66LixBDCpvr8VwWlRp95C6NatUL39xdv8xUbddKWUDl2pZXNL/2WluW2zWe2r8dBLS7MV0pMdqgj56eZhhZbrzCpxf5LK25swmVFGWgOF7tV0nEMALkWABZLobz38yFAo4xLVtNe8sR2AuXZOSgVNm7CvT8vB5tKpLElGDXleNOlBxlLj0vYWUV/vzrdVYjz2lv4SGkzMfC2TItPypqsmMLs1zQMM7cFXyPpah5GZmSTwu7kB9e1IkbafLMsibNNBN+xrve0OczD9RZ7iqXnTG5VMnZUObBpciqgWZVj1+YyS0CtS7Fb/MAs/r5RClXRDk3pVz49gI2YfW/LTuQ3DdGO3qBt/MD+AI/SX6+/cKKYKltWVoV3HC9x6aNARqRob2I6ekOfh+GcY0kvZCtU2hqy/rAoXQJKp93rCttPeiL/y73S8dck4K5KyxeZCqr58+rCmNXWbxgbl0cKVgAW2bn6W+d62+tUrx6zJ1313j0uTqmor2lyJuK87kf1VPHLhRDjO3764Kr8xi82PJzXBUJn7KE1oyKngodbvMUvqz44mnmoU3Kq66MefuNff74Cz6oBITCCkmEQldYUlbb2kZ37JuCfLTrOJq2chR4WuHedzkLXeb/gimOWa+20FHazVzwN47suvN3xtGZmiXRVhZMmsFKd8hSf0BiUsCgO33BqXOK+x6WzLYssxOWWiDHgiRRAWR5kaorUVQyc4xvuesfpe+5XntXtv31pyMXyRRdBJYVgJ/H3NWzMmWFtXVVnqT5184WDLyYl04oPnxng3Ndz513LSvsLUbsXX2f68F93sJf/9nPR/g69q564lXLULoe13wKrTLjWlxKd/zJxmbGD7+9xwPPBbw0L0G4cdOZkAzyFjMlKIPNola8ANI3A3kRbpYH6JWVkMKBPXdCxnIe+Q5X6GuRe+jnXYZ1uCn+r5osk1VQjzlzo9qn0BNce6mkFlrmNmXUaik6ijU29WgFTSYaARMNge8V3fOi/MxOPtjSqhmtpMqbG0tUjGfoqjf5/OCyKkkuEFQWZamlHTguUcY1d+VA2Ko0KfR3Oe86lyZ+QpQZ/svHWtz3ZN1lsKTT3kJIp70LaVKVJ+uBzjiwL7SrXQDbYz5GVaKMWYbm/BrxAuRFCj+VGpVoXnt9zE+9r8Mv/RefKJUUx4ykeAwL63CsRiUPOrO/BJNbRvpbWsgKPY4T2HlLG6aS2c3Zu5Qo6w78HS1suw4zo989LmfXJRCtLcttYy3wtMYkdTZt8gg8hb7xygVWV9rM+BlSZYS+IUkkqz1F3rfpbEExAt8oY1epDShrKFzT8ahwiDKxMbYbFMCu/HtK2jH3ZCRNcra+gHtyHnOXOruSpSxclAq4tUpRMsH3U77yuMdn7qsTxR7UnHOClOWoZi0ZK6paD2zGtsuKFcaIdc6nrdHrqDYcRqWz4zNECguxTFNbkc8uUUhjUMZNwqrXM9712gF33Tfgq4+rkVRBEgvnj7v3acd307GleD7ILUWlYQV8oqhKzIFv8sVZ6ds0lSpDB/KR9UhJisWkhmqT+qh3oCpPypqfopvMQpwY2j03YvDMkiBOEs7FETNzQ/T8cotkGLNlrs+OLcsstROePzxDkkyVrKrVOLhGQdUo4Cjb2jJIhXslK6Lt0VoYaatx//i/B9yjIZEjcKvyNTv/KTOkdIHlWs9y5wM1DpwNnTQRFfaWlJWDzho8X4OXYC9BU93aLoTsC+F8VPBUTP8aFV/ZHMyuXHXkjbs6DCkdmxdSJY41ezfFvP22Ho/uD2hHCkQCwrkwQyFdPVG52zh3Zf0+K9aBXF9ArpSCugJyifOwnTYZkViB1KpsLUDs+ixt3lg8Gi5VfQeFxajy5ueiPVFK8DxBq9XnueMp82s1NjYtNwYemyYC9JMvwdmFjMefiZie8kgjjc4Ue7fDzKQ7KSHwihpqB6oiACw+V8EqSSKIU4E7OUsWZwuNXYMxcMu/OrjXOypSFXOsR+w9BvLCNSlOatMphow/urPG7366hRUalNPeiJy9i9Fohf4Wo/dYtbLGNPg65n459h5L0485KiNwF2BeP6DSSROLkSMtLo1CGldOq1TGT7+zz+EzHr/7GUWS5VIFSSY8IuEWjBBFqastQS0ECANZbokICyKD7LzAc8Ta3wzkEiqgHmVNi0fR0ZNmliSxxJW+S1shxZJsi7p/DWgIlGJmUnL5RYo3vKpDP+nT9Ifs2rmdZstHN32NL3zWlpqsLftMNwXb53Q+sZXyZF+/rKMuhsCMjqmw1p3DGGkJQ0VmRNlgX12GY/q79LxfDtzrqgYv8CyCyKosUXI8oBxJk1FBVSFNDp+VfObeBr2eB/WcvaVCSFn63np9prIiT1jH5FUX5b+WyayyYam/y92QcT1aNEIUYDfrymiLBFCmkEKTJBnNRsY7b+/zpftrHD5bFAe5LEoiNENyB6tYjEWFoRlncrCU1VP/rSC3DtDG5NocnN5f/2/ksjZOLYOIEuRVWSsFYw3lfp7a19qQGUW7M8GOzQG7N0YMhglR3MJ0a+jTXc3yQNOqSXZskLQabgbHRBPqNUMtzMrDT6ttXtWjM2xe0jmIPKyBKJblEXnlFCJGn/9CGUwxNuBxlIZXVSYf+54ZBZMFsMvMZVb5XpYPcC/kiRsFESWGux6t8/Wnam44uFjH3sVZl2KU3KnKk5JVxLjGrtpWVD7zBcFddQ/WAZpSojj5UrK3XNd9b0UuTwzSqPyQKU0yzLjj2pg3vGrAyS96REaVLG6FIMYdBa5M4UEXOvLCcmVcoIwg6ty1Ss7ejAS9NM5ORIiy56VM9BRfS0uWp/+HMXSHMIhdv2XxbgpnTcuiIysvADQgMLRVyimh6Q1DJpsBG6Y6XLErojXZRwtvcqVVX/3stXvr75tuSmqhpBFa6mFGI8wIg7Q8ALUciKOzfCijmwilpVtOUexxSkywuOYxzN9kee3WOw6MdFWR+hZinewQI3DrKrhztpYl0ItdJZcpY9LElAkdKZ1zovyE+x4P+LUPTpBZXXFO1Eh7C8qOnbLuRI7Lk7E2tepirS7iyk09j7orIC+DzdILLxI+ecBezCvJyUQamSd7JEYYV2UoJDKXK0mqCYKMn//RDgdOae59TGF8UbK4EYLYSBSjoFMi8mRQxT4Eis1YrQN5CfAq8POpWCL3yU1et0JRr1Jeq6K5xQWNcWJZ6cOJZcEgdYtYKeGm/Ir8tDzlwiQvdQf5pmkubTIYRoa1riL0BWvdGtfd0PjStktn1/Qv/sSbkqeefvzs/Xe/wPbZGGNFPruvONE3LY/Oc8PfR8PgG7WYOMnoDTP6Cdz1+ASra3Vs4tIXUo4CASVHN5HzajjWJXfEiLFLkBe+dxlYjoCuZNUGXOea5IVUUmZo6dyTk0uS3/lsg2OnAydNqiWxufYuOnZU4bSJCz3HkxAvS9fr8F21B0sGZwTu4nujmdi5Li+SPVK6qU7GndAgxchNcYVYJpcqht1bIn76u7scOepzfFW4Ag0K61AwxB3wJXMmH4shqm03ZThcfMshVhRxVv6zog7c5I5J6ZdXgjDXUzveQD7REGzaPGCp3+GuJzW9yGNl4JN1NEFN4itJWB7sawmUG5waJNCLXI2/rzKSFKQn+OyX9v1K9Bf75jVAmqXpdCvh8t1r+fAVF/a6TOFoylPgJ9SCmMCPCLyEJw4JPnt/wLMHmvRtjeeOtNje9LhyR8LMJIS+wnqu06LYaqrb+HgNih3Nn64sClkJOAvWHp0ZM4oHSklSngzmpImzAzOUSlAqIQsyPvy5Fp+9u4ENVe6aOHC7bnnKWd+jYfZFsHmB/st1n+flEz0vtwAceEbZzPW1KdWkjyir6ApHxRp35KKxpgw4RaaQwiCNJutnvOt1Q1480uXX/0ATS1kCHAQpmkFlp3FBph0pFUt+OqADfGGXZ7kmz3AWkiuqKkCfTzQrlUsuXxil3aXMx1l7gtCHuSnLlXssG2f6fPetEQkpTx3wuPO+Jk8cbND3AqT28T1JzRudYu3lVaTWuq77OLFs2SLZMCUYRKAf+9pPrAW+/LPZqeE//PBXutxwWcrrr4PB0HfNpdKgVUKjFpOkCUudjHuf1Tz0YoMnDzR4/niLQVRjItBsnTRMhJY4NURRlq9SVRbF22Llj21V43NF5HkOShXARXA5zt5FMdXIHhyxtyyqBWWK0hlffdzng19sMMzyehPp5SB3WcuyY0esrzu5QNzA+YAuYSwuhOl12UFbBfP4+Ahr8tLUks0rQaYcnQqRSYHIJUsmFDKzGGFzLW4QQhN4hh99W4+HnvH56lOucLZAmrWC2CgnT/IuoEJyVKXKaCtyXubo4+VJIzsCucmzpuMzcUYPiZtvo/Mu+lrgnLpuP6RVm+VVezvU6z1ed1XE229c5MmDyzz0YsjdzzZZXK2zMgzoBm50tcrBlcQJr7++zY2XDnj20BwHHm24xvL/9MkWSgl6vZBDJxo8+GKfieYZbruql5fJZmQy49lDkj+5q8bXn2iw2Kmz0K0jZEDDl2yfganAMFUz1ALXrjY6AaLYpirb23rNWgC9enpANbAcA3thBVbS8bIC7tISNLlj4rS39lL6EfzK709w5HSA9XRZb4JUKCEIinM3K2wtpR1vyHg5xi6DT/dFoVBHHfXj2psLfG/E3qOkj6lIFVNJAjnnxMkUK/LGcGEq1qFCZA7gaWy4aEvMP/vxNg/9bEB3WCkayYPOyMhSg1Nl8iLTafO0hhkxebmQzfhaFqJI8NiiCb5sVi7XiRhNK5N5LfhgqFhuh6QGGjWfVm3I5TuHXL0n4p2v6bLSa/O1xwP++CtNnj1UJxE+Q+thyXjN1Wv8g+82TNZb3HixJDGpK+941ZU7EFKTxh1esXuBqcmYnRsMw3jI04c1/9enmrQjj+Pnahw/3WBAgPY8mjVJU1uanqXpG+qBpe5DoIumhwvc0HW6W4hxEJfjIGQV5GZMohRnNsqxZE4O+lyDS2mQhTSRbgxEkhl+61NNntofOs977OnGEPvC2YLrmXussaGMFcSFtXjlw15Qkedbv62CusrmVYuQIotpOa8JYr10MRIjnSYXQiKMRArnqhipMFZz3WUJP/M9Hf79xyRxJkAoV3wt3K4Q5QmlIvlTMrkYT/w4KWNzwDsWzyos7t6DKPssqy16peypBNemsJljRX+okTJwQ0cTRT/yCf2Y0I/ZvSHmx94ec8f1q5ycX6ETSf6vT7V48lDI8XmfT9wzwYQXsmXTLDPTTXdE+bu+640EYYOTx55l3zNf4Io9grkJzb/54yYfunOa5UEDZADawwsl0xoaylLTGTVtCTyoeZaaD2Hgzpt0RVFFPfD5gxnHuuXL/s3CKiyO4qvIEjVicVd0VXFIxl5HJbBOouQ9lrWErz8S8IefbNEeeKOMpdQuJS9H7F1q7Up6vgr09VWU65M553niwHqkV+tPzo84C4uwIlPys5GscE29xgiMcLNpHHOL/PvSyRORd/0IgzAKkXkIYWmFhp94T48nXvC562EFjYT8Hx3p8QqAq2uyKlcyRp+5vA5mHOTGFHXeeWOyyT+arCzqPPg0GaSpaz/TQ53vAPmg13xMxsDzyzNKt84m7N4co1XC7dcv8YdfqPNLH97F/c+EXLQh4cZXv5Ibr7uadreHVirAPX0mGobJZoenjgq++PAcC9EUQV1Tk4JQkUevlqA4/kMVZ7pD6LlqLs+TeLoy0riaASxBUj3EaNw1We97j52wW1YRmrzhoXJ2esUSdAFmntTxUvYf0/zfn2hxeKUYATAqhxVlr+WIvUe25YUqBi8M7pGTsg7PY7byBX6+DvjnPUtWH3dTrKx44VLm9Ry5dVjIl5zBnTbPpcp0wt99b5dj5zSHzgisLtI9jmVSqxha52HLHLDSVpokRMHSuVQRlEfUC1EMaM6BnWdL3aLLc0JF7UnpCrnxJEnm5vAo5aogrSlOdpAkniJONV6c4mm/PJjA0wmNWsTbboz5/H1rHD3l0+5maCEIfEWgJbrVyPADmJmIOC6X+NN7FJ+8bzMn1ybYMiFdpCqNOx1BWfcqi0HyjgzdGe+ifNV6dHxIdUhPtVFXnOeUVM+AMePJHbkuoTMmS8x5wJYyc9nKIGG+43T3Z77RwHqeS8cLlVuDRUq+MsCz6piMWZdVsJ9fD1/Vn1R/RnUhOFuhul1XgUy1BPW85E81fV8c8JWDu8LimZElaThfXDs5IRQi03gy452vG9AeCn7u3yvm2xICUTK5RRAjy6BTIMoTqItM5+izCsfcFVBnpX6HTDg3ZQTqoqwjL67Kj8BRKSSVVkdrVV737maexInE8xSe1uvq+Q39QZ25RsSv/ESfP79/noeeC1jqGroDSXsg0J728WqNcycW9Ff+6Kvb33z/MwmhDtkzaZEiK+09WWaSipER+bnvivzMSdek7JenCcvRyWfreixLC+4CbF0EkOutwTFQr3+W2ruQKS5bmWD4/IN1vvZYDSvz49VkkbHMbUHB6JQGMV538rKFVTl4JVWwj1cRflOqXi9VKkBeXx9epO1lDmxRMLkRGFFIAeFkibSIXKZkwiKEyvWwIssPik1Tj0Bb3nRjxDtu7fEnX1KufsjLmyGLTKd1Z9jLqktiigDUjtuHuR7/f9r77ni7rurMb5fTbn1delZ9ktUs2XIvIBfANknAmOKYhJBMQoaEMJAwmdCSkJBGSTJxSGgJHZIQAmYMtjHYxrjhXrAtN9mSLMnq0uu3nLL3nj/23ufsc9+TbIPBwMz5/e7vvXdfu+U763zrW2t9i5jEUsgC5DKP4MaKWZppJXfPE9ULFbRdH4XdJSQkQcbNftPMmjexvNhHic0RqhhuZHjLK1q44PQKaB3Xzcb1/Qox2F9/8KMYGD1t6tAkn4o79Fd5Mo6lQwzVwKzWM9WjgAOBr81+Ao8g8KiO2D6Fb/a++x6Bz5mmKQb0dvFT4fJaNqif32bNTsbbVlh3vtK1fxD5pA4zi6IY1bZrkqa46tYQf/WpJp7aF+oHTn19Y1xbIFMgososkjJjafnwclEeds097V6g/OpDil1B+gSmpkBEcofc3Dg0/7ycf7heMuXppp6cJU/O3US9zPmLtdpWji2v2SYEgFQYqAusXZni6YMMT+709NpYe7kx9UwrFOazs7bq6bYHu3w8/0jK+Qh6/XHMfSZPs6qNzUHcRbEyNyC1HvU6qqcZQ5wytLo+JmcC7D5Yxb5DIRaNrsHShc0/DMTjd5188ia9o+eYwQzcI2DLJQZ8D0IGODSRYe/hDHGqL0nuNmENTLMmu2eLsL5p70JugmbZoEf1JI7oidhze06oG8VLN0tLsjzJtNYPTx2m+Nw3qtiyLQCqtqBTlOQZ0VdmTsyVydG96TwAy5vDnGKFqwqVInZvJD9KKC+3j/aoKw5VsZd46sxsUmK4uEk6iY3kRBk7NQWpbBOWoSlEgRCOJFZYsyLBb148i3s2+9hxiABBkVICQAqd8FEFrbVbyBO95YHmkVsnGvY3paE20uSvAvbE0014lBr6ksswJD8p8nzDmuEbX5Q0IybQ0RwjIApxyrDnIMehCYWpWYLJRGF1JhDHusGAA8DiZWtAeYRGVWC0vg2ZbOGKW4FWTBF5dvdkoY7k24TN0lXLuTm3+yiLtX2MO0b0DrjnaNxOIacEZidyl/q7qUShiTuNVCzFRAv4py/XcfMPIiBiKPRuk1hSYnq9je5tT7I8Ae5pi3X8PiyoKRyp0I1w5iN6otrRwG2TxzLQHXN8ZwBCGUqi6TAxiZyOdNTtFTcA0tPrCkIwH1H2ywAAREFJREFUrWcTs+6bSGRtjnM3xnj7G2bw15+jmOwgTzat5JFKPZmvt/oU4LaAtvOVhBAIpQxN6aEq0BRF2N4jYU97s3acCADMGfLQ+QWXRK8UF6Qwc3LssT0mUQ1TRNEM7r3LR5YAmzaN4uST1mF6pgPzbIBqYwEGxtZeX/X2f3hkuIs7tozj7i26ru9xgsAniAKa38KAIvQZQp8iCJihJ8zh4MjXY3suuEte3qbMnk/iGF7FCrDPidrMATVzR88KSTBmEv9yRRWfubyO2dTT3iY9mrdPgCCfs3S9TubXwAv+TUpAt8E559/uVR7F5feoPLy32arnlv+MO6PZs0h1zq3HR0WqYqGVlNreTUqOLOOocoI3v24Wv/OaGUQqA2QKSPsxhZISiQS6kiAxRjupBDJFzM3uzLE7L+HcVP55ln+u8pWAqVDIMoksU8hSgTTTu3iSBIhToBsDnZigExN0uwTtLkWry9Du6hU6SaZdZU9bN4NTNhzArOR46InJD/cNrbt+6ZIFAEyD2Cc++g84fkU3nZhqHXvbw+krb7rPQ4X5GKwTVEMNbs25NdfWUiAF5wye4d/cAbZvwF2sENFAZ44JfcGrC5Mexsp8m+c83PZyWw7u+poU1g/Uz7B5m4cPfL6JXQfDfHg4596UgVOCiAJBKYJbL0NnFUoP92YO9y7Un2LbW34CuFzbXHrn3O8m3fYEyvk3KehQr2KTn2iqzGfzEwoF9+7VqfPz0U4dWZcohciTGO4TuG2zjwOHmB4gzn9Jx26VP5fylSo/hc0/6O03KnHynGuX5VJlL3W5kuQuitURPd+jKYqtxzoIUHDmYemIxMiAB1D177fdfsPtZ5/96oKiAMCGk34VYRiild6GY4fuAWXMRG8NZsZ6XKuIfoPzno2e5LGgJUUyaaeC5r/Z3eu9EVs5NMUmlYZ72/ZXMzy8eTvDWz/Uh81bQyifAcSN3gyMEgTETMk7Q8TU4d7ursvehir7PtD87eqRBefIKD00hczl2qVojkI+hCUB5gc1/9bfkspszzCXcusLaKubVknR1MVWN5UpxrD8RJBSQcADEoUNKzJ8/N0TePMHCTZvdS5TlAKK6F1MeetB0aeS93jnHLzMx4tnZtSXfI18USDQ+YaEYlopYkpTXiGdxQfOyWzzwG7C0E0oplp6pc66tRtx0slnIY67eM8f/VUZ4GvHGgjCCrrjHON7KSZmPTBqdG0DbvdhlbJ7uxvHnd9kRVS0UTznUaXGKekkl6aXm7nTOsLh2qZL0EqBhpp4XooWgE9+s4YHHosguFvM8XLe7REgsKpJviHN6e+mRYTsTTTni6T5/S7g3ajpRlLSU/NxgD6n2cp+z1YDzeCustVAYjVxDSRpO/ikTjIp0cUerUUbMBsubj/Xurg093mgmcKJaxK85VWzeM9HOGZTIx06zyoDQ1ezZg1WWQAa+eNE7ofiQlm42yUUTJO485yZo/NLvVrQXu0KCbb4G3pWWOOTUYI9BwHeH2IDGUJHdPL/nQO8FXtQLNh6eDbalqpoReQDlYghDPQlXEHlHMuuwizOKEdaM6Cm1Lq7oiz1OQPDhQxYeJjkyWNpUkc4PLsoyevRsxQdqfC5b9bwtRtqiJmTUObRmxpwG/u1+Yo68yknvTIdnWdUzXkdtFhMn0n+PvJRmvBxkkwLBOd70gG9JACVJopLAkFM/yoKZUXYBhA3CSTcUBoFAg8eUbjkvA4e28HwuW820EoJ4FmI6ieZSqbbaw24c53c6SfvjdBFOHdAbZ8Ls1clu+UNkFTqnZx5u4f+M1Y7t/hjVDOMwCc4ZkGE1UvDbYNNf2vkJfmjyIc0LvuHy/CmN56+bXTEG56Znjqn3WpjuJ9goCFQq0iEvpFmYL0IDSUxG4TzVdn50tV51vYxWejh84G7ZLFmG6Ws/Fd4Clre7fEU7Uzhs1dX8IHPNHFgMihaYHPuredLQwqEhnN7Jc7tOMbSHkkzH3ooa9flrx1uavk2cSPPfJx8Hg7uSJFHHrBwryT5Yu65ujgKnm6T4CIBnsvR7fcUgL66wMnrE8y0KR7ZxnVTluXk5helQ0ysbGq/zv+meWBzTnbi/KTl+K5KhGLaXq+A1/KoEHoRbCdWaHUEZjsS3Viv9gYEas0RhPVFH3vk8e2fPv3U0+ZGcACYmg0RhME1SRZdNDrMNq5cNIuBZheUKkzPBti5v4JUFG2PuUFPLv+VrdWK7QvlSRzXy6QAt9vjLeCqJmXLBy0FMpaChwLf/HaID36mif2Tvq5GWXDnQwxa785bYXurlm6EPoo1W8lJNqchpAdgZYXlmTSUXlMkG+OOSF0kMa2xyFuSiSMdFnmBgpAUtpVVEgliorh9jMLKh4SZ/Zk6A4hjiYXNFH/ypmmMz1D8xzXUeVLEPEZdzi8NK+e8HHmlE71mQk7pNvd7MbUQxZw+lbyQZlamGHPPTGqD+x2HgMm2DhqDVYVVixjGAv7A0tH6Nd1ut/R6lgB+xlmvwBVf+YvbhvrIvSP1wxsf2j6Dpx+kIJRCKYbBiICbN7W0G8fRuKlznzt1w3v0bhfcJR28x9640Lj1yJnt8fbDFFv3cPzbNTXsOxRow56ckmhwE0IQUOQrtzlRRTusw79LrQRzomuhdecT6BbwKADvRi5XKTgyuuf+iC3Vu9YRlm/n3XdOCZ+UbiTv+yCS5CcgAdFdfqZCmVMpFBHexFHz2BWSGFg4mOLXfnEWdzzoYdte6CIQQb5CTSoPselCLNtOFHSlmMYvJ5R6TlPlsic1wGbUTCoZrChTb1FmrI1TipFBiZUrpyFpCkYl9hwg2LJrCM097Xu3Xv692z76d392ZIADwCOHFoEQiuvvncDmx4GD03rx6VCDYeMYcMwQQeBrDbmgHL2Re24hxx1YyJ2oDNcuPATL5jwuuK1awphuotq2l+PPPtHEjfdXzP5KJ3pTnls/aDnQ0BJHOclbYWkRvfMmMNJzm28uE6QUsYlBe6ls7aL/aFHcjdgW6M73ChAU7ah5AmoBLgHdBy6LxyaJuU8nm4BJOm3bK7Hx2PJxmwwqkI7CeScm+Mvfm8L7PkGwfb95oozkM5iSekiMilOcsT1nrjPlYI1GWf68zNWIEsO5NY6koX6K6Z/nBOCEIgwYjhlm2Lg6wFCfBKUE+ycI9k1RHLuiD0opfPTvyq/vHIBf8gsXgDGWXHVlB8n0kxip65XK9YiCEu1YFcIkk1z3q7i9JKWBYWdCp1y9nE8GnNvymi+GoplJMDP4XoYdByn+/F8a+Np3a0iopxMA4igmpkswpChvZaBl5cRKhPO39FpOXUiD8yopOdDn4aCY/47eFnB7Xx65Se9cpmMQ70ZvmQd8Iw8WG+x0FKW6agmSJ7+648+aqxow5y71rLhPKPiewiUv60KoKbzv4wQ7DwJlukIgKEdX2J4Vd5ubdZ51n6MpUBEFZk9aWrTjSkogrGjBCk9ySggU15VzKRn2HWqg3a6ikxAcnJAYGV2B9cdfnAiRAfj9owN81bJBgFXf9eJTl60bqW0798a7BZKEohoxRAHVnYQG2NrxSk80FzzbJDhEOjYLBdjzTrAejs3pfHy7iN6cpfB5il2HgPd8rImv31BDQjnALd/28y5BTgtw27063Com7rxlz4BDmZ44A7LzJHpuKb6gJnqaJhcdzIX7SFzc7SZ0EV9qpyVlGzcbxV3HViItfGzkpiAopC5CKCClbmWFBnpGAG44uXDyCpFzdAAp4EHh9ee3wSnw3o/2Y+dh4vpHGJAzdKT9Cz2RnCCP3HZVic4fNKjdNgjqvDfUdBzqWWUdILNMot2lODylN6p1khT3b/fx8mXLb+obWPKuA4c6c17jOQAnvIbLv3XtDOBveXw3NnW6goWBhyhkqIRUD4j6SpsBGccrz5jNWyDnWX6e2ZftH8q6tixp3ta0x92bw1gGxjPsmyT4k0808PXvVpEwXpThrebtNFHlvNsmlTaKk54+dKLmcO9emqKBbquVrjzYO6pWFsmejV5o1+G40Rq5qqCcyfQC1FJCT5vl3Bv5GJjVovXojASRxFARDe487ytFcvt43VkjE8lTBa6A172sjUwSvPuf+7FvsvcJ+hBg6GAuyBXTUiYckNuRP2pOULcyS/P3x5lHhW6N5QxoxxQeZ3pYOZTYuFqKDauwZfMDV80cf+JFzwxwwFgCiOm3rhuLTtuzNz2REYJqRFGvKNQiiUokEAXGDMgzG4OpXtJJ3RfKkab0Ay8SSupGbqf91eXb7t545Ut8+uo6vnZdDQnz8v05RUFHKyYhBQLmgJu4EbtXPXEsKuaJ3r0javOVzq3s1auw9ISNo4O89LG3yQqaupAiiisYHRzIVRUtmBAHd1bVsP/bZnwmoudJpXnPoQDCzPvF9Elh+DqEBsovX9DClqcYPvy5PmS9DTkAhCkEkd5ITkn+/JSRN13L6ZLESKw0q+3bMq6btsxZAkIyMArUKhQkFTg03XhofHL2rcODtXlf23kBfukrL8R1135eJHyFanUewrIFHIN9Co2KRDUSCAOB0Be52xXnMh8/01GJlErOeUTPaYrUdg5zJuHLUZvSDJwloJ7At++I8JXrqohdcJMC4JSQErjtypFiK1qZmvT2Y7uLjspVzXKTVbl70Alkzntd2s9zVJ2w+P6cYQeCcgJqy/RSY5U4BR9YvBqzTFth1A+LGuhbTg4I80sETuUcbhm9uC/fzAAFjyq8/oI27nnMw7V3VE0PCUwSoL/IoLsP56UrUIChXHafvX3uynkYtq/HY4CXKaRcmYYtmTdshR7HqmUeRpauUfvHIc59yauePcABYPnKX0CadL9y3un7Vjf8/dVKiJyKBL5A6OuEz+OaUrjgtibtShZ2EfoyX8xSuh4mbiHHbX31vATME7j69gjv+uc+PPpUVDRQEQt0LQf6Rg70SbGRgTtJ5dzGqfkSTeKoKk7zE0Fpu8V8yaVN7nJcz4nmZaTnIHaAPoemEIem9ERxW54vXKVIPg9Z+m8EZnJeFrZTeYlo7smZf8iTUAd5KbB+eYp/+P0pvJMSfOu2qv4RDs3LJQB4SA2sehNOQD8HRklhLQ9NtYQCMkm0mT209u2Z9zT0dOdhkiq0uxKTswoHJhW86mjrdy/a9JUoCo8YQ9iRvvHP//T3eMWrXnZfs1n57cHqvc3RoS4IBUJfohYlqFW6qEZdNGsdDDRi1KIEhGYFTSmyrGJUzRkUzpdBleiJjd562zD3Ba78foT3fqwPjzwVAr5ToTT8m1C9QycycmCpQ3CeiZw80ewZpbPdglbjttM6pERfiu/baqVtBCq2zSGfVClOirmrzee7GsxZSwj3RHIAaP6GslXEeRLfXpAXZIX0fgN5Z2H+u8UX5a/1eTIymOHENQl27WPY8hR3RJXiwSvjsGLtJ4qqa0FXYMCdSoJORjGTUUynwPSswkyXoCUIuoogFTT3aOxkCrumFJKshVe//MR9MzPjv75m3anpkXB8xAgOAP1Dx0GJCUzvruK+H3SwoOlj/fIO+huzaFRb8MMuntwFPLKdIQoVNh0vUSMBJmeremGpKT4UHigy/0idCM6daRzGUnheCsYlrvx+hD/+eB8e3u6AmxVuVBbcuWLSA252BHDTecBdBm9ZIpwLzAKsbhTM3+d5ijjPeJB5qAmsBKgRQXOn2SLNkdLGSltehpZA8ojqgt3SFdsvoyucmqoYHp1Hc9ujwvKvCYAMgIp1JP/AWyehoHD19w3/5cWTVhRIFQMROiGmioCadSN5ZDXPLZPAbAbMtFP4vIWXnNxCNVR4cFuAbTtCTAUB6pGHBRWF9csEju9vY7JVx6kb12J0uHnUl/WoAF+1/Jh4166pt/xg/7qvPrF9Z3XsNIVmbQb7J6fxias4dk80sHWPj+3bPfiewtmntvGGl7Rw0soUnW6oy8VGCLWG+Xpi3g4uWL9uYcrvOqGkXOBbd4R4z8ea5cjdA27fgDuw4CZFb0lvQvlM4C5XMklJTSmX7OebqHeTOxfsxAbCEuCVy71773NBbj/C2kVo4EjLsanlNnbKxhxUzQF5Qa+LZBOgENp3al7DraMdaVeD/MNvm4KUBNfcXoW5rBTPEwQJpXqpK0wbhFUPzY1RgEiCOBM4e8MBvPElkzjvlAxBADy2neGpPRS7xz185ZZ+HDrcRCfmOHM0wjHLx1qZ8N4SVJbGPzTAO53DcvSYFXef/xI6vXrkE1UvOIyPXQ1ce/cotu6t6N3oioCBgGfA5TdLzLQm8P5f7wDSR5LSXBtHrlrYCO5ybgNuloBwgW/fGeKd/9SHR3f0gtvPwe3NA+7S0AJxG6jK4GY9tKPsi0h6kk5XVXHVFVKK2oVi1MsPnvlQJrGyoM65q8PTlSKQUIAkZtbSaMVUoTAdOTrInW+ajzZj1YAXoM4TAlzzn/mej4qB45al+Lvfn4RSwHV3VY0MaS9pFEpxJFIX3rgq9m0S25NvemKW9Cd48y8JnH9iTbf6QmLjmMTGMd1BeMEpE/j2PR1ce2cD3763icsueun02PKldx+ePCBxlOOoAF90zAIQwg/NTMaXHBYn3PiFL93pbdtXR8AoxppAIvQlxjNmQB4jCEQ/Hni8H6NDQOBlCPwMxMtMdqxQtn1wJcEUhAt8774Af/iRfjy+M5g/cpsqZUTt2JkBt+XcRL9oRwN3obWWI7Ud4CDzgNsFtH0Pe+8vcsxnie4jUBmXnpRszxywK6UKzz/TyjyHG1mw5j0hRwF56fMC2Nz8iTkCizmSLsHapQkue8ck3va/gRvvrTozDYb2UA+JIvCVgmeyako0bkIP6K9KjAyGkPEibH06BWcCgZ+BMQmlCNKUIaTApS9OcPySDmTlzLQTZ5cwr3moVqse9SU+KsAp9fDE1h3oG1y1u29AbGtGO9ecsryDKKCYmJHYPymQCYLAU6gGQKNCMNwMcHCSI/RT9NUBxiQ8ZtSU3MWqvCfe4ykIz3D93SHecVk/tuwMi85AUo7cLrjncO4SRXmGyO1GapMMMkca7JULy7p4z3CD82b2fFr6/Gj4VgXbMMqbBrHVIUpghu4spHm9waErsjghShv7ngvIbVkfmnM/4xErrFqc4qP/axJ/cBnw3bsdkJszLCUcKdG9QfY/exQIuUKzSjBU5zgw7oGSDH31DNUwReALZIJi36EAh6c8+J7AgqEQ60/cuG1owYrdhw7uwvDI0qM+NIpnOChluOWW23ZIkb354gvX4qwTMpx3qsKKpRKJ0OCqhUCjStHX4GhUdKncDqEqY+tPXXDnzq8pgiAB9TLccG+gwf10CBXYjkAPYP7cyJ33dZebqLjzOT1i5La2csgnkebIg/brvPmKlMHdq1yQAuRzAf0M0dyZCSjtFZ2nAUs5qxntmkZ34Ffmw77FALIwFmhCuPcVX4t8KLmQd4WgyMzHfOGs2QEkhN6uLARHZtaIC+Eji30cu0jiH98xiZec2gLNUiBJAZkAKoOUEokiyMxQtALypJ4xAiEUplvA+DTHxIyH2bYPISg4S7Bld4wb709x470xWliLNBFvfnTznTsYZXimgz/TD6wcW4w0aYN70d7xvdktN95019kRP4QlSxXa9zQRcoZKQFCvMNQrHJWIIvBlbmpPHN7tbhr2WIoojPH0pMTtD0V4/6f6sGVXBOX3FHEIyzcOR8QZOXNK8L1at3XhKkVuWgZuHq17aMncKqZrDVHWwS0wiZsxusLKs2Aqc5K7nj/l7opU0CCnpgnFTvVYqU+ZfEJ7pJkNxJZyqOJDLyyEE72JE/PIkR+lM32kXwGpCFRCsHpJin96xyT+/NMSdz5Qxc4JG7YpEukhodpewl20JaVCkkq0OgK+x8EZg0cV6lWKKOpg64EY+6dTLFlYAamuuGX1+hftnZntolGPnvH1feZTAMBf/dXf4NJLLhjPUJ3Ze5Beumffdjy6i2Lv/hCDNYq+OkWzylGvMTSqQC2SqEUClTBD6Geai3spfHPzvBiVSoyt+xQ+8OkGPvJffdh5MILy7fS71blZrpbYyD1X555LS+YDNyOkZFuRR3KXj1NH26akpHHbKF6aKnfAbiN9flI4GnivtDhfG0C5p6XQoy1VcCvDzinkFImMvlziJvY+UvqtOReVPKksVJ8y7ZorrJfoT/5YtBvVcL/Eead0sXBhhse2coxP6ORIgUERml95PWbneAujVkbM7k9G4HMgCjK04gRTswyvvvBMrF21/I927nrq1pVjY88Gus8cwe3hV9ZC0IG7zzi5e8WV1+999QOP7MZwjaG/pqN3rcpRr2hwV0JpKp3C3DKz10cXcKqVGNv2S/zFpxq4/Lt1dFVgOLePYl+Obs/VFcojcG56BM5N5gd3b3KZF2+cSqbLwV3w2WIJegBZzjx7cPAcDwtit71awgwU2z9sojBRxRVGWbN5WwAiKm9NtTuR5vyfOYcl6W6Vs5ATj/RYzRS0bqpSBErpDRLDjQRvfHkbga/wF58Etu7V/DIhBK2MwacEfqaFCS/RJj7WKY0xDs70Wm7G6jhhGUG1thKNweOu2Lhh7d3J7PSzfk2fNcBXrRyCyh7bAXbcH/TVH2UXnjJz0e59bSjCUK9yNGsEzZpAvSJQq6SIwgxhkBaR20/hewmqURfb90u8/1+buPx7DXSpD3h+0ThlorbtCrQRu7B6cM153FUjju7N5gF3nmA6voLUico9lhi9tCR/z3tA3CNxF8XpH6bY44AxHxMwJXvLVdyTgPQC3eQ6OkGFoSj6ERVDaUe7bNMjgNoBvqVQJoQrQ0+YIlCMQioGqSiUIPD9FJec2wXEYbz/Uwrb9uvn0qYReEbACQUjxWJh3WyQgQBgzEPgM8y0PUy2RjA2NnzlyuNO+oO7H9mz8/T1y59/gAMA4Wux56k7dl5wzimbq/7+i3buG0claKK/QTDYzNCsZahFGSphiihMUQkShEGCwE8Q+l3Uqh3sPCTw5//axNduaCKmAcADpyNQb/zS/SQa1J4BtUcs/UDuSFWa0LHc+kjgdjk4098rRXBHOSGU9FCFHqzm9/UgONexi+TwmTBe4upH+mFVUJD8LlV0A+ZXFAoTxc3QhBPF7RTNvNMW7uMhDh8n1GkZMCAXMPxe5kBXVEduqbT0K6nZNqE4Aj/BJS9NADKO930C2HGQQIBgBqEZWNZXDr2yXCGTElJlIJSgXuGgrI2YLcPo0tM3b3v4gZ2/eP5peC7HcwI4AAwNj8CrLP5wSzy+otmMXz9Q6WDJSIrBvhhRoHXvwBcIvBRhECPwEoRBBx7v4M5HgE98ox9f/V4fEh4acHMTsUnJiJ4TW6wpBhXsfb2bkO1mtjngdn6mcIQl5QSTupJgTxI5H+CeS8lPabpAjgbzeWRr94pRancqfVGcSfbHqVRmI4l5rkqZjQpacmTqmS8pxDSME0JN16GJ5gR5f7kb4e2aQ2kWWAmqo7JgDEwKSMng+wyXnBsDYhwfv0Lg/icV4hSYQgChCDJJkUiFbqrQ6gIzXYluksBjCutXj+CU1WNfGV668cNx6+nnCtdnl2S6x1994CNYufZFMQtGvxVi37ljoxNLRwYnUK9NY7DZ0YllECP0Y4RBjCjqAryDf/uOh9/9u0Hcu6UPKauC+CEY8xAyigojqFBlekoMyGlRmSyitlOhZM4JYL4udnKSkvVDL7itNKVnSQkoczdSkJyu5FYP6ImyvRG3lBy6yWR5+Lc3yZxPY8/v6wF/fsKg3DpbGm2ziZ6lD8p1KrGdne6JW3xuH4dynoOB+pyhjlw/ytshobm3uWnZkRVrxgUDAcX6sRSvO6+F8RmJx55giAVBQihiSRELgm5GMZUACZGIM4k0oRgeGLj1l1954i+3Dm+eXb/hlOcM8B82H8ITW34ApeR3N9//6Zd+8dvTIJThr990GIuGAEIyUKLt1BKV4AtXh3jfZwYw2akDXgTGfYSMIKJFFZL2BEx3yIA6i1ldabD0uQPmI4LboSbMVUxsF6CTWPb2jihDfqV7qe95JXvL+vkVwVCvQqEp96D3ThH19q7YxwALahSPQfW8XsQ5UShxr3SF44G10ittkGbuNunCK3LO7GxujKqHV1z/cZWfQsZF1i7pZVpk8L0EUdjBbDfFn3+mji9c3YeWjPSVnHAAHIuHO/jgb85ACYHvP7IEb37jG2+ghLzs5BNP/KFw+pwpij2q/Sshpbxr5/QFZ/X5349WLOqCk1l0k0nsn8wwOpBiz4zCld+P8MHPD2KyXQcJIwSMo8aBiEn4jupheatdc+G2cLq+JYUS0jO44ERF1yzTJpPW+rlsokkLipJTlXJS6e6u1F18RbKnCng5/c2akuhGKeMZcjQybhUaF9g9J7vbkOVufVCyfJ4RookDoboVhRJLTfRrOt8qbjvCRlAsl7Le3vkVx3gEWqtmkrc5Gmkx385MSisjbQ2EM6YLQpJCKIpa2MH73zSDgAtcdWsNEx0PCweBp8drIFkFmx8bxvoxH+9+0xmd5WuX3lXkBc/9+KEjOAB02m2aJp2/vv3mz//P3bvvD0dH2vjmXcB9Wyh+8fRx/OAxD9fc3USs6qB+hIrH0eAKVS7hmzUodl+99YTOVPnSay/fOQfv2bzAHXrirkzJPcwp0UklNWvFWUFFeqN4byGn5EOS24ZJU0VUJU7sKi69FIc6J1pJxSE9J6jTKuBCV7nVS+naFfdIiy7A3ZOdwURrUwTLI3ZhzMR7orjr/GuNUfM+frMIzE5x5c1gkuoKqaJ5ywGhxbZs3ZsUIwy6iMIOgA6+c6+H+x73ceEpCndvqeIbtw1iYVVi3aqTu2//3d+8rFqN/rQSBfLZYrL3+KEjOABElYoc3/Hl9y9b3Eh37ht9z9du2e1fe+cgNqxIsaBvFuMzDHESgVQjVDyGAV+i5imEud2EfTN1OTmVCiQDUkWcxUbzX8bnmPS4TrfUqicOuPMIbm7MBflc51wLW6kAaZqYpbNH3kZSqwla2wTbUGIVjLzK6MSSEgXuudkrFXqvIqZTUCrrtw1IYR+DdZfqOWmccTdGCcB0NHe0vvzzQuu3k/bGZJ9Yf0Pk+4Gkac9VjqRp1/6lGUOa6dK+fjzaps/nAplgpkyveXyznmGgBuw/XMOhiTouOh0gpItOujzxwsG//fR/3vQ3733bxT80uH9kgAPA0wf8ZMWiFR+qN2TSbcu/vPTFil50dozVywWuvN0HvBAhZ+j3FBq+QsVXiDy9hlC71uoXKM0UuokeW1KiiOAURWEuz997lrKW6cpc9YTTIpnklJbAzVjvjp2Cg1twZIRAZdBvqiKQSkJIlVMEYoABaiyFc4WjiG69h6uYFLmGbSku7neTSmGubEICWaZN5KVUDiUwVyRZPCfF3B4XV3axwNbh3/4/YaqyxQIprahIKsz6FJNcmhUihNi/qvXwOGXoxBxZRiFhhACuB9QDwXL6yahEkiaYnJH4+q392PxkPy46XWHVmJJdsuIvp5Kxf/Dp4QQ/4vEjURR7XP2t74DQaL1Kdj6w7+kb2K7xFp7Yr3DNHXWMt6sYqhIMRxLNUKEaKES+XhjrmdUoCkCSKkzOAuMtgtlYz+YRQ01s9dKWdj3rO26TS0YKZYU6O4RoedUKY3bzm11xSJzks9DRcz5sonSWAXGq0OlKdBOBNJXIZEFRNEB7kkhaVmZYiRr1SJq5Nl9eXUicQJsJgjgl6MRAJ1ZIEolMyBy8eWLL4NAi4qhFcPzbi20b1tOGG9NUS1E8JsG4dExTjXsCsx/18i9NVXSDV6sTYGImwuSMhzjREVz/D20xEgUZqlGKeqWLerWD/noLs90EV90ZYuvuCrbvauK1L3+JOHnD4o3TM92HT3/RBT8yNn/kCA4Ax69bipGhY57YvtN/64Gpzieu+OaddP+Eh7WLCfa1YsSzAaq+Qj1SqAYEUaBtb7X3uAadkgqtJMWefRKJ4tqZiikE6Ing7uW8pGGbQg7rUVJyENMc1NwBt/vmF2ahyG2SlQQyrv97NwbSTCJO9XQ3UNAKW1ixhJg49MCCNOelPdIcoUXktgam1lOGmhzVBoJOTJCkEp04QyZUDm5CTB+HJKbaqyuLef94j1mPfbRZrntD7/Qxj0uY5FIHbJIvn80n40w9gjPrACxRDWPsP8yx+0AEKfV74XHA9yiiQCLNdJTnVCIMEmzdQzE5M4gLTkyxcbnAuDhV9g2teGulse6JWO15PqD53HXw+Y7LPvIx/MJrfkvMjG78wQrvjkmk7V9QXYl3vb4LP2xj284QgxWgr0pQr1DUKhzViKEacdSrHH01ioVDFOtWtLFwwQHcv51iNvFAKcnXa9tozUvtsXbLW6Fr26jNe8BsT6T8a1qsXOEM8Axt0m+Igu+ZLc6+QugrUEowOSMwMSXQTRSEKJLhQiG2ujEpgZeQ+VeYuF4sRYS1EdXsODJW1L6n72t1FA4czjDbFkhSs+/GeGZrxcdqOxaMbt8jypmAlTWBvCuR5o/Z3qxno7X9QLGRgwv4XopqGENiFv9xA8UdD1UxOcWRZECaUSSZWTsiiMkj9Pa9wE/wf24D/uPbwxjtC7B7ahi7J0f+8NKLL/pkyLZli5eue14A/rxEcADYdPoazE7vEJWTL9k6m26eWdR/U90PnsTUFMVABAzUCPrqDNWIIgr1AqvIJwgDhVqkMNBIsXJJgovPaUGkMT72jSXo8ACRVABz+Xe5b9uVCN09lq5EaL/mzke74tCzHud2c5fxWvS49V6U8DyJWhRjxwFgx0EPFU/B80hOk5TzKppOVsNXC/28lw2WNGuXmjhA149Fat91TyAKMuwel3joKY56SEweA7PZTkEwAq4ArgAlJRQnBdiNN659ISnRWxSE1a6lk1xKe/Wwm5Rl3ktuDesJAEa0YWpfrYNPXgX8438NYaga4NiFKfrrFJVQIPQZgoCiExPEiQY8APheBQP1FNPdLu56fBSvvfj8mbFVJ2zd8fResXzJcc8XLJ8/gAMA4zVMTqgrTzzhjP+xZCT9x498YXzggUdSLBuiGOrjqFcYopAiCgiiQNu/RYE2E+prxPA9AUoo6kEGZAmE9CEdTdylJqwUBe3AQu+SVeqAveDdObjNglqPFZHSM6D2PYnAkwiDDLVKjGWjB3HF3RF2jA9jtE5QDRUCjxhwF97YkkIbSZrH2bsxbb5Coo2YjNi1LpoD+1zpx+FnqEYZhpozEDTBg3uGsHLIQzOUCD092SfM1Ufr48qA2wLc9IQTgAgyh+oRAghhFSSld1kSbflGhAY6ldTxSCwSVEYlKE8xEwfoKB9dQTDVEiDQPd5hIBEmFF1f79PpJARx4iETNZywPEbwKg+1wXPGj99w8jump1pXNhqV5xOSzy/Ao8ogAGB6euJLC5Zu4idtJB9W8W3DFa+FepWBma3JUaCfeGBAFIVmRMlLQak0jURF7Mm18JKPIOlRUUgpertFHdbDud3I7VtwGyPRwFPwPe3cFfoZKlGC/noblHYw1eGYiAlqvubJ+TImovtAdDHEmYbPO+4cRLtT5c5zcz35rHOvxyV8TyAKBKpRjGqli/5qFxIJDswGgNIuVUIWO3vK5vlA4WqF3CIif8xwQE1IDmaZA14D3U4P5VE8L+iYnIPajW0SnRSYjXUekEkgTgU6XML3BUKfYrbNcHgSODDBEIsxvPy8Mw6OLHnxu6VMv7R46ejzCu7nHeD2aDT60e3MfO7SV22iA+HUBw/vu3l4oJFg/+EGfA7Uq7ohixkrt8DXgxGel8LnGXyPAcSuxFZ5K6xddJUnkbQMdHdQoaRe5AlmUdLnHPmacc2/peHeBtyBQBSkqIQJ+uodPPSUxD0Pc3QzoCsI4oyYYpNO6ISjPefNpXkxyMZsW5ExcCe9XLe8QEDTFAHPKwolZ6zvYuOKFu59ooaQF97cxLYyluzSHAmTGH3RNE7Z6qRdcEWJ3qwgZHG1pFJTFioBKggySsDMyFuxk5MCkiBNFWQm0CEEnVS/tkIqtGMCRnQuUwu1Jr57UmCoTrBu/SkH+0bPe283kZ8b7O/7cUDxxwNwAAijOm6/9ZrPNJsVsW3P8P8+8NT2gchXWLowxtIFUwj8FLPtEJOzga6QcQGfZ4izDLvHQ4B5+Q75crWy3GfigpwdAeQ2mnO76tBybkNJcmriGb3W09E79DOEQYIo6mJ8VmJ8ggNSzxVmpthivfL0m60LMm4hiBlcqx4eXigpqtxsZS2m7bYLbpcFCFCqsKBfYEG9iyQWmE45fGZ3VxoQE2fTAoqSOTI9jkaJghRFIUfTEUDQgodbZcpGcUtZKKXIqAIXysxs6vnMNPWxaCBD5MeYzSpIBM0lzPEWMN3VdG75ELBqEcWqpSmOO3Z4PAzDd93w3es//7rXXvTcAfZCAxwAztr0i3j33//XFyGOTVi78slj69vrhE3g327Suu5ghWHVQg9DfXodBecpHtoOXH13HTzkiJgx08wXyhrVxAF6qb/ElQx7S+OsSN5sp6KX3zTn9riA78l8CinwUwReAs4SDVDKcqcpYXz07A556XBtaQx6AEsXFNA7NgaHpgDlBVR5C7AZ1CbaEUwpnRgCGaBitAVHOyWOLbQq6Ia1JKYOiIXK9XUibXsrwKQGMzWFHb1m0DxAoR9fRmyXJUVK9c74lDOkKUe74+PCU7v43HdauOvJBjKlnX4HG8DJx8VoNGeRCoI7Hqxgph3g1146NrN+bfPtvn/wP5esffOPE4I/XoADwLEDkNOd5leWrciyRjj7xetunwru39aPXYcV1i70UDuNoVHThYRMxfjidyo4cLiOeoOiyrXfis8VfFZIgrogUWjdZQnO3XRGSnSmkBbLW5i58Ti34PbyMTtNUSZnBW64s4K94x5YWEzGqB5gK0kgmdND8mzqaCU+rnpUoqJTjxAtuw33Ay89o4ObNncxEYdoMQY/Mx2ZGSncCwztsCqTNraXmm5ICmmvOnaXJjWT+UTl0d22IJgmgDwp1hs7GHgqkXAP7TjAgn4Pv/WL03jsYwNIRQU+Bxb0c5y9QWHlEoo9BwOEJEMsl3UztvC/B2H/5XsOdH6kMvxPBcDf/KZLMTFxUERRdNuePftmntpzOQb6HgtufchHLQgBUFCq4PEY191NcOU9/fCiEHVPoeIpBGY1uO8Ro1MXejdlhZpS7uWYp7HJbRl1F9UaGY6b5VceF/C5MO2dGXwvxfiExPa9HkTG4THk2sR89sb59HpPO+vRD1U0SsGWwAturn9E2zp4nGHlaIr+ShcT7QwdwRBlgM+IqRHYQo+5ipnInJnyO5UqvwkTxSUtdylS0/hmn2Qx7qYvS/pE5AWNYj6mW1VccPIMrjtjHNffH2oPQgW02iG27w1xw70SG1at7fYNjLzx+ocqVzyxd0K8+22/8eOG3zP7ojwfR1gdgh9U944tX3n87u7Ir39/+8p2q8WxdISgUdU66lS7jfd9YQgznX4MRUDD9KyEnkLoEQQcCAzIfa6LNNzh2cVMpenmc3pLShHc2duZg9wqFlyYlSzFkDRnCW7+AccND1aAgIGCWEV5bktr4c5Q3HsEhJcqmj1/q1d7AQpVptNlOOd4gRef2AZkjFgodKROehNBkApdncyENpAXQiGTum/F9q6Ub0WXou3oLLoWdZEmTQkSc4sTqldop+Zj4qETB5iarSDyaviz35hGf30Gh1sE022Jp/YRBJzh99/Q337pWeFvfPLy3/r6RafiJwJu4CcQwQEg8gkAiF95zxf2ffqXWl/9YHcpb6zwPzFS3dsc7otB6DQ+f10V3XgAx1QpKqbjMPB0chL4QOgR+JyAc62GWD/VshJRriK6l/tiE3NRki8tqM17L3Tp2TbpJ0Jg58EA3dQHCSk4mTucUYDyRznmmaCA7bHWYp9UBEIwVEOCpcMxfC9GIiJ0hI8KU/AFkNpWYRPFMxPFBYWJ2loVYbbqmWvbTlsBTO+7tCKjVVH0ySKtDg4r3XpQiiDLfIReiN+8YAaf/3aAA5Megj0pVo6tnPKiwd/77+89/qu3/sffg/S98ycBOwDPU6n+2R6bb70CfSf/Ct73u+HmxSONPQsXDp+jxKHKv1zVwnfvHsbqYY6FTYFOol0kKgFQCQiikCDyCYKAwvcYPG46Akvqmwa31rtpLg16ZguzTlDLqkkhD2ruHXgCvjH2D7wU1UoXT+4T+PAXm9g3XgcNAkSMomJyA89KjW5rQKmSWkiVJemy1KdtPye5PFiarmEy3wxt94eGYYrBvgTfvyfE/skAinvwCMkVp/IQSNFdWQxY2yseMd83dI+UKZ9u8gKyTG/Xy3JpUOvgtujGTd6xc38F41M1nLJKoK85hT3ji3DKSSceFnzhO66/r/Hv7/xvu7Bo9Vt/kpD7yURw93jX238D73o70Jqd/iKlHt/1VN+Hdh28eXjj0hSbTgAStPGvV1UReTpqRwFBJaAIfKabs7jWx6UCkkQikcLYCZvGJFXIY5ayFPbJBRfnPSAqbZvgGTjPAKTYvpviwFQAcA+M0lz7zqU9lNWQQhYxXzyr0F7skNR95MRJXs3XUg8USEGRZh6GGxmWL+pi854EQgToMI5QmGRcAIIVEqa2ajPPXerhDSWVKQwVERzO60WoVlbSjGgHNtOCyzkQZIAQmt1yplAJ9Tjat+6ikEkdZx7XjzPWNXDMinMPvub8s9+TpNkXBwaa+Mf3/aTR9gIA3B7VWgOTM7OfXbDkZeQtv1L94MSe64dBnsb3HwUmuxSjNYlKQFCrMFRClgPc43p3i1DAxDQw084ghNK95cR5o5wqZ76fMwc1nGhpI6M0UVJvevO9FIkUuO0HFezeFwANBk4IfCLzEyanQbDgULDm8rkUeITnX1Qaizt6t6zZSFnyDZQM3Zhj0ULgRSd2ceO9MaZFhFhwxJQgFLp2kBnfSDscwaTK5UBhCjpMGonTPIR8csrT8mkmCGY7wNSshFQwZjwEiUd0Z6DpXKxXKapRilVLurjlvgT3bF2E0170koObjj/rvUqpz9bqzRcKZi8cwAGgr15DGnc/8wsvOyPbsT277HNfvaV/cuoQuIoRBT6aNY5mnSMKKDyTYAa+QhQo9NVS7J/oYPteBiko6pHm1cr2XJTK345/CoMZpDXDtdR27+nVhTzvdc6w/QBw26MR4PkglBVFp56ebVICuenMw3xGnPMf7kCC6vXtc0rkUhYT62ns4ax1CUZHupjel0AoH7GkSKXKi1CZBLgbxaX2Rykll0pHc5grH2O6i7JZyZCqDPc9CRw8RNBXJQgDG2Qo4oQgTikUdEcokGCkUcHFLzkGtYUvnRhdesY72y32hUYzfHYvwo/peEEBDgBeECJNO18aGj1jfN2xkys3Hjf5t/c/frs30hdi8UIPjYrdR6O16yiQaFQFVi+dQlSbwsFbhsBSH6GnEMgiJLqNV3lyyaw/uSpF8NJSLLPljfMU+8cpbn9UL75ihMInyinPl6eISt6EcCryzwDyOQ6yBtTKOsEKAslI7vKaGYfXOOY4fW2MBYMJHt+TQMkMXeUjlgSBAbkGtcoVEiGVieDWgVaa3pLi8TCq85K+egZBJvHkAYp9e2tYPUpRFwqhr5caKPMaz7YYGGVYukAiGjgrbVYG3/Xic07dyn3/ap/7LzS8fjIy4TMdnhdJjp1X/vobXvzxYxavf9tb3/AysWasIlcsirF0tIUwEKhVdOT2mI7eEh3c8CCw7QCDUFrTtZ4eFtyFnUSRvNnPi7XiqrzOkAlwnqKVZbj8xghS+ADj4JTkNnK9tnHUUJZcppzDzefn4q6GLvObKb7YaqmZRBfCDPQagGeCg1GGS87roMETIEuRCYVEmm1lPcPJ7seCm+t5U2GoisU5YwBlAssXdnHOSbMQTGKqpTeddROJVkciTiR2HkyxdXcH+8Y9mYavEiesX/+2rP+Cjz/w+NNX+tz/sRdxns3xUwFwAGj0b8QDD7WTwf6lXzr9hGOPGz5m9Z/Nyia+e18HEzMZRocmcGAiQyeh8DwBpVLs3MuRdJkuvtj+cNJT8TRVy1LUJXZqxoxc5RvfhJkAz/DA4wxX3V4FmAdKGHwC+MyxjMv9DkmPalEGOYA54C7zb+L4f1sNWkfszHp4i8K/OzM8XPeBcLzyrBgb13RARQqlBLqSIMmjd7Gir6AlhSaeORp5JhyfcTMiVwkIVixMQKhAkhFEPsXwAMHeqRR9DYUXbZzFKSfWsfH45X9Gg3XHDQ+NfWnjokPJWSetf6HhlB8/NQAHgBNPWIP1a5d1nth5YMtLNp3+ofHuyr8cGdkglowm+N4PUjy+I0Orozl0J83QijnqAUHg2QpnMbnj9nd7XDctMdvfQcsRXJvT2DXiGRTLcNfDAfbuDQDOwShFWNri5iyYZSgNNbv2E722bL1HmZqQosdFFlMwWX6zBvSFEX2ccIwuVDh9QxdcplAiQyoVEkmQ5X/PKeLYgWWhkGb2pmc7M6GQZdCFopQgThhm2xGqPkHgZxAAKhHD6qUMZ22MsXea4sR168VrL1j+l2Ht5A+pZPuW/sGlnWMWr36hYVQ6fqI6+LM9vnH5f2J45UvVn77jDTdec9UXg6cP0tP37m3zZnUGnHlYNtrBLY8k+PpN/Vg+SDFQA2oVZiaFmBmoACqhHqoIPJWPgtlyvcf0pI7vaN++lyL0Y8x2Unzkq3Vs2VuD4hF8zlDzlG7+siNtbkWVl23gSt7iecsALbUPuFG/6M1GTt4JUXl1Np8VtZq4GfjlTCJgAkJmuPquEN1UO/RySvX+Iqrtie24n+0wVM6NwDajmfqB05wGEKxf3sGOwxJP742wbIQhVQpLFg7gvE1nxKuPf+3fHfv7Z7+v/zfPVatO+LUXGjbzHi94knmk433vuARKTWDbdv4nLz7rQrp48cqzvnz5N+jqEZy1f3IPv+bOEIsaHhY2gUbVSImeHmT2POhpHF+iEgp4zPqaoDQhlFc4TQRnZl/Q7t0Utz8UQTIOQhl8Qox9s+5stLd8cIIV0/v5Yiv7RJT7yREyTuuxIot+bi03yrwQwxgFZ7oXJRMslwzTlOFFJ3SwdCTG5LYUkmeIpY9EEYRmCML+WzsznGb6lgltj6WHgyUSRtBh2oCeEA6CCFE4iF869RAe2zIL6i3Ljlslbz/h5FfL5cvX3B6G+JOnPjuLsUXz74n/aTh+agEOAIT020/f+/B9V+G3X3d2PUkO/+t9j8hLAzpDj1+aoa/uoxIysxXADA1zmFnPDM16imqYYbbtYWLG1xPqVJlKnHVrsqX5BCRI8c3bq+hkHKAMlNB8XYrdnJzPQZrmL48XRkMlBSU32OmxWEOZo9toqgeHnSIPdHuq7aERnEEIkWviUlJIyRBxiled1cbmxysQno+EcnQFQVUWk/zavkH/n5kOMNMlqAUKqqqvboEnkQoKlmpJsdWlmGl5GJ+u4thlHK98ybAMK+u/Jr3+37nrvr0z69ad+kLD41kdP9UAd4/1J78Sjz25ZaZ/ePXbl3SWP/nql963YaAy+eont+5CIgJI6SMKqNZ1oSN4Xz3FyMA0ulkHW54YQNyN9OY3qhAp67ok4PEUgR+jEsW4bTPDl6+toptxwKfOuJwz+U51wunnVww9yAxCdJUwrxBah9dyPzjQO3QMPX6W94MQZAxmX6T196Oah0vXxdXYMHCKX72wjRvva+GWzR4E4eiwAInQuzUJ0SdiJaBo1ikGBzq4Y4vA1FQIBSD0C9vMbiwRBgTduIv9hwUWLVmBmNSveMOrN2wOaws/IrLuzODw8zcU/OM+fmYADgBrj10NAIeUevB9Lz37Zcue2roHYW3hq6/53mYMVLpYu7yL+x4L4bEQYSAx1DeLx3bP4is3RmhPc6xZBHBGUQk02BjTnYOVsItGrY3bHib444828eSuoLSWOufBJrH0uAZ14BGEAYXvafoglUKcSKRpYd9ASFlnBlAqRHEjWep9kECS6EEKznSyCUgwRuFlCmlWbEdz5zyFIFi1WOBv3jaO93wUuO0hipgwtDhHQ+izhzOCasSwaMTDurEONp1yGF/+Xg07djbRVwUCn6ISZbj70TZOGOM4fg0Dq5yMvpHjrqgPLXnHY/s6O847bcULDYHnfPxMAdwehJyA6ampHaOLlrzz4FTjS6965ao/COXWc+555C48vquDU1YHGKgnODjdwmVfr2Lbzj5sXEyQpQJxoiMfowoez9CsdjDd6eCfr4jwXzc2sOWpAIIoIJYAyaC41JHUlrGZTi4DTzd/VUKOMKAIfIIsU+jGCp1E9+B55ioxr3UbscY52vOEQCHNKKZbWtHwPa17E1BzUkmEeQS3vTZKJ8ehgEwZTlsFfPwPp/BfNyb4/Lclxmf70RdouZBS5GZLHgtxzvoIC/on8Rdf8DA+W8VKAixb2ALhEkPDZ+Kc81bcLBF9pN63/kElkx1Dw4tf6Lf9hzp+JgEOAI1mEwCeVEo9CWDzrq1i9LBa+S/V6pPH+sljTJEObnuU4fChBlYMEES+0hQAGhgeF2hUY7TjNi77WgWfunoB2lkE4issrE/glzeN45t3NPD04QDS92GsB42nCtFuTT5DJaRoVAnqVYmhvg4e2tbFjod9hJyiFum5zyMdlGgps1aRCP0ET+7N8PBTHIN1inqFQykOSojeIO0VuriCzh8qYYI9hzNcdUeI17xYoFGpYMVCgj+6NMZA/QD+/iscU+0GBiKtr9v/2Y0Znt7fh9EmxWlrYtz1oI+Zto9lK84Qv3TRkidvvc/73SUrzt4rJbYw9qM3Ar+Qx88swO1hXFW3PLB1csvqY+XLVy6sLVo4ePLXnt5+daPb3V09azVFO1Y4NAUMpiah8iXq1RjdtIWPfiPCZ69diNCvYGFDh8b/8RqBXzsf2HTCJP7oUwEmZgf0xI3h4B4HAo8iDBhqFYK+usBwX4rjVx3EnpkMB2dH0B/ovpkQhbOVpStWlyYG4PVKhkZtFvunOrh/Wx9OWOZByhSEAJxz+D5BmOlVH7YX2/cE9hxO8O5PD+K2+wewdWcbb7mIAwSoVxL8xgVTADmAy77uY7obIE51Qcf3BCphgp37CGbafVi+kIMHS1qXvuL86WZNXDI0Orr7da+iO8izbaT5KT9+5gFuj40r+yCl2kFI/y5gev3kzAVnXnIx/dT+vY9nDzz8xMBVtx+qZwoYaCSoV2KAxPjXqzk+++0RDFZDLKwLhAzoqxF4chH2HarjxRv24uKzZvDpq/oBFJq0xwh8nyIMCCqRRL0qMDLQwUyni+8/GuLwLEXDs2mbjviep38/y3RFkVGSg5xRif5aitPWt3HTw3Xsn/QQ5sPPFKHPkDrbiqGASpjhy98LccsDQ1jYiCDiBrbsAPobCSZnBIb6PPy3C8fRSg/h3741islZhWqYweMEYTiL6cNjM8NL1o1vOG4Vl5K8uW9o7I5jRupTAOTPC7iBnyOAA1qmAyCf2Lp3IoiWfScIplffec1/xK99/T/+0Qy989erYke6euzpta0OD7ftFbjloSYWNXwM1yWWL6BoxymIYpic8XBgvIJqVNET7XAMLk2SqQ0lgUqggdNf7+JQK8PWHR5ESsyEuwZ2FFA0a9qkZ+/BDEIQABxhQPLSuO8RHLc0Q62SYHw8wnBdIQokokAgSSnSlOT2yVLpeSahGAKfY0ETaFQ5UpHi4JREu1NFmgHdhOFFa2Zwyz0thN4gZhTrUr/x2NiqDd6aU8/50mt/60N//7XPnBocs6DZTZKOJKTxQr+Fz/vxcwVwe6xaOQroNuf2E9t3IPD53zLG/valZx7D+vtWflyN89V7dzyyaWyoxZYd18bjuwSOGSQ4dmwSN91bR5xGZlMBAErhcb2MNRM6snFOEfoEUViA0PdSTLQkuoIj8IhjoElRjQgWjyRIZBv3bqEQqQfOCaoR111/gqCb6BXWzVqCAweBbgrEiUQnlujGWqOG0v01hBDEiQ8pU2P3prX/btrFd++bxbJBH5UKxd2PDeCEVcO4+PwhsXB43a2C8i1Z0norpS0RBhGu/vc/VUMjK9ov9Pv14zx+LgHuHqvGlgGmzvIXQJZ0D/7OquP8/mNXnfKBWnizP9t+UqReePLqxeyUJJ1Ct5vC5wnqlS4OTWV4eHsNi/sJFvQLJJlCKnRPdK0C1Cu6WsqYgpAC190T4un9IVYN6XE2Rgl8TlEJFIb7ErTENA62K5BtjuGmQJIyZBlBmjFMt3wsG2W48NQutu4Uxg8caHW05VmSUnAuIVSM/eMMBE2sX3oA9XqK8VkPUzMxRJaiv+GhObgYlXp874HHk/sOtNewi19xXlKp9/9xliYTCwf7f7QX9Gfs+LkHeO/hh8MAMAHg9wDg2utvwssX4pyF/cmF1903dsmmTemaE1e0EbA7cf/WJh7bynHmsQIv2tjFfdsVDh6sohJSLFmQYmSgjYkpH7NtD5kkSDMPdZ9iqK6pjDQRNwoUAl+gGwtIKRGnuu00k7p1NxPA4ckQw/1VeLQLjyrUIgpJCHYckojTDANNhjDI8MTTbdy1uYZNGyKcfQrDWes9PLkjxNjqdTjpZB/nvyx7/MHtS782tii4dukKdfPxG89+oV/yF/T4fw7gvceF558LADfv2DNx86WLcAsn2cq6v1f+4O77ZVBdO/a/fmv0PaE6iI2rJB58eivanS6GmwrN2gT2TQhce1c/XrwuwtJRCu4BQ3WKU1ZTPHVYYKalEAZ6PP3wFIfkHjhjqDUBAoE4FqhFAlOtDnbtq2Owr4JONwMjAkNNH6ef0MI1dwvsGOeo7ZE4de0sRgYD9A2uh/CALDwDZ5908EOpGN9+xpln0ZXHDtFqhWxdNIbvUH/4hX5pfyqO/+cBbo9lx/QDwHfs1/v3H8DxXtC3/8C+2/fsehR9gyQ98/Tl//P8Tf4FJx4LCNXC3dffhyd3t/Ci40KAVBGFBENNH6uWdLBjpoOpAyFqocRsp4Mde0OsXqG3AG9YJnBgJsOhSQKfx9jdmsKDWwOcvj6E5xM0ahGajQpOWzcNHjRRGToXPgmwek2GvsbsdYe70WX9DeVFzQ14/WuOufnVr4gn+/oHXuiX8Kfy+P8AP8KxYMEIAEwC+CYAPPLELpx7Jh4LPbJguCnloakUEjsRBh1wzkFogEx00l951ZnvX7Pk8CsP0dl08YIIa9YAqWzB31fHgtEuNp3KcNxijq2HBVTCMbo4RVZp4QQ57FUGa1epXde/P/ADz+MeCGFYPFTHSWcdj3YSYEG/ovWa2P/bv4bt1F/+Qr9EPxPHz4/g+VNw3HPPXQDIgirf0bzniVk1MRHi1NWAQBu791exZDTFw09RjI0wbB+XoBnDqWsy7JlsY9vTQ+SM44+ZkkrtP+OMM17op/Jzc/xfAiUyK41GyDIAAAAldEVYdGRhdGU6Y3JlYXRlADIwMjAtMTEtMDdUMTk6MTI6NTUrMDA6MDCG2eA5AAAAJXRFWHRkYXRlOm1vZGlmeQAyMDIwLTExLTA3VDE5OjEyOjU1KzAwOjAw94RYhQAAADl0RVh0U29mdHdhcmUAbWF0cGxvdGxpYiB2ZXJzaW9uIDIuMi41LCBodHRwOi8vbWF0cGxvdGxpYi5vcmcvSM8oowAAAABJRU5ErkJggg==', 'weight': 6}
• mf_hecke_traces •

  Column	Type
  hecke_orbit_code	bigint
  n	integer
  trace_an	numeric

  
  
  • id: 65784559
    {'hecke_orbit_code': 99079191902814934, 'n': 1, 'trace_an': 3}
  • id: 65784560
    {'hecke_orbit_code': 99079191902814934, 'n': 2, 'trace_an': -12}
  • id: 65784561
    {'hecke_orbit_code': 99079191902814934, 'n': 3, 'trace_an': 27}
  • id: 65784562
    {'hecke_orbit_code': 99079191902814934, 'n': 4, 'trace_an': 48}
  • id: 65784563
    {'hecke_orbit_code': 99079191902814934, 'n': 5, 'trace_an': 14}
  • id: 65784564
    {'hecke_orbit_code': 99079191902814934, 'n': 6, 'trace_an': -108}
  • id: 65784565
    {'hecke_orbit_code': 99079191902814934, 'n': 7, 'trace_an': 5}
  • id: 65784566
    {'hecke_orbit_code': 99079191902814934, 'n': 8, 'trace_an': -192}
  • id: 65784567
    {'hecke_orbit_code': 99079191902814934, 'n': 9, 'trace_an': 243}
  • id: 65784568
    {'hecke_orbit_code': 99079191902814934, 'n': 10, 'trace_an': -56}
  • id: 65784569
    {'hecke_orbit_code': 99079191902814934, 'n': 11, 'trace_an': 0}
  • id: 65784570
    {'hecke_orbit_code': 99079191902814934, 'n': 12, 'trace_an': 432}
  • id: 65784571
    {'hecke_orbit_code': 99079191902814934, 'n': 13, 'trace_an': 234}
  • id: 65784572
    {'hecke_orbit_code': 99079191902814934, 'n': 14, 'trace_an': -20}
  • id: 65784573
    {'hecke_orbit_code': 99079191902814934, 'n': 15, 'trace_an': 126}
  • id: 65784574
    {'hecke_orbit_code': 99079191902814934, 'n': 16, 'trace_an': 768}
  • id: 65784575
    {'hecke_orbit_code': 99079191902814934, 'n': 17, 'trace_an': -828}
  • id: 65784576
    {'hecke_orbit_code': 99079191902814934, 'n': 18, 'trace_an': -972}
  • id: 65784577
    {'hecke_orbit_code': 99079191902814934, 'n': 19, 'trace_an': -2457}
  • id: 65784578
    {'hecke_orbit_code': 99079191902814934, 'n': 20, 'trace_an': 224}
  • id: 65784579
    {'hecke_orbit_code': 99079191902814934, 'n': 21, 'trace_an': 45}
  • id: 65784580
    {'hecke_orbit_code': 99079191902814934, 'n': 22, 'trace_an': 0}
  • id: 65784581
    {'hecke_orbit_code': 99079191902814934, 'n': 23, 'trace_an': 920}
  • id: 65784582
    {'hecke_orbit_code': 99079191902814934, 'n': 24, 'trace_an': -1728}
  • id: 65784583
    {'hecke_orbit_code': 99079191902814934, 'n': 25, 'trace_an': 683}
  • id: 65784584
    {'hecke_orbit_code': 99079191902814934, 'n': 26, 'trace_an': -936}
  • id: 65784585
    {'hecke_orbit_code': 99079191902814934, 'n': 27, 'trace_an': 2187}
  • id: 65784586
    {'hecke_orbit_code': 99079191902814934, 'n': 28, 'trace_an': 80}
  • id: 65784587
    {'hecke_orbit_code': 99079191902814934, 'n': 29, 'trace_an': -4228}
  • id: 65784588
    {'hecke_orbit_code': 99079191902814934, 'n': 30, 'trace_an': -504}
  • id: 65784589
    {'hecke_orbit_code': 99079191902814934, 'n': 31, 'trace_an': 5025}
  • id: 65784590
    {'hecke_orbit_code': 99079191902814934, 'n': 32, 'trace_an': -3072}
  • id: 65784591
    {'hecke_orbit_code': 99079191902814934, 'n': 33, 'trace_an': 0}
  • id: 65784592
    {'hecke_orbit_code': 99079191902814934, 'n': 34, 'trace_an': 3312}
  • id: 65784593
    {'hecke_orbit_code': 99079191902814934, 'n': 35, 'trace_an': -5334}
  • id: 65784594
    {'hecke_orbit_code': 99079191902814934, 'n': 36, 'trace_an': 3888}
  • id: 65784595
    {'hecke_orbit_code': 99079191902814934, 'n': 37, 'trace_an': -8601}
  • id: 65784596
    {'hecke_orbit_code': 99079191902814934, 'n': 38, 'trace_an': 9828}
  • id: 65784597
    {'hecke_orbit_code': 99079191902814934, 'n': 39, 'trace_an': 2106}
  • id: 65784598
    {'hecke_orbit_code': 99079191902814934, 'n': 40, 'trace_an': -896}
  • id: 65784599
    {'hecke_orbit_code': 99079191902814934, 'n': 41, 'trace_an': -11198}
  • id: 65784600
    {'hecke_orbit_code': 99079191902814934, 'n': 42, 'trace_an': -180}
  • id: 65784601
    {'hecke_orbit_code': 99079191902814934, 'n': 43, 'trace_an': -26594}
  • id: 65784602
    {'hecke_orbit_code': 99079191902814934, 'n': 44, 'trace_an': 0}
  • id: 65784603
    {'hecke_orbit_code': 99079191902814934, 'n': 45, 'trace_an': 1134}
  • id: 65784604
    {'hecke_orbit_code': 99079191902814934, 'n': 46, 'trace_an': -3680}
  • id: 65784605
    {'hecke_orbit_code': 99079191902814934, 'n': 47, 'trace_an': 12902}
  • id: 65784606
    {'hecke_orbit_code': 99079191902814934, 'n': 48, 'trace_an': 6912}
  • id: 65784607
    {'hecke_orbit_code': 99079191902814934, 'n': 49, 'trace_an': 45960}
  • id: 65784608
    {'hecke_orbit_code': 99079191902814934, 'n': 50, 'trace_an': -2732}
  • id: 65784609
    {'hecke_orbit_code': 99079191902814934, 'n': 51, 'trace_an': -7452}
  • id: 65784610
    {'hecke_orbit_code': 99079191902814934, 'n': 52, 'trace_an': 3744}
  • id: 65784611
    {'hecke_orbit_code': 99079191902814934, 'n': 53, 'trace_an': 5712}
  • id: 65784612
    {'hecke_orbit_code': 99079191902814934, 'n': 54, 'trace_an': -8748}
  • id: 65784613
    {'hecke_orbit_code': 99079191902814934, 'n': 55, 'trace_an': 0}
  • id: 65784614
    {'hecke_orbit_code': 99079191902814934, 'n': 56, 'trace_an': -320}
  • id: 65784615
    {'hecke_orbit_code': 99079191902814934, 'n': 57, 'trace_an': -22113}
  • id: 65784616
    {'hecke_orbit_code': 99079191902814934, 'n': 58, 'trace_an': 16912}
  • id: 65784617
    {'hecke_orbit_code': 99079191902814934, 'n': 59, 'trace_an': -23856}
  • id: 65784618
    {'hecke_orbit_code': 99079191902814934, 'n': 60, 'trace_an': 2016}
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  • id: 65784801
    {'hecke_orbit_code': 99079191902814934, 'n': 887, 'trace_an': -29394900}
  • id: 65784802
    {'hecke_orbit_code': 99079191902814934, 'n': 907, 'trace_an': -34141047}
  • id: 65784803
    {'hecke_orbit_code': 99079191902814934, 'n': 911, 'trace_an': 93239362}
  • id: 65784804
    {'hecke_orbit_code': 99079191902814934, 'n': 919, 'trace_an': 5128875}
  • id: 65784805
    {'hecke_orbit_code': 99079191902814934, 'n': 929, 'trace_an': 65214846}
  • id: 65784806
    {'hecke_orbit_code': 99079191902814934, 'n': 937, 'trace_an': 34939477}
  • id: 65784807
    {'hecke_orbit_code': 99079191902814934, 'n': 941, 'trace_an': 64619760}
  • id: 65784808
    {'hecke_orbit_code': 99079191902814934, 'n': 947, 'trace_an': 38599280}
  • id: 65784809
    {'hecke_orbit_code': 99079191902814934, 'n': 953, 'trace_an': -40368474}
  • id: 65784810
    {'hecke_orbit_code': 99079191902814934, 'n': 961, 'trace_an': 74908772}
  • id: 65784811
    {'hecke_orbit_code': 99079191902814934, 'n': 967, 'trace_an': -18093475}
  • id: 65784812
    {'hecke_orbit_code': 99079191902814934, 'n': 971, 'trace_an': 61644856}
  • id: 65784813
    {'hecke_orbit_code': 99079191902814934, 'n': 977, 'trace_an': 100144766}
  • id: 65784814
    {'hecke_orbit_code': 99079191902814934, 'n': 983, 'trace_an': 96213058}
  • id: 65784815
    {'hecke_orbit_code': 99079191902814934, 'n': 991, 'trace_an': -43712068}
  • id: 65784816
    {'hecke_orbit_code': 99079191902814934, 'n': 997, 'trace_an': -26876665}