Newform data - 405.4.a.b

Formats: - HTML - YAML - JSON - 2025-04-27T10:28:05.169466

• 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': 6480, 'analytic_conductor': 23.89577355232495, 'analytic_rank': 0, 'analytic_rank_proved': True, 'atkin_lehner_eigenvals': [[3, 1], [5, 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': [405, 1, [326, 82], [1, 1]], 'cm_discs': [], 'conrey_index': 1, 'dim': 1, 'field_disc': 1, 'field_disc_factorization': [], 'field_poly': [0, 1], 'field_poly_is_cyclotomic': False, 'field_poly_is_real_cyclotomic': False, 'field_poly_root_of_unity': 0, 'fricke_eigenval': 1, 'has_non_self_twist': 0, 'hecke_cutters': [[2, [-5, 1]]], 'hecke_orbit': 2, 'hecke_orbit_code': 4503599694479765, 'hecke_ring_generator_nbound': 1, 'hecke_ring_index': 1, 'hecke_ring_index_factorization': [], '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': '405.4.a.b', 'level': 405, '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': [3, 5], 'level_radical': 15, 'minimal_twist': '405.4.a.a', 'nf_label': '1.1.1.1', 'prim_orbit_index': 1, 'qexp_display': 'q+5q^{2}+17q^{4}-5q^{5}+9q^{7}+45q^{8}+\\cdots', 'related_objects': [], 'relative_dim': 1, 'rm_discs': [], 'sato_tate_group': '3.2.3.c1', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '405.4.a', 'trace_display': [5, 0, -5, 9], 'trace_hash': 2103746162352412020, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.965', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.009', 'prec': 17}, {'__RealLiteral__': 0, 'data': '1.894', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.040', 'prec': 17}, {'__RealLiteral__': 0, 'data': '4.682', 'prec': 17}], 'trace_zratio': {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, 'traces': [1, 5, 0, 17, -5, 0, 9, 45, 0, -25, 8, 0, 43, 45, 0, 89, 122, 0, -59, -85, 0, 40, 213, 0, 25, 215, 0, 153, -224, 0, -36, 85, 0, 610, -45, 0, 206, -295, 0, -225, -413, 0, -392, 136, 0, 1065, 311, 0, -262, 125, 0, 731, 377, 0, -40, 405, 0, -1120, -337, 0, 40, -180, 0, -287, -215, 0, 348, 2074, 0, -225, -62, 0, -1214, 1030, 0, -1003, 72, 0, -294, -445, 0, -2065, -534, 0, -610, -1960, 0, 360, 810, 0, 387, 3621, 0, 1555, 295, 0, -928, -1310, 0, 425, 996, 0, -433, 1935, 0, 1885, 1686, 0, 656, -200, 0, 801, -1018, 0, -1065, -3808, 0, -1685, 1098, 0, -1267, 200, 0, -612, -125, 0, -1361, -2115, 0, -1075, -1911, 0, -531, 1740, 0, 5490, -654, 0, -733, -765, 0, -310, 344, 0, 1120, -6070, 0, 3502, 1126, 0, -2546, -2655, 0, 360, 180, 0, 1223, -1470, 0, -425, 1917, 0, 3176, -7021, 0, -2670, -132, 0, -348, -3050, 0, -6664, 993, 0, 225, 712, 0, 4050, 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36805, 0, -141330, 160932, 0, 15165, 137820, 0, 42296, -184614, 0, -38704, 83430, 0, 24400, -13350, 0, -12528, 288050, 0, -18275, 137889, 0, 35864, -346375, 0, 50670, 56296, 0, -109655, 11800, 0, -323170, 82431, 0, -4640, -170079, 0, -51315, -145551, 0, -24640, 106425, 0, 144495, -37850, 0, 102704, -74664, 0, -40925, -87432, 0, -10128, -114570, 0, 564434, 271936, 0, 136568, -84825, 0, 111690, 20704, 0, -15250, -7160, 0, -47259, 10494, 0, 93161, -301903, 0, -37120, -1800, 0, 166736, 118010, 0, -143310, -73228, 0, 158704, 29580, 0, -230720, 60062, 0, 48852, -49000, 0, -180810, -77634, 0, -12300, -35632, 0, -114810, -166042, 0, -49841, 331215, 0, 55896, -8240, 0, 10680, 104130, 0, 8100, -5676, 0, -155701, -245720, 0, -258030, 162, 0, -163372, -55760, 0, 281495, -69422, 0, 62835, 170345, 0, 55352, -41632, 0, -19044, -58206, 0, 30500, -79130, 0, -109435, 55035, 0, 9000, 2232, 0, 10348, 224672, 0, 75585, -200331, 0, -7102, -131150, 0, -44982, -42127, 0, 63870, -195615, 0, -181490, -39735, 0, -69582, 39840, 0, -65237, 20250, 0, -233142, -3621, 0, 112000, -197664, 0, -16128, 275535, 0, -286552, 116099, 0, 159014, 12915, 0, 99415, 85462, 0, 44375, 173990, 0, -69795, 42699, 0, -32911, -295596, 0, -279030, 16520, 0, 8240, -132575, 0, 86530, -64782, 0, 43704, 197100, 0, -17320, -118472, 0, -52030, -93400, 0, -5270, -124004, 0, 9675, 74001, 0, 212280, -147784, 0, -48643, 142920, 0, -32708, -57620, 0, 120765, 30616, 0, 34500, 65856, 0, -15233, -37080, 0, -167265, -112988, 0, 74753, 90525, 0, 8950, -81482, 0, -42720, -99790, 0, 286144, 120780, 0, 39714, 448695, 0, 174150, -12615, 0, 31320, -11800, 0, 99680, 13096, 0, 212148, -81702, 0, 44470, 133343, 0, -79788, -72600, 0, 51272, -124927, 0, -14510, -103190, 0, -5940, -17676, 0, 129818, -32940, 0, -227205, -15660, 0, 17950, 35802, 0, 38875, 8454, 0, 122378, 67440, 0, 36108, 58123, 0, 56898, 75825, 0, -45350, -89426, 0, 15680, -15660, 0, -59122, -92229, 0, -216801, -79798, 0, -56040, 7375, 0, -79086, 462560, 0, -93330, 111568, 0, 130777, 100214, 0, 15980, -2592, 0, 102132, -149150, 0, 412155, 121506, 0, 21810, -224842, 0, 26240, -94328, 0, 40861, 207485, 0, -225947, -44290, 0, 119616, -158760, 0, 80450, 36609, 0, 80299, -37820, 0, -226594, 21774, 0, 139181, 107695, 0, 44685, 85523, 0, -23200, -20925, 0, 102680, 90306, 0, 41968, 124785, 0, 23610, -28615, 0, 178954, 401505, 0, -9000, -158581, 0, -22590, 227341, 0, 197375, -219879, 0, 10584, -32750, 0, -391, -35840, 0, -66695, 244260, 0, -124350, 236885, 0, 359118, 260040, 0, 6120, 136640, 0, -172798, 51306, 0, 63425, -33534, 0, 178252, 229875, 0, -160463, 126549, 0, 71688, 16020, 0, -740540, -132440, 0, 2790, -40720, 0, 810, 112749, 0, 117247, 123930, 0, 439040, 98185, 0, 29888, -145435, 0, 10625, -16520, 0, 75828, -95220, 0, 139545, 139728, 0, 111284, 153075, 0, 108847, 96390, 0, -27080, 427244, 0, 270780, -11040, 0, -136165, -199520, 0, -166600, 24900, 0, -30402, -24990, 0, -42600, 65337, 0, 137372, 128070, 0, -198675, 132104, 0, -45579, 115685, 0, 74340, -61657, 0, -30550, -102660, 0, -191522, 136260, 0, -131058, -80640, 0, -51585, 54630, 0, 66721, -196790, 0, 122375, 57405, 0, 23232, -398514, 0, -194270, -310612, 0, -19440, -34950, 0, 532236, 19224, 0, -10825, 170613, 0, 63630, -160171, 0, -181440, 67180, 0, -323910, -12440, 0, -223772, -12104, 0, -46350, -159450, 0, -229552, 378070, 0, -45832, -98774, 0, -216834, 48375, 0, 281600, 38586, 0, 101875, -117945, 0, 282664, -131454, 0, 30546, -535126, 0, 138520, 95050, 0, 177376, 43920, 0, 162435, -43910, 0, -15680, 118531, 0, 214140, -12772, 0, 47728, -80275, 0, 125955, -8304, 0, 21960, 274057, 0, 428460, -86688, 0, 43247, 33415, 0, -325720, -166010, 0, -83345, 156600, 0, 47125, -25744, 0, 81279, -151480, 0, -45390, 148798, 0, -157560, 45135, 0, -103920, -141355, 0, 88795, 70560, 0, -811104, 149206, 0, -197068, -11748, 0, -138600, 42150, 0, -129451, -93095, 0, -78300, 92745, 0, 28878, 5440, 0, -179340, -247179, 0, -209706, 100450, 0, -228174, 120875, 0, 10480, 284490, 0, 18290, 25484, 0, -250084, 116460, 0, -30972, -16440, 0, -139834, -440385, 0, -57850, -70270, 0, 134894, -358905, 0, -141984, -20296, 0, 242270, -51850, 0, -137610, 31320, 0, 16400, -348320, 0, -12960, -197253, 0, -90047, 157182, 0, 25295, -16280, 0, 233874, -41085, 0, 55590, 39012, 0, 70391, -245025, 0, -294990, -143724, 0, -233120, -5000, 0, 112504, -173178, 0, -66080, 275587, 0, 60075, -29160, 0, -48984, -405610, 0, 425663, 13230, 0, -70175, 88377, 0, 108675, 387472, 0, -104807, 358130, 0, 451530, -78284, 0, 33354, 62305, 0, 362490, -269871, 0, 1065, -234180, 0, -856562, 186346, 0, 61474, -112950, 0, -54440, 84280, 0, 25997, 6850, 0, 20025, 200077, 0, 103638, -559810, 0, 42600, -24111, 0, -6748, 38775, 0, -206618, 207872, 0, 86940, -66232, 0, -162345, 102204, 0, -13932, -325740, 0, -167670, -25450, 0, 11184, 152388, 0, -109500, -66434, 0, -119826, 141040, 0, 31994, 168294, 0, -16104, 13950, 0, 293440, 82172, 0, -21765, 198725, 0, 68850, 14832, 0, 37827, -130356, 0, -29380, 9620, 0, 272252, -382400, 0, -29240, -46348, 0, -112491, 275989, 0, 281190, 12440, 0, 150214, 92925, 0, 481950, -42456, 0, -26625, 33354, 0, -360790, 157348, 0, -136416, -76440, 0, -66249, -84160, 0, -180656, -152010, 0, -249275, 88294, 0, 25688, 86555, 0, 253294, -177450, 0, -192640, -95200, 0, 85215, -51248, 0, 24030, -415785, 0, -233597, -228200, 0, 25606, 32895, 0, -55980, -15080, 0, -115025, -27445, 0, 273150, -289893, 0, -60564, -813008, 0, -21240, -66321, 0, -223104, 126225, 0, -551786, 8352, 0, -10530, -97200, 0, -218870, -101647, 0, 121146, 392680, 0, -450495, -10620, 0, 68130, 47328, 0, -42125, 160648, 0, -65284, 73665, 0, 333404, -262621, 0, -32144, -91670, 0, 471145, -33752, 0, 23470, 471700, 0, 152685, -70437, 0, 152756, -624512, 0, 96315, 27450, 0, -59340, 167625, 0, -95710, 18512, 0, -72157, 152730, 0, 252830, 96992, 0, -10480, -228975, 0, 86864, 501382, 0, 66130, 257958, 0, -262755, 287744, 0], 'weight': 4, '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], [5], [0], [17], [-5], [0], [9], [45], [0], [-25], [8], [0], [43], [45], [0], [89], [122], [0], [-59], [-85], [0], [40], [213], [0], [25], [215], [0], [153], [-224], [0], [-36], [85], [0], [610], [-45], [0], [206], [-295], [0], [-225], [-413], [0], [-392], [136], [0], [1065], [311], [0], [-262], [125], [0], [731], [377], [0], [-40], [405], [0], [-1120], [-337], [0], [40], [-180], [0], [-287], [-215], [0], [348], [2074], [0], [-225], [-62], [0], [-1214], [1030], [0], [-1003], [72], [0], [-294], [-445], [0], [-2065], [-534], [0], [-610], [-1960], [0], [360], [810], [0], [387], [3621], [0], [1555], [295], [0], [-928], [-1310], [0], [425]], 'ap': [[5], [0], [-5], [9], [8], [43], [122], [-59], [213], [-224], [-36], [206], [-413], [-392], [311], [377], [-337], [40], [348], [-62], [-1214], [-294], [-534], [810], [-928], [996], [-433], [1686], [656], [-1018], [-1361], [-1911], [-654], [-733], [1126], [-2546], [1223], [3176], [-132], [993], [3101], [2846], [-3080], [2588], [1335], [-5204], [1637], [-4480], [3736], [-1380], [2904], [5966], [-3218], [-6123], [1398], [3211], [-4018], [2314], [-4347], [-1551], [4380], [-5049], [5428], [18], [-2116], [-4415], [3480], [6322], [10034], [-2510], [-3726], [10710], [-2160], [3394], [9031], [10305], [3480], [3706], [-2679], [-12499], [928], [7570], [2460], [1648], [15826], [-12774], [-8875], [11524], [8544], [2523], [2902], [-4362], [5723], [13339], [-19637], [5416], [6110], [-20375], [-19010], [3288], [3256], [-213], [-17388], [4353], [-1924], [16832], [2106], [-4694], [-13226], [-13291], [6040], [-23], [3018], [-9439], [-9800], [-23442], [31308], [-712], [-31478], [16121], [-19160], [-13422], [-25905], [9246], [25039], [-32930], [1882], [1962], [-13741], [-32458], [19612], [-36736], [-3746], [5725], [-37323], [-24586], [3078], [41038], [-9362], [45115], [-13512], [4530], [30884], [-12088], [-14112], [-3860], [2862], [32534], [-500], [36595], [40143], [-16414], [-33478], [3633], [20466], [15074], [-36848], [-35174], [-10092], [12910], [48060], [-6316], [7760], [-22437], [3506], [30648], [19232], [38415], [18071], [39421], [46863], [13372], [-28266], [27564], [57610], [-10263], [21285], [22338], [-1432], [23602], [-49144], [56299], [34069], [6100], [15117], [-36298], [55107], [34798], [-26515], [1790], [-19958], [8894], [-6588], [-9070], [-11208], [3196], [41497], [-4185], [4722], [39475], [-24870], [52008], [45975], [-29087], [54156], [-10317], [-39358], [-38854], [12726], [13436], [75614], [56320], [-23589], [27704], [85692], [6683], [-30296], [-27522], [5059], [-58998], [-81122], [1370], [-32469], [39745], [-5876], [-76480], [56238], [-72158], [17311], [17043], [-83157], [-5489], [78536], [94229], [94340], [19263], [33525], [50566], [-52551], [63672], [89496], [-42555], [18829], [-46206], [28422], [5594], [-65029], [8285], [41321], [49580], [-75026], [102935], [85296], [-77181], [17833], [17505], [-53714], [52604], [-34671], [-40828], [-77045], [-98750], [77468], [-63987], [6132], [-20567], [-33166], [21067], [-104920], [-82237], [28154], [29104], [10382], [-22980], [7398], [-89500], [8436], [-64998], [132153], [-48225], [7393], [119380], [85237], [22716], [-67884], [-1524], [-84338], [-14061], [-153760], [-30738], [-105338], [43144], [157614], [48060], [90893], [53190], [50066], [-40110], [79767], [-29086], [-140652], [67079], [1624], [143130], [-65729], [34946], [-7326], [49610], [-10062], [-1506], [160932], [-184614], [137889], [35864], [56296], [-109655], [-145551], [-87432], [-10128], [10494], [93161], [166736], [-73228], [158704], [-77634], [-49841], [-163372], [10348], [-200331], [-42127], [-69582], [116099], [159014], [85462], [-32911], [-118472], [-52030], [-124004], [-48643], [120765], [-15233], [-112988], [120780], [39714], [-124927], [-17676], [129818], [17950], [8454], [58123], [-216801], [-79086], [111568], [130777], [102132], [121506], [-94328], [36609], [21774], [85523], [178954], [-158581], [-219879], [236885], [-172798], [178252], [126549], [75828], [-136165], [65337], [-45579], [-61657], [136260], [-131058], [66721], [-160171], [-159450], [-229552], [-131454], [177376], [-43910], [-8304], [-83345], [148798], [-157560], [-141355], [-197068], [-129451], [28878], [-247179], [-209706], [120875], [25484], [-139834], [-70270], [134894], [242270], [-197253], [-90047], [39012], [-233120], [-173178], [-70175], [-78284], [186346], [61474], [25997], [200077], [103638], [102204], [-119826], [168294], [82172], [37827], [272252], [-46348], [157348], [-180656], [-177450], [-51248], [-228200], [-115025], [-66321], [-101647], [-65284], [-262621], [-33752], [-70437], [152756], [287744]], 'char_orbit_index': 1, 'field_poly': [0, 1], 'hecke_orbit_code': 4503599694479765, 'hecke_ring_cyclotomic_generator': 0, 'hecke_ring_power_basis': True, 'hecke_ring_rank': 1, 'label': '405.4.a.b', 'level': 405, 'maxp': 2999, 'weight': 4}
• 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': [13, 11, 11, 13], 'Nk2': 6480, 'analytic_conductor': 23.89577355232495, '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': [405, 1, [326, 82], [1, 1]], 'conrey_index': 1, 'cusp_dim': 150, 'dim': 48, 'eis_dim': 24, 'eis_new_dim': 0, 'hecke_cutter_primes': [2], 'hecke_orbit_code': 67109269, 'hecke_orbit_dims': [1, 1, 2, 2, 2, 2, 3, 3, 3, 3, 6, 6, 7, 7], 'label': '405.4.a', 'level': 405, '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': [3, 5], 'level_radical': 15, 'mf_dim': 174, 'mf_new_dim': 48, 'num_forms': 14, 'plus_dim': 26, 'prim_orbit_index': 1, 'relative_dim': 48, 'sturm_bound': 216, 'trace_bound': 4, 'trace_display': [0, 0, 0, 24], 'traces': [48, 0, 0, 192, 0, 0, 24, 0, 0, 0, 0, 0, -48, 0, 0, 408, 0, 0, 60, 0, 0, 144, 0, 0, 1200, 0, 0, 888, 0, 0, 240, 0, 0, 36, 0, 0, -336, 0, 0, 180, 0, 0, -1020, 0, 0, 2268, 0, 0, 2268, 0, 0, 1068, 0, 0, 0, 0, 0, 3852, 0, 0, -1236, 0, 0, 48, 0, 0, -4836, 0, 0, -360, 0, 0, 2004, 0, 0, -876, 0, 0, -624, 0, 0, -3492, 0, 0, 720, 0, 0, 6264, 0, 0, -3624, 0, 0, -5796, 0, 0, -3468, 0, 0, 4800, 0, 0, -552, 0, 0, 9216, 0, 0, 852, 0, 0, 13092, 0, 0, -360, 0, 0, -4716, 0, 0, -2508, 0, 0, -12288, 0, 0, 1680, 0, 0, -5040, 0, 0, 1128, 0, 0, -4428, 0, 0, -660, 0, 0, -16668, 0, 0, -3060, 0, 0, -3396, 0, 0, 1032, 0, 0, 3024, 0, 0, 2040, 0, 0, 1440, 0, 0, -4656, 0, 0, -17388, 0, 0, 14400, 0, 0, -3144, 0, 0, 600, 0, 0, -11124, 0, 0, 9060, 0, 0, 7020, 0, 0, -1260, 0, 0, -180, 0, 0, 1716, 0, 0, 15084, 0, 0, -5016, 0, 0, 4104, 0, 0, 3780, 0, 0, 3444, 0, 0, 15864, 0, 0, 1296, 0, 0, 16032, 0, 0, 9360, 0, 0, -1848, 0, 0, 32976, 0, 0, 348, 0, 0, 9288, 0, 0, -8640, 0, 0, -26244, 0, 0, -10848, 0, 0, -44292, 0, 0, -15792, 0, 0, 0, 0, 0, -14688, 0, 0, 22296, 0, 0, 11928, 0, 0, -49896, 0, 0, -5760, 0, 0, -53112, 0, 0, 18960, 0, 0, -21492, 0, 0, -29352, 0, 0, 12240, 0, 0, 18816, 0, 0, -3744, 0, 0, 32916, 0, 0, -40620, 0, 0, 4680, 0, 0, 4824, 0, 0, -2544, 0, 0, -30684, 0, 0, 3948, 0, 0, -17100, 0, 0, 49668, 0, 0, -75144, 0, 0, 47592, 0, 0, 58536, 0, 0, -1200, 0, 0, -33480, 0, 0, 33936, 0, 0, 21924, 0, 0, 20148, 0, 0, 900, 0, 0, 27048, 0, 0, -9072, 0, 0, -40332, 0, 0, 82800, 0, 0, 7920, 0, 0, 24228, 0, 0, -6228, 0, 0, 38064, 0, 0, 42576, 0, 0, -12960, 0, 0, 33648, 0, 0, -28188, 0, 0, 26196, 0, 0, 83556, 0, 0, -30600, 0, 0, 18420, 0, 0, -17064, 0, 0, 648, 0, 0, -68088, 0, 0, 10200, 0, 0, -3192, 0, 0, 3132, 0, 0, -90300, 0, 0, -12036, 0, 0, 5760, 0, 0, 110196, 0, 0, -27912, 0, 0, 78408, 0, 0, -1896, 0, 0, 14400, 0, 0, -23268, 0, 0, -18300, 0, 0, 98016, 0, 0, 78336, 0, 0, -3780, 0, 0, 110832, 0, 0, 41004, 0, 0, -5220, 0, 0, 51036, 0, 0, 5580, 0, 0, 17736, 0, 0, -60372, 0, 0, -114108, 0, 0, -154548, 0, 0, 1500, 0, 0, 6840, 0, 0, 71832, 0, 0, 27156, 0, 0, 56688, 0, 0, 65700, 0, 0, -54792, 0, 0, -114672, 0, 0, 13452, 0, 0, -102600, 0, 0, -10440, 0, 0, -153588, 0, 0, -65400, 0, 0, -90612, 0, 0, 76608, 0, 0, -74160, 0, 0, 113568, 0, 0, -2736, 0, 0, 26292, 0, 0, -96612, 0, 0, -37800, 0, 0, -50616, 0, 0, 62124, 0, 0, -23148, 0, 0, -45516, 0, 0, 3600, 0, 0, -93480, 0, 0, -161724, 0, 0, 12504, 0, 0, 73224, 0, 0, 38160, 0, 0, -259092, 0, 0, -84900, 0, 0, 167076, 0, 0, -53796, 0, 0, 3240, 0, 0, -10224, 0, 0, -36072, 0, 0, 3072, 0, 0, 91428, 0, 0, -19440, 0, 0, 38340, 0, 0, 81636, 0, 0, 128832, 0, 0, -112152, 0, 0, 61380, 0, 0, 252240, 0, 0, 22896, 0, 0, -123996, 0, 0, 107892, 0, 0, 30000, 0, 0, -14736, 0, 0, -124896, 0, 0, -28872, 0, 0, -126216, 0, 0, 12780, 0, 0, 56940, 0, 0, 268092, 0, 0, -204300, 0, 0, 16476, 0, 0, -40320, 0, 0, -157788, 0, 0, 48984, 0, 0, -259740, 0, 0, -133704, 0, 0, -106200, 0, 0, -187248, 0, 0, 198864, 0, 0, -89160, 0, 0, -4104, 0, 0, 12240, 0, 0, 105072, 0, 0, -26832, 0, 0, 311724, 0, 0, -194868, 0, 0, 22200, 0, 0, -140280, 0, 0, 22572, 0, 0, -64524, 0, 0, -26784, 0, 0, -49320, 0, 0, 81540, 0, 0, -72096, 0, 0, 303108, 0, 0, 230784, 0, 0, -8280, 0, 0, -15888, 0, 0, 180468, 0, 0, -95844, 0, 0, 112320, 0, 0, 42660, 0, 0, 175140, 0, 0, 104928, 0, 0, -127368, 0, 0, 112704, 0, 0, 98100, 0, 0, 43680, 0, 0, 231984, 0, 0, -74100, 0, 0, 150504, 0, 0, 6000, 0, 0, -153576, 0, 0, -4032, 0, 0, 43596, 0, 0, 280752, 0, 0, -96480, 0, 0, -89448, 0, 0, -198408, 0, 0, -12168, 0, 0, -185220, 0, 0, -41220, 0, 0, 64368, 0, 0, -19740, 0, 0, -212040, 0, 0, -105108, 0, 0, 16560, 0, 0, 82392, 0, 0, -198504, 0, 0, 44412, 0, 0, -66252, 0, 0, -52200, 0, 0, -25092, 0, 0, -65148, 0, 0, 257856, 0, 0, 251016, 0, 0, 900, 0, 0, 275856, 0, 0, -109512, 0, 0, 67884, 0, 0, 65016, 0, 0, -39600, 0, 0, 298668, 0, 0, 65928, 0, 0, -91584, 0, 0, -1272, 0, 0, 153000, 0, 0, 41892, 0, 0, 535032, 0, 0, 136020, 0, 0, 158172, 0, 0, 70920, 0, 0, -131292, 0, 0, 20448, 0, 0, 349488, 0, 0, -88428, 0, 0, 6300, 0, 0, -360936, 0, 0, 10932, 0, 0, 135384, 0, 0, -43956, 0, 0, -8400, 0, 0, 214740, 0, 0, -120492, 0, 0, 271692, 0, 0, -124824, 0, 0, -216360, 0, 0, -311040, 0, 0, 318420, 0, 0, -54456, 0, 0, -579636, 0, 0, 37440, 0, 0, -129600, 0, 0, -130464, 0, 0, -464304, 0, 0, 239856, 0, 0, -32400, 0, 0, -419208, 0, 0, -719508, 0, 0, 193320, 0, 0, -328356, 0, 0, 102600, 0, 0, 372720, 0, 0, -292368, 0, 0, -146016, 0, 0, -44472, 0, 0, 4500], 'weight': 4, '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: 303979
    {'conductor': 3, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 2, 'source_is_minimal': True, 'source_label': '405.4.a.b', 'source_level': 405, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 1, 'target_is_minimal': True, 'target_label': '405.4.a.a', 'target_level': 405, 'twist_class_label': '405.4.a.a', 'twist_class_level': 405, 'twisting_char_label': '3.b', 'twisting_char_orbit': 2, 'weight': 4}
  • id: 303980
    {'conductor': 1, 'degree': 1, 'multiplicity': 1, 'order': 1, 'parity': 1, 'self_twist_disc': 1, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 2, 'source_is_minimal': True, 'source_label': '405.4.a.b', 'source_level': 405, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 2, 'target_is_minimal': True, 'target_label': '405.4.a.b', 'target_level': 405, 'twist_class_label': '405.4.a.a', 'twist_class_level': 405, 'twisting_char_label': '1.a', 'twisting_char_orbit': 1, 'weight': 4}
  • id: 303981
    {'conductor': 9, 'degree': 2, 'multiplicity': 2, 'order': 3, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 2, 'source_is_minimal': True, 'source_label': '405.4.a.b', 'source_level': 405, 'target_char_orbit': 5, 'target_dim': 2, 'target_hecke_orbit': 1, 'target_is_minimal': False, 'target_label': '405.4.e.a', 'target_level': 405, 'twist_class_label': '405.4.a.a', 'twist_class_level': 405, 'twisting_char_label': '9.c', 'twisting_char_orbit': 3, 'weight': 4}
  • id: 303982
    {'conductor': 9, 'degree': 2, 'multiplicity': 2, 'order': 6, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 2, 'source_is_minimal': True, 'source_label': '405.4.a.b', 'source_level': 405, 'target_char_orbit': 5, 'target_dim': 2, 'target_hecke_orbit': 13, 'target_is_minimal': False, 'target_label': '405.4.e.m', 'target_level': 405, 'twist_class_label': '405.4.a.a', 'twist_class_level': 405, 'twisting_char_label': '9.d', 'twisting_char_orbit': 4, 'weight': 4}
  • id: 303983
    {'conductor': 5, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 2, 'source_is_minimal': True, 'source_label': '405.4.a.b', 'source_level': 405, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 1, 'target_is_minimal': False, 'target_label': '2025.4.a.a', 'target_level': 2025, 'twist_class_label': '405.4.a.a', 'twist_class_level': 405, 'twisting_char_label': '5.b', 'twisting_char_orbit': 2, 'weight': 4}
  • id: 303984
    {'conductor': 15, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 2, 'source_is_minimal': True, 'source_label': '405.4.a.b', 'source_level': 405, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 6, 'target_is_minimal': False, 'target_label': '2025.4.a.f', 'target_level': 2025, 'twist_class_label': '405.4.a.a', 'twist_class_level': 405, 'twisting_char_label': '15.d', 'twisting_char_orbit': 4, 'weight': 4}
• mf_hecke_charpolys •

  Column	Type
  charpoly_factorization	jsonb
  hecke_orbit_code	bigint
  p	integer

  
  
  • id: 632050
    {'charpoly_factorization': [[[-5, 1], 1]], 'hecke_orbit_code': 4503599694479765, 'p': 2}
  • id: 632051
    {'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 4503599694479765, 'p': 3}
  • id: 632052
    {'charpoly_factorization': [[[5, 1], 1]], 'hecke_orbit_code': 4503599694479765, 'p': 5}
  • id: 632053
    {'charpoly_factorization': [[[-9, 1], 1]], 'hecke_orbit_code': 4503599694479765, 'p': 7}
  • id: 632054
    {'charpoly_factorization': [[[-8, 1], 1]], 'hecke_orbit_code': 4503599694479765, 'p': 11}
  • id: 632055
    {'charpoly_factorization': [[[-43, 1], 1]], 'hecke_orbit_code': 4503599694479765, 'p': 13}
  • id: 632056
    {'charpoly_factorization': [[[-122, 1], 1]], 'hecke_orbit_code': 4503599694479765, 'p': 17}
  • id: 632057
    {'charpoly_factorization': [[[59, 1], 1]], 'hecke_orbit_code': 4503599694479765, 'p': 19}
  • id: 632058
    {'charpoly_factorization': [[[-213, 1], 1]], 'hecke_orbit_code': 4503599694479765, 'p': 23}
  • id: 632059
    {'charpoly_factorization': [[[224, 1], 1]], 'hecke_orbit_code': 4503599694479765, 'p': 29}
  • id: 632060
    {'charpoly_factorization': [[[36, 1], 1]], 'hecke_orbit_code': 4503599694479765, 'p': 31}
  • id: 632061
    {'charpoly_factorization': [[[-206, 1], 1]], 'hecke_orbit_code': 4503599694479765, 'p': 37}
  • id: 632062
    {'charpoly_factorization': [[[413, 1], 1]], 'hecke_orbit_code': 4503599694479765, 'p': 41}
  • id: 632063
    {'charpoly_factorization': [[[392, 1], 1]], 'hecke_orbit_code': 4503599694479765, 'p': 43}
  • id: 632064
    {'charpoly_factorization': [[[-311, 1], 1]], 'hecke_orbit_code': 4503599694479765, 'p': 47}
  • id: 632065
    {'charpoly_factorization': [[[-377, 1], 1]], 'hecke_orbit_code': 4503599694479765, 'p': 53}
  • id: 632066
    {'charpoly_factorization': [[[337, 1], 1]], 'hecke_orbit_code': 4503599694479765, 'p': 59}
  • id: 632067
    {'charpoly_factorization': [[[-40, 1], 1]], 'hecke_orbit_code': 4503599694479765, 'p': 61}
  • id: 632068
    {'charpoly_factorization': [[[-348, 1], 1]], 'hecke_orbit_code': 4503599694479765, 'p': 67}
  • id: 632069
    {'charpoly_factorization': [[[62, 1], 1]], 'hecke_orbit_code': 4503599694479765, 'p': 71}
  • id: 632070
    {'charpoly_factorization': [[[1214, 1], 1]], 'hecke_orbit_code': 4503599694479765, 'p': 73}
  • id: 632071
    {'charpoly_factorization': [[[294, 1], 1]], 'hecke_orbit_code': 4503599694479765, 'p': 79}
  • id: 632072
    {'charpoly_factorization': [[[534, 1], 1]], 'hecke_orbit_code': 4503599694479765, 'p': 83}
  • id: 632073
    {'charpoly_factorization': [[[-810, 1], 1]], 'hecke_orbit_code': 4503599694479765, 'p': 89}
  • id: 632074
    {'charpoly_factorization': [[[928, 1], 1]], 'hecke_orbit_code': 4503599694479765, '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': 2, 'label': '405.4.a.b', 'level': 405, 'portrait': 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TDzWe0LNk4YltuGE+cVkR+wcRq2ziVsmBkyPxOzcSZm6wbL9o2Kq7b51FSDoydafPWFgKcPZDx/PEWrLm+5q83b77DU1AwHjk9y9IzH6QXNuSUH7oNLlldcu8jPff8q22cnOL04zdnlOueWQ84vSxZWNMtrmpW+4vEDy+yYPXHVbZedf+Xiot555ET2hff92LuT9//+R77RkPjvevydZvBBr8OLJ2LmJtQv1uVLd+x79ovy/ie449MPnfXCVoefevcal8xPc/DkFGcWQ84tSxZXNctrKUttzfk1OLIM83Nt/v17l7n5ijonz09zZqHB2SWPc8uWc0sZpxY1C92Myekhd17X49bdEMgaoQo5vxK5310R9GPIMkMUGBqRZmoiwwDHz2V0erBjg0+jFmOtABHQGxi2b4xZXvPAOimy1oM4A4tlpZ2wZd6nO1AIZREmphX5bN80ZK0vOH7GQxuPmZakGQlCH7JM0I8l51YkZ5ct51czwnAIfsZtV/e44xrBXKvG8mqLk+dDzizB+aWM8ysZp1fg8LLlpquX+Pc/sMLGyQlOLUxxfrnO4qrP4qpkYVWzuJJyblnz0jnJtq0r/PS7unh2jheObcuePyIf+f73vNm84a6djwjR+9/bnU1MTtS+0VD5mo+/s0Hmv/6lD1FrtFhbXfyF3/novT/ZXvlC+J23DNkxP82u7TUeOZByenmVGy4d0GrU6cceSSYxRoEFIUBJjZJwZHmKn/8jwS/8yHluvCShWZumUWvSrIc06z6TLcX5ZcW5VY97H4347MMZV2zrs/vSjJXVAVdti3n3mwxpphBY/uqrEQvtiJqOOXZW0es1uf5yzUInY+9+nyu3SQ6egdt2QbsLifEIvYTZBhw4XaNeSwlVxkRTsNaFW67qcvhUyJU7DEfPxLx42P3//G1DDp+3TDRjVjoJn763jhUKrTWvvqHP7Tdazq353HjZkMs2+2Rpi/6gxt4jEeeWBIurmoXVjPMrhhMrgvO9hBuuXObnvq/HfGua42cnWViJWFoLWFqTLK9p1joZ7Z6mPYR2H7bNxmyfVzz6XINHn132DizqV92+9/1cvem1t0cz32ZmZ2o/O1z6DaLZf/qNhsxFH38nAf6ff/tuvvfV16tu7/3/7hd/43d/6vFnF9Tx5SGvf9kit1ybMDUJstZj0/SAIFC06jHDxENnYIwPQiEkKClQMiPwDCdXJ/jXvxNw+zUrfM+rlrhk85DpiRazkzUWVwI2zvhsayuW2x6rXUN7JeLes5b+MOOlgwFPvGgAQehbTi34CBlih3Uu32zZPN/n/GrMwnKTO6+11GurdHvTLHU0SVJjZsrQG/hsnxuy3IuYm4Y4VsxPSlI94PxKjeMLQxZWG9xwZcbZlR6feyxgy0yLSzfB9o0eamvA1nkIfIMQsGODC2a7g5Bef4qjJ31WOoqVNVhuG1bamqW25lwbloea7Vt6/JNXL3H7bo/In+Hw6RZLqxFLax4rHcFKW7PWSVntatp9y+pAMkwty6uah17qcfdDAw6e9Nm0YYVXXLrK3j33haq296duueHXsq889X3//vCLG/Rl13zPNxo6Fzz+TkmU/fv2U6vXaqdOntz+xfuff9ez+87+h0deOElGSC8VXHPJErde3kXrjHot4dvvjHnFlSELKzMsrrZYaUcstwNWOj6rbVjtGta6GWvdjJWO5XxbcKZnQfR4+11t3vwKw6WbIpKkzmo7Yq0X0O4qVnuCbl8wjC1JZtEalLSEPtRCy2TLMj+d4vlDDp9N2HMoxGQN3nRLguev8dTeCXZugs89nnHXtSEL7QGRp8h0yvQUZKmP52csL9e588YOn3u0ySWb4MmDMT513vgKQyYG7DmsOXoqwpMBG6Y8phqCWigIAoESkBlIUsswgW7fstYzdPuGtb5huWcZaM2OrX3efGubt9+RgGmyvDbBwkqN5bbPSsdjtQ1rXc1aN2Wta1jpGpZ6klMdyXJ7yF1Xn+Utr+wQhhFZKrnp8ozd22oMYp8kMcT2ahJ2/htZu/7PNm/eciJJhoPLLr/yGw2l8vF3BuCri/uYnJ0Jjhw8+kPP7zn0W5//8tPixJmu7A4FvRg6sWChL+j1M7I0Jc0ybr1uhV/58TVefkXI4uoUS2tNVjsRq92A1Y7HWlew1rV0epq1bka7Z1jtWRa6grNtw9Rknzfc1OW23Rk7NihaNZ9ONyL0JaByySMwFvpDQBimmkMOnrYYm3DPkw3ifo3LtwTcfl2f1KzxwNOT3HCFz8FzPdqrLW69rs+9T4VsmLbsPW75J2/rsPdYyIZpyZeeVtx+lWKl3+HIyWluuDLhgT0DsrjObVcHXLZtyCDr8cWnFGjB4VMerbqHJ6A/kBgr0MaSZoA0eIGh3bM0minbNsXccVWfN7w8Y6YRcX5lguW1GqudgNWux2pH0O7BWjej03OyZK1nWe5JznYlS92E23ef5xfft8Ct1wjSNCBNAlY7DVY7dXrDgN7Ap931WOm2TGvuOrtxy2U/sW37FR9aW11Mbr5x1zcaUsDfEYCnWSyztP/Wkwc+dflgYH7l4Uee9Y+fVSy3HTA7A0t3CL0htGNJOxV0E+j0Yu64epFf/LFlbrzMZ607ydJqg7VujbVuwFrPo91VtPvQ7Vk6/YxOT9MbGNp9y2JPsNiDVMdcf8WAjdOaXt/yrbfG7NxoyLTEk5YkhfufizixELFpKuOFwxGYOru3Km7cZQijPk8d7LO41OCanQ1ak6s8+rzPzVdELPfXWF1tsXGj5fG9ive8tscTez22zvss9dqsrkxz41V9Hn1BM12b5JrLeyy02zz+0iQ1r8FNuyxXbh+C7PHcUcH8dMr5xZQHnvMZpgopQRvLzk0Jb7g1odtTbJ4y3HgFJEmdlXadlXbIWs+n01e0e5JODzp9Taen6fR1zvqw3Bec7gjag5g7di3wH350hVfs9llpNxkMAwZxSH8Y0B0EdPs+7Z7Hakdxbklz7MyQa65/RWpF8K//0Q+/5VCrWft04IfmG42tb7gGX1nrs7Ia/8CDjz36a1dMPjW9ujxkslVnPlEIKVFKEPgZoW+JfEMt0LRiQceXrHghjx3YyE//XsDb7ljh3a9dYefmhHPLGVFQoxYG1COfRs+jW5M0Bz4TDY/+UNMbaDbEhkFs6Q5DVhYjTp20JJnh9LmMMLSAIFAWTwr6A4XAJ+t7vGyn4LLNlu1b+sS6y+efUOw7NMW3vDzkxqtW+fDnLYGos3NLn+cfVWyZVMy2+kSqRpL6LHShEXls3SB4dl/CjVfWeNUNS/zBZwYEfpPX32Lxwz5ffjzhc481eOlojUs319m5STM3lXDJbMq1OzVKGTxlAUs9DJmbDElSn24/4IWDPr2hR3+g6A0lvQH0hpZe33327kDTG1g6A5fRXOwpzq0ZGq02/+zNi7zt9iHXX9bg7FKD/iCiP/TpDwP6A4/uwKMz8Gh3BSsdWO0YBgl8+p4n/Nbs1K99z1taK5P11/2kTuM/UH74/12A62yAEOIffvXRJ3/x3nu/MH3dO1+kEW2jWQuZaCjSTAEeSgo8lRF45EC3RLGm5gnqnsdzh+Z45mCdg2cWeNsdPe64eshUs8lyu0GjE9GqB/T6Ht38Yg+GHv3YYxhbhokhSS1pasm0O5IswBqQSuB7gigQTDYFU03YOGvYuqHP7FSbLzwFDz7jI80E3/Jyn5ft7vLwSynJsMXtLxO0BwMWlhvcdqVhdrJPzQsZZorFTooygpdd6VFvxjy9P+KVN05w6/Vdnt6vwE7w8qsDfuQtK9z7bMKXnmiw90TE9jnFxukaU806E02oheB7FiXBWNh7VKC1IM0ESQZxivuMsWYQG4axoT809GNDbwCdGJZ6ivNdiM2A192wzFvv6PCe1xuyrMW5pQa9fkhvGNAfeu4YKLoDSXcgafcs7W5Gp58xiGFtKNi/7xiPPNSZPnGq8R9vuuVOb7U9+P2pb6CN+A0D+KETaxw5Y3+krj/zi6b94PzrX9bGV018T1OPMlp1RZoJrJUIIVBK4HkZvmcIPEPgQeBbIl9T9yXL/Tp/ct9WvvxMl7uuXeP7Xtfm2kv6zEzWWV6r0x2E9Ad+DmzljkQQp5I0E2SZW+pd7ZYLKj0PogDqNcN0M2XLfJ+MHgdPp/zpAxFHTjaYDGvcfLXHbdd1ePxAm3u+2uKWKyK2b+rz0fsESoS0milrvRhjQQmYa/XpdANMVuOtdy3wsc/Vuex8xJtv6ZOkyzywZ4ZUR7zi6nnefHOHK7a1+fLTfZ4/Wee5owFbpyXTLUE9FAS+uwmlACEsxoIxljTLb9bUEqfuRh4mMEigOxSsxoKVLghvyA271vi+N6xx1zUZs80aq5067V6N3iCkP3QrwWCo6A9lvhoIev1C8mV0B4Z+bMm0QMoWf/y5DOt9cf7t5+NffN+7b7fWLnxAiPn/bwD81//bh9nbnuYDH7/3vcfODX7Fz+6f/UdvPMrt19dItcLzNLUoo5EoUi2wFoSQSKkcyJXG97QDug+BZwl9Td0XrA48ltem+LOvNHjshR63X7/G971+jRsuazOja2RZSH8Y0Rv4DGKPJFWkmSTTEm0ExgoEFiksYWCoRxlhkBD4MaeXYz7zpOTQqYCjp6ZQJuSyTQFXXaJ4+e4OKlxkz+EmWybrXHMpbJxbZaXT4totksxYvvBESNyXTDYy3viKIZ9+IOXEuSa7Lvc5uzbkxSM+2zZMcf0lizz8fJdHXxTEScDuS6bZvS1k99Yuh8+ucOg0PLGvzsEjDeqeIPQkjdAS+SClC6qsdTdrpiHJINGCXizoDAWdFBKTYeyQm67o8H1v6HDXtZpN0wHDuMVyu0an54Ddjx1rD4aKfizoDyX9IW4VGGi6fQfu3tAySASpgaEOePBQxpaZE8yIj84Pz+39lUEyk9nO+z/86FN17njN9/39Bfhfferj/KtfeoT/9Udu/AdP7DnxX5965vTkQl/y8LOz/Oi3LvOD32qxVhAnPklNorXAGoEQAikFnlJ4nmMsB3DtWDxxsqUeaCZrgm7ss9qZ4s8fbHHfc0M2TPV516vb7N42ZDjocc0llm0bFXHqo7VCG+nS/FikNPie5vh5y9FzgrWB4VMP1zm9NIVNfKYixeYZjx0bPS7dAtdc1sHIJd7/6QYrKxPcstvjmsvafPk5gch85qckjXpGPw2QVoKVKC+gPRScXxFcbeu8+uVdHnm6xubZgFuumeaH37LEhz7X5Yn9DXpDn+W1JpdsrrFrU59XXNnlu17Z5czKCp96OGS5H3L8rM/p0wG+EkgpEQiMtWgDqbHozDA1k3Ld1X3iOGX3tph3vDpmfkIx3QxJ04izixH9QUA/dje/A7VkECsGsXDHEAaxZjDUeRzjwN2PBb1EsBpLbDbgvd92jh9+04CpWoO9e56d7WS7/qtWl6WvufbQH9/98bt55zve+fcP4Pue+Si7bohEI7rpnfsOnPs93T9bv2Le0lyTHFmZ4Zf/2GOicYZ3vbpHnPikmUJrZ4WBRQjlSkeVxFcFwAWhbwh9Q+RbaqmlnlgmIs1UTdBPJN2kwdFTDX75j6fBZIgs4+XX9blkY0KWgbEGa10SRwqBVALPD9h/ImDvoYhG5NEMJLN1wdyMZH7aY/OcYscmza4da2ixzK9/osXxE5PccqXP7p2aQdblq3tCJms+MxOWyWZCveakkDGS9lCx0rMstzXtXo07r1njyb199p1QTLYiXnH1JD/61mV+85Pw9KEGvYFlretxfqXFxtk681NDdswM+Zfv7NOqt3n+KOw/KfF9i1IWIQxg3X8Wsgx2btTcfm2GTn3SLMTaOsPE59xSwCAH9TBRpXwbJIJhLBgm0kmbXMsXer4/NPSH1gWusWAtEfSGKf/gDWf5mXf3SOIZTi9McXapzslzy5MirP3egeM7s68c2Hr3f/rNP7H/2z95998fgP/6H/4h//YvJtX7lk69fcJb+LDMFqPtm0ICP8X3MrCWvYsTfPz+Dt9y0yrN+pA08zCmADgoCZ6y+Erie4LAV8SJJE4MYaKJU0MttcSpIUkszQyS1BBnkGSCYSqJdUiqI/YdavDcPtDW4qDttLEvIVCu5qMZwjWboFWDiYZkqqmYmfSYn4btG2M2za2R2hV+/RMTHD4ywY2XKi7dKrls6ypfeTHj/PIEL79EMtUyRMGAUIZYJci0RFhLphNWexHnl31u3F3jZVd2efjpiA1TgnrU5MYrDf/07cv8108aXjzdZK1nWOsqFlc9ZicbTLVqTLUmaNVT5hopO25MCP0M38tQSiOFCyYs7qZKU8XCokeaueA9SRVxmj8nkjiVxIlkmEjiVBAnuBglscSJIU40w9g4LR9b+skI3J1EsDwQTE50+O5X9sBMcHphipPnmpxe9Dm7ZDh59lA9nEw+fOcNQ/MTP1L7xJ03fUDfccePfPMD/KEHPkQUBGr3puPviIfH/qDROhJt3bARKT2UDJBS0I9TpruSZ/e22Hd8hVdeP2AY+2gjMdYFT0palFIO5J4k8AWxL4gDRZI6oKepJcm0c0WyyqEh0xatDdrg9LahBLerWwFPgu9D6AmiUFAPJY26YqIumZoQzE9n7NjYp9lY4xOPJDywZ5q1pRbXbVfs2ORzxbYhWqzxhSfqNHyPuSlFsz5kz2F46YjHtdss/Vhx/RUp111mOXdWs7gaMBjWedPNXR56fsDB04pGTRIGLa691PDv37vM/S8O+PT9syx3LDvmNattj8mWYqLh06z7NGqWKDSEgSH0NJ5yUktKdw2sxSWsjCAzkkwLskyQZpIkE6SpA3WSQZIKktSSJBCnOicMQ5wa4sQyzI9B4sDdSwRriWQ41Nx5dZdX7Da023WW1mqcPO9zdklzfjllqQPPvXQ0qk0nf/R7f7TxBydrkx//g49+WP/ge977zQ3wex6PZJbF35slp377O299MpqfqdEfdpHSEgYhzZqHUhkvnktBa5SnCfyEKIwx1l0hmQPcUwbfUwS+IvQFcSBJUuEuTqpIM0hS6RyEbGT7ZdqgtXMXtM2dktwtcfre1a14niDwBGEgiUJJoyZo1S2TTcOG6Zi5qS6ZXePuhyQf+twM81HEddsF2zf57Nxs2LFplU981bKyErF7o2KqBc16yvljkoXVkOASiFPB3IRkchIOHrWsdgznliKu2Bnx2pd3+cyDETNNCIMAJSe59jLBj715AV8u8FcPT/HS6YgNnZT5yYyJhqJZU9RrklroEQYQ+uB51oFcgBQVkONubG1Aa0GmyYEOqbYkGaSpdqSQGpLMkqTGrYQpjs1TGKaWfiLoJ4LVRNJOQesYq1NQGcbG7DsuOHIyZaWdsdQ2nG5LVofwxYf3Rm+6of1711y+2/NU+Cc4nvnmBPiff+LT6Ey/94sPHvlPn3/0XOvM0iQ//e5VdmxexvcMzVrCplmPm6/pUJ9c5e4vQBAYVBQTDXzABX6OvQ2+5xH4HmFgymU1SR3Ik8z5v2kmyTLcxdPOSTDGBVzG2KKHMwc3IwtSCXzPASQKoR4ZmrWMyWbG3OSA2ak1HtmX8Ef31Nh/dJKdEz6XbYStGwO2boBd2zv0sw6P721RUz5zU4rJJkw2Y6YmMoLAQwh3cw3igJVOylrf0u5lLKwGbN/Y5NbdC9zzRJ/9p1vUwxRfBQgxwWVbFN//+iVu2rXAH93T5PEXJlnuecy3MibrGfVIUovcTR/6Et8XeEqiFLl96FBucT2sxlACPdMmX90cKaSZIdMO3GkKaWaJs8JudDfoIHPgbqeStRTiLIU4IU2hPUz546/EfPbhjKYUDFNYHkhOrVg2T67wv7xtjSvnk9aZ0zO/7jVuCB5+4HMfuvNVb/7mA7i1bUD+wy989q9+MTALM5fO1/j0QwFpAv/uB5e48pIha+06qVbMTnS56opV9h1v8sQ+jyt2Dtk82cPruvFoLmPnE/g+YaCJE0USOP2YZJI0kyW408wxk9aSzJAzt5M6JbhdkjJnbvCUS5gEviUKDLUooxllTLViNs12ON/u81uf8vnCk9OsrDa4fE6wfV6wZT5g67zgks1DvGCNjz3gceRkgys3SKaakomGRsqY04uW0JNIAdYKktRjx3yHJ9B0+orVjuX8So0rt0Z816vbfPzLAcfOh/heihA+xjZIM8nLL1llx7s7fOHpPh/9wjRPHWuwZUow29A0Ik0UCEJfEPguTvEULnCWoqzJsLibrPDLtXGAL0GunaRz8m7E7EkqGGYQZ4J+Kmhngm5mSZIUegO2znW5+aqY5/Z6/PqfhrTjjImmj9bQ7WZctnGFf/PeFV57Y4N9Rzew59DSzPzW9q+84Y3fqU6c7v7+9i3Nbx6AHz7Z5sS54Icff/oLvzhnH55/3U0pZ1c81DmPv3h4noWu5dYrunzLy1d42RWaJw9K/uLBJk/tbfDYHrjv6SHvfsOAt97aY3oipT9MGcQhYeqTpD6xXwRLHkmWe9mZINWSLHP2ojZipLWNoFQlea24FKCUcx18ZQh8QxhoamFGsxYzO9ljkA748h7Ln35lgsdfmGQq8Ll2i2XTtGTDTMDmOcnWDQmXblnl+WMDPvXQHBPKY25C0GoIWvWUdl/zua9GNAOLEA5Yg9jjrbfHfPYxVxPT7hkWVj22zjd52x09Ht/XZe/BgEaYoaRwIDd1honT+t//2jZXblrgY/d3ePSlSU6s1tjYEkxElnpgiPIcgacESrob2TE5FOVHJpdqxoxWuMyMVr1MQ6rdypjoHNjFoWGYZJgkplHr8bY3rfHub+ly4+6ELBP87A8scfeDGc8eqXPD5QlvvqnLy69IuP3agP4gYLmt+fLTCWrvU/Mvu97/xRtueJOxdumDQsz+3Qb4cLDC4kLM7DQ/8PHPPPirv/rBB2Zu2nWa+SnJo0dm0QQgQu55ahMPPj3gj+8dMNXKWO0oTp7ziTMFWE4/0uCx52M+fn2Pd7yuz5tubzM14RPHEUkaEKceWeaTZA7oWabIdJ6w0SOAG5sztxnVlAlh86DS1XF4uZ8eBim1MKFZG6AZcO/Tkj++b5IXjk4g0pCdU5ZNk5bZScXcdMDGWcnmuZTtGzucXOzyO59ukMU1tm4VTDY9Wg1o1VOEn9AZNJhsWoRwias0k0yHisxkdNOAbl+z2lGcXqxx9aVNfvzb1/iVPwk5vtjAU2l+Y3hkWcQwkWycCXn55R2uu7THi8dP86dfqXHPU5OcaddohIpmAA3fEngWX4EnXTpfiPHqOgNY4246bQTa4gJQTd5uB7EWDLRgqGGQWbIsxaQxM1GfN72uzbte3+Gu61Om6xJrfayVvO9tGW+5Y4WVzirTLdg0I7A2ZBjXwBpeftVZXjytmGwmNJKF+WMHmr86ueGV2fLCwh9aL2B2evLvJsA73QGtydp37N//2G8++9Q9rbTX57OPbiTDgvGoeZZQWYaexyBrcWy5yaFFJxuEByIArMVozcIw46++2uCBPQNecU+Pf/bdXa7e3mVuUtFseCRJQJL5ZAXItcrBLXP3RWKtkwS2DCjJJY8LWD0vIwwyfJXQGaQsdlL+yyciji5M8fTeSawJmKkJ5mctsxOCmZZiZtJnw4xk40zGlrk+M5OrfOEZw1MvTXLdVsFUU9KsS1p1Q6OWIPyYMPTwlPv71jr55JIpKZkRdAeGbs+y0vE5t9zitl09br16jY99KaK2ovBk6gBpPTIdkKSux3N2MuKmy3rcdHmPJ151huOLkj+6Z5KFtTqnlkMCJWn4gqCQYdIFniWRF1IFx+SZddnIzAhiDcMMEmNBZ5ClSBWzZarPtTv6/LPv7nLzVRmTdYU2dXp9D61V3q4n2Dhl2Tgl0EYyHHokqUea/zwKfH74zRlGRyyvWJ554sszO3f7v3nXbTev9geDT/1tYvJvDeCPP72PubnN6j/9xkcuf/SZA62DR9doRYrQg8RIRG5bWOv851TnJzNnWZ2f7MwKEuOR2YBMRywlde55coJHXhrQCGN+8Fs7bJtN2bFpwG3XdPGEoln3QOSJIaNK/9zaCnNjEdKihCZOLZYMZMaLRyVP7vP4zONNXjzRJMnqND3FXM0y3bBM1a3zwVse0xMeM5OCjdMZm+cGbJpb5YEXYt7/mXk2TXrMtaDVULQagmY9oxbGPHJAMUw8/IYDlbWCJJNEnuKGKwc8tmfSFT4NNGsdn6W1kPNLU/z4m89zammZx56dw5eASDFAlnlOpiWS3sBjqhkx2Wpw65V9XnVdn3e/ZpF9Jw2ffTzi8X01DhxpkAmPOFb0U4USrrZnPPDMcwLWkBmLNQZfaCaChIiUW2/sccmmIVtnU77/jTG1QNKoeSRpRLfnk2lFZhRGy3zVdBloawXaypJ4ihWVQYhAkGWSNFNcvf00nvli6+jeM5dfe/N7VHd5n27O/O107v+tAHzPCy9x+SUbgvseePyHdJb9p97KEhtaEnDFP5mxpRbWue7LjM1fC2db5QDXVuQpZkFiJLEJiHVAT9fodjN+9WPT2Cxlw9yQq7cPmZnIeMdrB2yfT0hTkettCRXmJtefUhqEFPz5/TWeP9xAeB7Hz9Q5fb5OVFNMhILJhqUVGVoRNGuCibqi1VRMNT1mJmF2MmPDzJAt8x20XePPH2ox6DW4YqulVVc065JmzdCMMnw/4QuPRcR9iT8PMgdTmkkaNcWbXjHgwWcMvVjSG2g6fY+1rse55TpXXdLkHXd1ePrFOsdXmihpgDTXyz6pVsSpS8z0hh7tXkCzVqdRi7lq65Bbdg05udDm2Nk1PF/z3BGPj3+ljlDKgVvI8YtoDWCwxpClhh0bMt712gGzE5pd2y0bZkBnPknSJNPufWaZQhu3ehqTr5y5326sSzC56yvLrLTOfz6KkQTWBphun7Ch/9Oxg0/0ia740JFDe5NLL7/q7wbAV5ZO8lJ/6cqFMyd+68Xnn5BzU9KBNrNkedGP1s6D1jpn6opVZQodWET2eadKli+XiXarQGwDUhOQGVjsNfnKcwYrDH/5uBvZgDX5MbICcy8QIZQr2lKKLPWQxsP3JM0QLpmzNHxDPTTUQ6iHgkZN0qwpWnWPiaZkqgUzExlzUzGb57poVvkvfxHx8J55LpuBqXrO3nVJs+Za6hr1AbVanVBJlMw1OO7zpqnPcCAYxJpurOgNDd2BcS1zjYBT5ye48+qYf/rO8/zaxz1OrIUIYbA2xWhLmvkkqWQY+/QGiubAoxEF1GsR9bBOFKY0awkvvyIh8FNuviLj+17Xx1NZngQyCGHHRXku6YyRCCEJfQUEDGOPlVWvrNvRWuUFaqqUhFq7f6dtDvAS3PmRF7RpIzBakBmXbHKa33nxx848I7dd6v/WxPTgoSwdvvC3gc3/xwDf+8yf0ZrQtRPHX3p7b+WouHRrjc7AMowNaWpItSHNChvKVbm5bKLNAZ571EVEn4NbFwkJa/MTZMms+15qBalRZHWVs32YrwAVYNsS2ygBnhAuU6kgqlkizxIpTehD6EEUWGqhoBZI6jVJPfIcwBuCyaZhupUxMxkzP91j8/wy7/+M4aP3bGDbpGK2aWg1FM26olGHek3TrKWcXTYcPhsSBa78FopKP8Ew8bhko2Hj7JDOMGAwtDmLS9a6Hs1aRLM+yfe9boEjZ8/xe5/agic9LAZtNJmxpJlHnCgGiWIQS/qRpD70qIU+tVDT7roYI/DzCkxf40nXKCGlS+eL/HDWqchjFgfStsmrLI0sGbpg6RLYla/dCj1i6BLguvKcg9uVKOcuTQqDGFY7lucOPy227ei8fefOSw//5vvvHvyTH/t/Vpj1/xjgtSgMumvLPz3snf3pRtiXc9MBfiDoD1wNQ5Jq0tSS5tnETNscwKJ8NoWEsSNf1hSyJQf56Gv370wRIFlRBkrWFko/T8FDvtUIeNLglfUs5AVb1vnGniAKJVEgqYWKWqRo1iTNumWioZlsZky3Yman+mzfsMzjB2I+dv9mpqKQDU1Dqy4cuGuSRmRoRBnNeszj++G5fXUun7O57h2lzQex4uZdliu2D3jihUn6sWUw1PQGXg5yn3pUoxZN8j2vXOG5Aws8tncjWIUx2q1wmSVLbVlPMog96kNLLVJEgSEMXN4g9AxeXmLsKZdXUNIipSsNRlgXIwlKaVcCvTjM6FkbiSmdquJrKuw9AnQhQbP8952d65waVxYAw8TSH2o6Xc35laHM7Nl/FwTNoNlq/gKQfMMAvrTal4NB/+e/fP9v/+RVG48EUdii1dBYFEoKfM9t95GmRYZslEzQJdAr7J2fDFMAOAe1tSOv1toRuG2evBnL9Y45JvmRJ3RcZ5BwAM/LboM8+xcGiihU1EJBvSZo1iytumaikTHZjJmZGLB5bpXH9g/4+T/YwIlTk1w6a5isQ6umaNQUjQgakaYWpQT+kPbQoqTCVxYpR1pAG1d0lWYBrVpKPzP0Y1ex1x9qun1Ju6aod0OisMnOjSn//ofa/NyHJV/duwGLwliD1oZMZySZIUkVw0QxCCW1WBEFkjCwhIEi9Ay+7/x+T7mssFIO4CqXKULYCxp0TQXsDtyUILdmBPAyjir0d/66yENkBXNrSjmSavKaF8swcSW43YEmzQTP7j8d3Hrj8Ec3THn/8RsG8DTuYG36C888/vC/OHP6bHTTJZYk1TQihTEghXJgSiSJh8s05ulgXRY+VeXKiLlHcmWUcbMFU5fAHh0VXJfFUxTJnBLgAqWcXeapoqZcEgaSwFdEoRvJUAstjcjQrGta9ZSJZsJ0a8DmuTUe29fn5z40y/4T0+yYdg5LsyZp1KVj75qlHmnqUUqqEz7ypSZSKXxpUWJkExorct/e5/u/ZZUvPpXQTUL6OcB7A0W3p2iHHlEQEvotdm3L+A8/ssy//ZDg0Rc2YKxEG5dWTzNXaBYnhjhy5a5hKIh8QRi4zGbg2TJj6ymDVM4bl8IBXVTtw8oJtbl6sUaMrZjWVECf/0xXwG3yehedx1G6SB7lcjXN0/9JXqU4yPtjh6klMR4nTy3NCm7+xOLS6mNSyp+Zmf6b7S30NwZ4Z3U/WHNrmD1cu/UqTZb5BL7LBBrjIQAplQOUV6TRqRRByTJVrHUB8FHL1QjYVSaxI4AzHksWjwLgRQ1GkclTSuDlBVUO4BLfl65+IxBEoZt5Ug81jZoDd6uRMNkaMDfZ5vF9fX7+g9O8eHyWrVOCmUZFmkQejcjVr9SijFqY4Psxp5en8JVASZPbcqMgU2tJlik2TbnkSSeN8ppr49hsKKn1FVHgE/gRvjfB7q0Z/+GHF/mZD8BjL82jjXQA15Y00zmTG+LQECWSYaBKCeb74HtOork6FYsnyWUKiPy5ivEC5xZReubl9TAVeWiosHthHIi8DqioeXFpf11WeZqykGuYWAaxq1BMMkGk4JGnvXDf8VNvuHTXESGl5G/6+BsB/Fd/73P8//7Qr//oXR8INs+cZOOkT38YoqSf2z7uFLnpUhIlIVWCVEHmFRosd1Ryd8VUWTz/2o6B3J1uWwH4xR5FSrqoEpRSlNJESVnpCBIEPkQ+hIGhFllqodPP9VpKq54w2RgwO9XmqYND/u3vT7Hn+BybJxVzDcNETdCMJPVIUa8JapG7OVyqP+GxvYLeMCBS5DeZ0+BFE4I2gjTzaESK267p8viLLfqpkymDWLvm3lARBorAD3L9PMlV2wy/9KML/NTvwqN750mNJDUmb5Ye9WDGgSQMjGPvvDbFz29ud5DLlJGMk3mWtwry6nkeJxsqNS3rwT0CdmEsjOSpW3GyzL1PN7jIMkhcZ/4ggV4qONkWmIUl1j74yeBzH3xVffXk3f2pbf/jAef/MMAPHDrGFZdtnfyl3/iL3/nJ35KvvP6SjLfd0WPnhjrtbjNfrmQRlKOEA3maWhLlLCFfj1LCRZBZau8c4NYUbG1L9i6BbYti/tFDCFdQJGQO7rzISJUAdyzue47JAt+NQYuCvMAq1NRyedGsxUw0B0w1Ozx7KObf/v4Uzx2bZ+Okx1zdMFGDRiRo1BT1mts/07G3JgozmvUhDzwXsNaOmJoapcmL92zyACzVivkZxete1uOBJ43roklMBeSSyJdEvofvBXheDSkNV22z/OKPLvBTv2t5dP88qfFIiwpAbUsmD1NZVhcGnsTz8iIsKVBecW4o319xExZSRRRVaYyvmOsBbiuSUpfgdtdwPbi1HtXpJ5kdleDGMEhc88TCQLBz8wrfedsa33pb/MpjL539wOzO97xv6fzJtdkN2/7fBfjK0nme7az8VLJ2/Hv7iwP+9OA2njq4wJ/+mxXSzHf+aN5m5hjVlbsmSuJl5N3ewlX6ZSL3wyvaLT9ZIzliL9TbRdUUrqA2/48ifyErNd5KjSoGPeWalH3P4vuusTgKDFHgGp3rUUojimnWh0xPtHn6QMxP/+4szx7ZwPykz3xdM1G3Obhz9o4ktdCxfxRm1MOEzMR0kxChJH7B4KUGL/SqKwxLU59GMHTlAknEVAHyoaYfOAYPA4nvefhesQGt5dqdll9533n+1W8bHt23gdR4xFqQaJOzuCBKDaFvCXxB4Jl89ZJuNctXNHd+8q784rlSmFXdwWREMOPgLkpwSwOgrFIcSVCtR/X5RZWia1CBQWIZpIJBKmgnkjTt8R9+cIldm6c4eEJybmnxe3eZ5w7rLP2Z/1cZfGXxNFOzm3d85pMfvi6SK9x4RcTMgiWcqiPEUtnxHvpZKVOkVC5az7Wfp/Jo2oD2iiWssrwVJ86IsSWxQtwjgBesXbko5XKbd+ioPJjyPIuvHLADz5bVg5Gvc92cUotiplp9JhpdHtub8b+/f5ZnjmxgbsJjrqaZiCzNHNy1yNmJBbhroSYKMlqNhL3HLPc/3SCQEl+5zprqXjcF06VakRmPV7885fJLexw+UWOuTtk1M4w1/WHOwp7C83xXGy+dd33NDvilH1viZ37X8NCLcwzTGrGWJJmlnjNk6LtZMoFXrF4mB7hEKV2ucEqKCsBFGahfbPTZKAaqrK7Fymurq3FuIuiCyUcBZpqTnZvfIogzN1Y6yW3hc4sTDLvzHDnts9w5x5mVJ677sR/9kR3Hjp86vnPH1r99gKe9s3j1iZ2njj72nyNv6Ts2TvWohz47txjm5xX9QQtr3ViHwCu61HMGFyq3pyye52oQCnlSAFxXInJbsvhoabwwoMx1/npwC4tUhS1YdALlrO1ZAs/g543KYZARBRlRmFCPYqYn+qx2+zz4AvzSH2/k+UOzzObgnqxZmjVBIxKlV+6cF+PYO3AAr4UxidYMBxGRcjeZFGKskq9IpLhA03Na3ouJcyYbAdwQBJrA9/B9iacUSvolwBFw/SWCX3rfKr/6JxmP7pvhTLvFsCGZ1JZm5qYNhPnhlxLN5teDCsBHDF6+XzHO4BeA3NpRE4WllJVlTkOPJ/NcB1Feb17UmWcFuF1sJgHfr/G5r/psmZD0Y81qZ5WEpe/40n1f1TfecMP/sv/guWO7rvjv29Pzvxvgp87tQ8j6LVn3ibdPh08ht7RI0hQlYcOMIUkilNJ4SmN9Mar/ECp3MQxK5bXbypYZLZcMsKWnagsdjigZosreY/AuLgLVYMnm8qRYNRxze54ZDQ3ydQnuMMjBPd1jcXXAL36kzqe+OsdSb4q5CclclIM7crq7ngeWtVBSD23O4E57R2ECJNz3bMBqGjATMlaPjahqV/fZk9SjFXq89sY+j+1P6KYhE2X/oyGIXa164DmAe8qipI+QLkGDhd3bJL/2zzp89rEBv/DBDZxammIw6TEZCJqZoZ5BmLpBSYFyA438ItCUogyCi+dqoF7arusBzojFq5LFFHKlYgHripMykihuXkuSgzvOBIlx17XhKZ4/KFmYdPiKU8mTBw7hNWbePjenPrLWGR77W2XwbndAoxFd8bkv3//P73vwSd788hUu2xbTH4RYK/D9DN9Pc0/VIKTNbSeLyuselFSlTMnymu0iu2XGkgYFCMTXdUxEqbtNHiCN9L6TRK4O2suzd77n5p24WSoZUZASBinN2gDP6/PAc5oPfK7FZx6eJzEt5luC2cjJEmcBFj65yg+RM3eVvVM8L+aRlybpJx6b6sX7Wc/gRVLLVdNFvuLWqwZkxgF8kAqGhRuSuJFrvldYnCoHoss+5kM1mJ0UfO9rejTDM3zwcwMefGmGc2mNfiRpZZaGZx3IvTwOUTaPS2wOclu6TkWCTEgX44ivJVWqAIcxi9cWLooZDSEa2YV5rXneTDHMBEMtGBhBZkFZsAnEKxJtoZvAzo0DNjYfZLZx2T+/+YbXPRPHg4Nh+NePhPtrAZ72TvCXX7qHjXMTm5/dc+hVH/m05MGn6/wfP7TCHdcJjHZtY66RV+TerEJJkx+ee1YGL1OkKu+6ybu7tV6fCq6Au2Du9exd6EMxsrZknkyRyuBJi1TWpedz5vaVq8UI/ZQgSIn8hHp9SBD0+eN7PH75D+c5vDiNH0ZsbAqmQ00rtDRCaOQd9rXQZTujPCHk6ld0vhI4ebLU0fSSgEApAmnLALNAiANCHmhql/BJMp+aP2Tj5IC1fpNBKvJxay5W8H2d23wqtzvVKDlTBq6u8vE77upx89WL/NIfDfnoF+ZYyRr0Q5+GL2l5rgYn9CBQlM0QnrKVbK8tg/RiHNzXYvERyKsJoVHRXBFr6ALceRNFwd5x5hopepmgrwWpcTNqhLX0rUVloI3mlpet8gs/vMKGeoOzp/a+amlVbzbp2sHnXzrJ9Vd/fVflrwW4Nprv/va7dh4/vOf9xI8xN5vx0HOT/NsPaF59Y4+ap/meb+mxZcYgUNQ9RZyExKlBSY0UBik9pLRk0qK0JFOufDLTo4qzIhtW1EB8LfYeSRNbLqVSjtLOSrosnacK5tY5yDMCz0mSMIgJ/QHHzmf83mcbfPKhGY6cn6JV95mOYCrUNEObp94LcMsc3LJMCkW59g4Dd+O0GjGfeMTj4PEakRIuY1gAhRHKyzEO1unwNPPYvQPecnOXD3x+hl7do5W6rF6Y5HGDMniem7brtHMBcr+CNkcw22cl//t7+lx3ySl+9zPTHDk3wUpWo+97NJSgngM9kNbdOHlALlVOEpXMa9VVKQLl0s8vVyQ7BvSqXWgsZbyVmbwNrugUygQdLRhqg84SRJoQeAlKZmyeS/gHbxhQ8zJedUPCXdcKHn4+5cvPPM1tt1/3/ssv/5Zv7fXW/lqp8nUB3u6mhA2Px595bOu5009ftto7w7GlOUS9zhOHA545mCJtzEfuG1LzE268bMg/+a4uV+1Mafkh/WFYlmYqZUil5wCel1t6lTJLMyZLRJ7YuZA2qoziQG5HAM+LiFw7WlFglLnOHS8jDGMCL6arE37r7oAPfnYjp5cnMarG9IRiOrBMBIZ6ztz1Mn0v8zqVXJrk3nkJ7sBlL+M04eCpkF4SMhXmLk6RdBIjYFSTPZmWpKlHq+FxydYEFQ7pJk0GgXCDjAqAezpP1CjnY8uiBPhiwatibqLPj39Hn7e/+hwf/GyH3/vzGZYGDQZeROQp6p6gpixhZh2bSzvmixdAL0kE8qKsi1yWwvm6AOSjWn+dlz2n2nUL9bWgmwkSrbHJkEj1uPaKLv/0u7u87NKU0Bfs2CSw2kPrGqsdyY5NCZ3hWY6deuayHVv9rS+75vZj1iYIEfzNAD7on6XuN+asDe7+1//XYX+5ux0fyeYGaOsTG59E1ziyYDA6Zc/hmAef6fIv37vEO189oB7pUhOnqas/VlqiMoOnXF2x9kSZ/Sw7QbiwMtCNbysY3I5JE1nKIZtbXw7cntIEfkoUJAR+QnuY8Mjzkj++p8WfPzTDUDcJgoCZQDAZGBqBpR5a6sEI3FEoCUNJmEsTlxjKnYkc4IHvMp9Hz1oefKpOkvqEDXtBgFk8TKnB3c2dpArf93jdzV0+dm+P/acaDCI37yX2LUEGfmrwE+PsPSlyrSxHw30YEYM2ksxI6qHHhskB/+p7+ly1Peaj9zR5cu8Ei4MGQxXg+4rIk9QkhMriS4tfTBoQdkyPF59hJFdG+p8quBmvIyoaWDINiRHERtDTgn7e36n0gKmow7tes8b/9gM9ts54ZEmNJPPpdnxS7RorjBVIaXnfWw394VN+I3rl3ecW2y8zWWfxb8zgUTgnDx5+6ZY9T907sbmeMOUrtDFl8JAaZ/EMtKKXKfpZyOG1kP/1NwI++/AK/+YHO1x3SR+EQYrAAT3zUNLmtcS6rDUeed6F730hTRSsXfRWFuWexQrhtL5GKU3gZURBgvIS2r2Mh18Q/MHnW9zz9AQr7SayFtGsKSZ9Sysw1H1LPbDUAnLWdsxdCyVRoIgCQRSQV+iZHNyG0Hf6W3kxB07B6XbkEiu5vh1PnIzcB9cHmZeQGkmSeGxoCa7YNmDPiYx+6jv7LIUgwXn4SucSpUjUgFzXmVPcPIUNmWpXH/6u1w144ytW+fIzXT78hRZP7m2x3K3RliG9wCNQgkAKQonr4RTWNSuLdan8EuBi/eUpA01rhft81unuLO/YH5qigdlidIJMB9x0WZuf/aElXn+jxto6a+0aSRIQpz7pWL9tYUYoOn3JU8cenLjpZu+Wq67c9Xm+zvCgrwvwleUz4WAof/vhJxcbrbqkYckzUpSHGymgGaSCTipZVRH9oeRT90uaoeVXf3KNmVpx5zswVjtDCi1qEWP6u3iUp7HU3Lb8/xTgdgyuUVITFG6GTFnsZjzwlMfnHm7yqQcnWOg0EFGE3/RpeTDhu06emk8uO6AWiPyQeclprrsDQViwdwFwLyMI3I1kbcp9T4ccP1tjdlrgS5MDQ4wafatgGKubVgxinx0bBK+7sc8nv5rQS30GqSDyLUHmWDxOi1JX7TR4mZCRYzLFHeNNClnmUQtj3vWaAW+4eZm/fKjLZx+u88DzTRbadQYiYBB4eL7CEwJfCnwpHdAFKJEHn4Uux15MqYyBW+cATy3EeSNzZgzWpBAP2djo8pP/YJm3vTJjrd2k268zGEYMk4Bh4ru5N2k+MSGTZfdPpiHifCOQ9rdPnTlzFTD4GwH8wIF99Pp9GkGMnPbzxgVbmvWjAh+opRAmBk8KFmxAXze456mET90/5PveEBP4woFUGrR0vXxa6bJFyjHAeKPwCOU5qHG2YCFLHIubkRSJUgaxZv9pOHZG8adfmuDzT7ZYWGlAEOG1fOpK0vQtTc9Q8y01H7djRACR72YSujJTWTlE/nObg9yUIA981552+Ixhz9EQfD8P2mwlRS/GbIhiOS+cFOemuHHO114Sc/XWHvtO1xlEgnomCFNLrMitPZOzd+GmFDbeSKuUPnvRnGBUPn3AZ5j41Gox731TzFtuW+Oep3r82b11jp2J2He6TrIWkoUeQ89DSomS0nnkQqAAr9TkF1YflgyOKHtsUwtZ3pdrjQaTgo6J/AHf+Zo2r395QrfXoNuv0+3X86H7AcPEdSsV8xOLWYqphiSRdPoJjZlDRNHXtwq/JsDPnT0j4nj4z//qU3fPNuo+QWDLKrDyuVLXO0yctyoQJFqRhAEL7Rq//EcTvP7l57l0UwxAJowbZp93v1c7R8j1XBXYMGLtMqgUjsXCMENJjdYZZ5fhS1/xOXSqxgOP1zi9WuPwmTqEIarhE3mShgcNzzgXwbeEnhscH/rkIC4OmR8qBzi55s7B7btyhCDICLyUKEo4ugh7j9Xx5bg9WEoURvXgZR1HpSMm04os87l6x4Ar5vu8cCSjn/k0U0HsQZC5oiRVAbiUAiHlGJNDtY6+IoPK4F6Rap/YD5ioJXz/twy567o2p1c73PdEwJGTIV98us6Z5Qid+RiZe4pS5ZlNmX+WfFqWEGNMXtXiLsOZCzKjwWQO4FnMli1D/vX3d5hu+qy2QwZxRLcf0e6F9Aa+G+OcinzWpKgc+VD/1PLiSwdmv+d7vuefnzlz5lc2b9580QLTrwnw5555FGP09yaDlcZMS5Qj0pK8Eqyo6y7qeotoHyzd1LIcCzJPcmLB57nDPpdsifFUjBAGVc4tUaPxDhfo7jwdjV2ntTV+qEm15chJwZ4jii89XueFoyEvHa3RiUPiJAQ/QLU8QiWpK6h7llrFBw69ok6jKJt1deFhLkuCQBEEMr8B7Eh7+9plFv1C56dYk3B+RRLbEM+TBNIt61JWLbbKJytclHz1KrrOk8xH4DE3nSDVkF7q0/eEczrSUcGYp8xYBlKKShRbDDtCYM2ok11XBiP5WpXjJ/pxwMaphO0bUl5+acwgGfCDR9u8cMznS4/V2HM04siJkDTzsKHCSplngCofDnkRBOXZHixYPTpMhiLlxsuHbJvXZGmIMZI48ej0Q1baIZ2+xzAReUtb7p1nkK6rJV/rLjQe+erj3+sp9Sv/Qwx+7733gO4okewVG6aHDGKZz5IupreOUq5l8UzqCo4yo0lWIB1qRJphMvize2u88c4hDZW5znApnUa0ssLaLiYvymw9z4J0w9zTxNIfuu8fOyX5k3tC+qni2ZciDp0MWeoFxFngZh8rH9XyCKSgpqAuLZEHoWcIVV54pBxrB75wSY8quH1JkMuSMIAwIHdNXMrcDd7P8oxoSi1KWFjVfOnRJu1uyNSEwJOmLBkoQH7B5c+v/6iHURLHitkZxRtvG/LFJwecaDcY+NLJFA/8zOLnQFf5eGQptbMLqc46keXfMNYb65M0OZNrT5H5ilR7pKnvrFQ/pRGk3HVtyq1XJbztVTEHT0qe2+vTTxQf/VKdo+d8EJL+wEMnZZ0tVnFR+7AMqcuJB5q6zPieNwxQgUWS0ainrPVgretzbiWgNxDEaV63ktlyQGiBszTLM7yp5YGvHhBvft216uGHvpTdedcb/vsA7ikLqvlbvbXu9TOTMcOh77otiiUj76srMpE671Ax1mNmKmFyboXYrLK0onn+aclaR9CXAl9ZrM3HOwDYCvMU5a8S2j3Bc8/7LHcktUjy+F6fTz8UMUwVw1Rx9lyAER6p9TAiAM9DhB5KSiIlCKUlUpZIOqYOlC1T1IEinyIr8j1+8r7MEtwq79EUI/b2DUFQFGjpkr2DIEWphK88o/jkV5uowCOUNveU1ydJLmTwwgt3OlySasVw6PPW2wd86pEOH71vgl4W0ch1uF/o8JRRSULeLSQKRqWQDLKi9cWYLZlpSeY5Jvc9ReZ5eJkmzXy8JMNTGZ7STNdSbtudceuuFCti3vGaPsPUFUj91cMhT+wNqIWCpY7iuRd8On2JkOvdFTu6vvmHrkvDRNOyksGzz8C55ZRBnHLmnKDbs2irMXlA6p5zxZADPs7ryLtDQ1TvXz891fytTPPj/10Mbs0iiNnWuSMf3XWeNdXvJwwDQxh7xInMh1060T8a3OLOre8ZNsyk7NrRZnZ+iU4/5fEXfJ7a7/O//Z+TOaDHRPb4H8+bFNZ6kif3BHTaCqkksZXExsMKBUKB8kB6IBVSSnwp8SXUlCWShkA6IASKHNw5ODzKstHQd43HQT5Mfz24w3wXtyAwBAXIfV05MkIvxdqE00sBSRwRTkiCvDxX5VV5Y1nMSgaw9P1LkLs5I0nqM9VUbJtNCMSQQRYyyAQ1zxUmFTUkShX+/6jqz+njUWuctTIP4k1lCL7J6/FH0ijLtMsbZApPeXiec6TiNMBTbtSEVBlb53Q+bsJw1c4BiekjPUOnI3lij8daz3VvXeATVO5ukWP+8Rd9fueTdZ54vsZap8nUVIurNms2TAzxPPJJvNWWt2KLR6e/Bwl0hoLeqUR99cX2rn/5vu9qnV9e7myYmfn6AD93bhWlur/ywFMvvmYuPMaOeWffhH5QbnmRFhNc8wskcCc8CjVTrSFSKkgjNk2mvPWuIb/2pw0efjzKzVTHLuXHLfVjQXUSKwRG5ihBUXYLC4mQ+QaxQuALiJQlEDZPVOR+cfGsKs9e3kmvyLfeowS3a+tSBDm4A6/wu23eMGDzij5DkGdHfT8lDFNOLhn+6IsN8AJ8KUYBZilPxAUMXk2MFENCC9tUawfy73vjgL98YMBL55v0tE89c5vSuipAW2YcZb4nT/m3SkCJEWkWeYbqIB5jyloYz1P42iXGPE/j6dx2reYWpC4tWSnca08aZKaZrRu+7Q6DkJn7cPkoiiJ3Ubr/xaVWggefCPmFD0yQ2AiiBoEJWGprrDaEvqt0LAVOXrBVBJhxJujGgqUYNjfOIvWzrzl56hW/kunsH/+1DH7ffffjKRn8/icsUkT813/eZaLpovcwdeOK3Yji0f45Qjj7Kgzc6GHfy3It7fZXP7fkof0cqEWQghg9I0twu+9VnqUsW9AKUPvS1VEEwjXOBnkDrS+LptrKa4/KHJSCtUdd9SOAy1K2hIHN5YupBJSOtf2cvQMvRcqE4+cEi50I4XmEkjF5Iqv3LyWBj0mHMeDl+jjJfGZaMTs2Dth3LmagPYYaIi3wM1sGmyor0ulm1EspVOVuEqUMdnMBi5bAcaB72qCVwPMkXlEo55lySNCoItQglUaJYjKWKfMRrqqzeC+FQWAq7pfJf8fgeZZNs5pLtmr2n3DvdahhdSjBGrdLhRrZkKMGEbeKDTLBSiwR/oCffc8iW6ZnePCB+wO3+dZfA/CzZ46DENxyZYfJliEKMjw5RApbjivWurIDWm7decrkZagJoZ8Q+ilaGn7nUy2OnwnB852sENLJjOK5BLcqWbzsqcx7On0BvnDa1pMWX4zSycXUVNe9QzncxysH2zs2CPLufn8M3NI9BwXQi+CTHNh5908OdFfV5zZ6CoKUjJTPPlLj/GINf0IRVGs4qg7KejE21tO4fliOYhi7CbZvvqPHI88P6WQRfc+jlhknUbJRlrSsgy9BVvylItAUjGq1wZg8G61HHrzvCQdw7aovlbR42pApVWHyUUnEiMlNXvBVgDwvl6Yol84BjsmDYYuUGsjYuTHjfd/R5ad/MyJNE4bKZyn2SI2gnjrLWVUAnhmX6h9mgp6GXgaRtXz56Qk2tQSt5tGL1lWPAbxz9tPU69Gdn/3i4zdfsz3hzhs0UajRpsdwmDKIXW1AAfAilyWFqwFxFXsxtWiI9GI++vmIv7y/ydC6QBBRgFyN2FrIPIEzArSXH36ZLhZ4wpagLpbnIpniVdrTCmB7eT+mG5VQDPupdtVXAF4EnD4jUJfSROfuyUh7B35K4CecaxuePlQDL8DL5UkJvDLjN87iDt9irAJvxKqy9MTT1OfGy2NmJge0V+v0M0VdgZ+5z5Joi9IWlVYBntfHl38oHyFNZVqVseUEWGNNyeSundCxuacsWV6N6fo2x8Gt5CiTLIqMcgF2aZDrAC6lRhrl/o1RWCvxvZS3vXrAMwfX+ON7FFks6RARG48ok4SVUc86TxglBhJtyGKDTTK6VvGBT2zgjuvgluvCm6+46s47f/NDX3r4n/zQGy4O8MNn+yiZfVsQLt4QcYp7n9KIvM5j17aUS7dCMvRJUo8k3+bPFgCXboh8GMZYmfDRL0b83PunOX6u7vbDFj5IH6QDt5McI0D7wuZfF6nhoqotXyHKhoaiDWwE8IK5XXNx0amSvy4BPgJ20Xzr2DvX3B6l3i4sQTfTbwRuv6xOTBGkfOahkEdeaCJDZ0v6RTfRuja6UcXf+mzmutFoJh9oaRSDoc9t1wx4y11dfu8zTRId0tOSSFvirHJTi4pMkbJsABn9qa/F5G5rF62sWz2UkylaSXSeTMqUrBSxmdK1KQEuR8Aesbm9CPCVw5F0TF7cYJdtTvj3P9bGIvjYFwxpmhEHIYnvsqgyX42MsZjMYHUGccKlW/vs3h4jpSAVdU4vKDpp/YYN0yvflqTJwxdl8BcOnmZ6svnG3/3YF9/zl/f0mKi3OHtGEscWJTIu2Tnk5l0DXn9jzE1XDqk3nHZ1DopFW0OnbXnhhOQj90zwyftbHF/IwS1H4FbC1R/7JUMXIK8U9pRgL6ZS2cpr8rpvxo6CsVWVvSsAL4b9VMHtximsY+68ZzPI29t8b1yauCMlIeXP7muhbYgqs5fVALPS18jIvis1eMHi5UyRfN6fLoJND4HPu17b5yOfjVkzKQMdMdACP3NxhdJ5EiwTJaicXbhei8qKNVnU3efa37P5TMg88DSWzAg8LfOsaQ5yLXMNLsvO/lKqyErZcpXNxfjPdV5DY6Qrsutbyfa5hP/jRzrcdGXCR+9pcvBsRGctQBsPLSRYix9oWo2Em3cNeMMNfW7clXHFDoNC0k+6HDgZsHUu5tLLr3zP7Na33x/3j30xrO8cB3ggUqSJL6/Z4WXdRcOCnmOQQD8TxJnl0ErCg88N+ZPP99mxacib7+yzfV6jtVMaaz2fj99b48xCyPGliFjnWRLlg/DwpAO2Cw4L9qkW8ozGK8hKFVvxvQLUsgJqKRjrK6yCuxiNMDbsJge2p8TISSnA7buOe9eYbHPmNiVzexX2Dv2Epw9JDp6JsMpHSUkgzdhnKZp3qwbROH1XNTisH26ptSLNfC7bnHL1pT2+eqBGqgIGmSCS4GuLlwl3XorS1ixnciQCsz4vXGHxwp6ssLlHXr5s86DTorRzbKQS+c0rkbqoubeOZavgXidbqlLGyROJkQajJEbKPB5QbJ1Ned/bEr79VUucWpB8/EsR7b5CSDdVePuGjG+9I2HHBstsSyEIyHRImvqE0uP67T7Lq4pzC95l4VR2eZbyxQsY/NS5ZWrtPibps2MahpllmEE/hW4iaScRnTTk2FqN4ysxT++PCYQuco8YK1lLlZMiKkeO9PKLD2EF2H4JYFvKjXJO3jpgy3XAlmJUkF+UjKp8NJuqgN0BWpQjEvwKwKvDfxygKYFdZitL5s4dlCK49FIsKR+/r87ycg0Res53F6NJthfUoBQnecwHr0wOqNRxl960UaSpx+y05J2v6/L0oRaxjuirgJp2WrxY9ZQEmdlRkzAm98SLwtxcqqzT427Mw2jmoCfzNjMpUcbFE9pYlBFjoB4FnHYdwOUIzMKi5YjlXdGWwUiDNjLX9sWMcQ/fy9g+m7FzLuOGKwcY906xCDwkoXL7Mg2TiMEwpB+HDGOfYewTpx4ra4KNtRSTnidLhhdKlP/y+59ECEk26NCsK5qiMNQt9aElVBJfCtZUSKJ9ujpyBTTFfsFCQuicEZGXcpbALiSJHAWKsiI1qqAoNKwUo1S3qn6/0nUic2kiK8zthv2I3EqTJcA9zwE88PIBQAW4/RG4/TIVb/LXeuzwlOvceek43H1Pk1j6pTzxqyPQLlKDctEsNhUWr7gppgLySHu881uG/MHn+zx/pEaqfPpSEmjXe+pJgdRF80cebEpR2nROg5v8b43vW1TMGNT5jBqjyANOizIOoJ5xwawb1mkrQBcXAXjxtSxBrpTMwV5oeNeQoqVCaefQaONKBlSaN6vkFiTC5mW/im5cVEMG9AcR3X5IbxDQjz3iWKKNZdB+geP7DmC0HQf4kaOnuWTn5vpv/tb7L9l/oEc/34Q1SQ29oQssjDFuG2grsCgyKSsDS0S570u557sogG1HAVGlCElWwK0q3xsBfJy1R2MNChbPv1Yi/3+LCpOLEbi9/LUnKgmfEbirrO0r42aGlC1iRU9nlh8pyk84eNqjmzj55Vaoiv4W6+xBcREXpaKH7XovvKzhVujMI9MeDV+wa8uQ5w8maBMyMIHzxKVjXZlLlbRg8bFRyMXFNmXNT5nhzN+HZ0U+ncqB21iBMu5cGuPGb0hTBXfxPCoZKHpiS6kiXQeONnYEdGnQQpZN6G6lMMjce5fywsH8xTnSeX4gTnz6w4C1bshqJ6A7UCSpm3W51AnZkl52ydve8cP1bvt/6TcnNjmALy6ep9ttf8uG+dmfOnFsPxONEGshySy9vsbalM7Q4glLKN3CkZiRyhMU1p7zqL2yI6RwQ+xYxD/GyBXfeBzs5MM7xeh7JaOPwD0G7IK9pUDlWnukxSkB7lVkiQOxrbw2lR7I/FB5X2eQsNI1/MZfNFkeRIjQJ8jjCq+yqshK9vIidVbjQCef4mUqPZVGlqn7LPNo1T1+4ru6fPnpFstxQCI9BlISSFESx3gXvCgH2ouSxcFisEisLZ7FmE3pVQZnKgXKgJbgGZE3JK8DtqqCuvJ9ISpsbvMOrkKz59ajqSSPKlJGCq/cXmW0cZksbVSTj9pY6wacXvLp9lx20xhQMubKq6Z/6sypAw8PB4O/LBl86dx+PD8gG55i81xGFAX50uUK8ev1lOdPu3YjSy43VFGr7U5fYfFJSRlsqQrAxwLGytje8eCyAPY6UJf/pmjTKmSKGIFcVabIFiwuZe6iMMpoetaNElbrgO2PZqe4EXTj7O2rlCBI+NP7fF48XAPpI2SlNLaQVRW5VVD416wmZF3Cp9JuVpTRup5En2sv6/Mdd3X4g89HGC9kIAPCPHBXecNwWvx91jP5CORgyn7Xai2+tU6iKJuztiliGReIOrCPtLiRAmkKnW3La6xz+VJldF0BupQCnb/fIkhVF1iOBYObsXMngMDPaDX6HDgZcuqcm5BVSBKtU57dc5TuAOI4GUmUqy7VKM+wsRlzrt5F2whj3QmqRxlbNrf5zS/WELJFTblg0Vl5YjwwLHRzJfi5UG5UplCJcQki1wG9YMNikKbbnTgHuKpOZBIVBpfl3vOj+ukC4Dm4PZMXY41Yu9Te3sg18ZRjb99zU6tW24a/+kqTpXYIkY8nJYGoatOLS5T1TQFjw+Urg/2LPW6qwaY2bkfnqZbi21/T51OPDFnuhSTKY6ALeSTKlrKiZ9UN7aFsGhkDuS0kiyy9cWsFXsHmKn8tR+BWyl1Lo0ZAlyXZFEAfH75UfE/lwB0HvywtRDXmxhROTCVRJMidGUMtTJho9nhof8DyYr3cQdoC7V6GPykIJj0GQ+0A/sBTh+jVZnfe9/CD/3T19H6+91XnaEY11no+UhpmJ/ssPTsgTTeBb6nlA909UZn9t569KsAunQW5XpZUgL0O1EoINyW2wtbl7ykxCjbXsbeUIh/uzji4i50NvBG4x+WJWXdoNyio0N7KZS6PHhMcOB5hCBEyd0+kHb+RSwdFVFwNymizWosyYvLRxk/FpN1yWz6tyLQH1mP3joTLNg1Z3lfD6sCxuBa5JKQcBlRIlaKCUTAOcpdFre7FM/LJjSx2cHBgNlZgpNPnRromDSUsuiAdadFjjC1KVi+MhOLnF4Jf5j+veumFE1NJJkmDwtVDeUoThTFGtHnheI2JCYkU0O1BLdS8bfMe3vmGLf90887XPvsvfvDFY14gNCH9jVks3/iBTyWcXwu4YWeb1708pVEz3H2/xx/e08TYmismEnm1Xqmr7QUSY8zyk+t0tShOzLhzUp2mNDZCrMLSI6bPQZ1bhbIcBSxGNSlj7J1vaT0Gbuu+XwSX+cnz1Yi9y8NLUSrls19tcnCpBoGPlDKv/R6BW6xj7/XjIi4mU8wFAWchT0ZuijaKJPG4dDbhzbf1eeKlOhifTDst7us8u6tHDtRoAoFYF3Ca0ZuypmIX5oGnzN+LdClyzzjQa5WTlRkF9Hos7nC/JwuWFiMpI8bkCiVTq/LrQqqMQC2MLW8gJQUo93vaKKwN+JfvXGTzVMrdD7SYiOAtr+xx/c6M11wvUCJ4Y7eTbtSpOOZtnzdMTRiu3WGYqgf8/qc3UfP6XHVpH9+37NkXsTisEwQhTZWXp8p8tl3lA1a19ngRUFVLi4tLkIuButyhoXg9GmhfShY50ttjyZ7yGM3fKyXKuoCyOLzKs9Pgaam9a/WEr+5X/OVXGgyGAdTzxNW6jOv4ZNaSQC8+9sxeRH+vswyrUiVNPSZaHm979ZDPP9Ln8f0BtuEz0GEZ2Lv3IkYj7fI/VAadZS51fCVxz7k2V47NtXR63EocuHN2VxJMztru9egajbR1ocdzCVtl9QInxfeqQaqo/PtC50uLlaIw6xCpRQ4bvGJXn6t3rvGOV3UJfcFVOy2Binh6X5MXjgRsTiVJrPB6w5gg9FnqxSz3MwJVJzUTPH6ghbYgETQjyr7GINeuowKndZafHNVgVCWGWA/8CpjFGHuLC5+r/YdSjIG78MKr4C7mgZeVhd74COUqoN1INOOckoK9PZ1Pys0IgoQ00Xz+0TovnaiD7yOkqvj6owtXtiteJMmzfvhmma4vt2WpyBTrEmcm71119SkeSeJx1faMN93R47ljNeIsQEufgVEEmnVSMdfjuiJXKiAvymityt+LKm42g1HCgduClSIHtzsKaVIF+jhoRzauHHNURjJFVxjeXXc3sNWtChXnRbpyASMFXtmU7npNs0wR+JpbrzLlWIzUSCYneohaF2MThIzxfum3Pk/ge5xfbDPp1Zid1sSZm7afGncWVH4xi2GNxa4FXmkNsc71ELkUuQiwK3vnjP+OWMfcosLcFXALJ0lk5USXxVZlLYrNa1HsGMALSVKOVC7B7eYXjgLL3BpUKWGQ8MJxwRcfqdMfBNDwkcK1xRUr2GjaK+PHBfS9zp22uAtm7Viwtz7hY/JNV5PEpzmR8KY7hnzqgSHPHQnBC4iNZKDFWJGa0KPhnF8P5CXQLVg18p2tdGxerCoyB7i6CNClKNh2dJ21HF13VTJ57pDlwNclMYhK5nPkyjh70dm+1d7VTEuS1NmJ4Jo24sQnyRTYJrb9LO3uUbAZ3sLSCgiBMim7tiiGCbT7lu7Qkmi3dFZrQTw18rXX14VcoKXzaH58Wqn7wKLK0hUXRRSgvgjQVQXsRVRfgLqYjOqVDUCj2eCqAHe+T6RfSeQUIC+GdbqgMrcG/ZTMaj7zcI0HX6hB5NrkgvXy5CKHWHdc+Kiyd8VRMaNm5DFHxSi0VcQDn1dd0+fNd/Z58XhElvlYoRgID984zSx1EQOsS/p4TpO7zUdHk3sL9raV185BcVWF1rjzb6XAKJA2lyxmBHRpQRo7di2lBGkYY3UxFnQ6sIvyBiiUgCnB7kmLUQJpZF4MZkhlsTW6uyHTTNEdBKx1ffoDSas5pBYNMQa8118fIqQgTSXDoWV5LWPv8YxhWtz1OShL14SSNUeuyMUsPlEB+HpWH8mP6g3gtv2r7BeTg1vl6fiRo1JJ1Vd3c6gweMna5WEqDD4CduF7l9lKpVFehlIpgZ/y7DHJ3fc1AVcVKYQqg2xVBE8XALrwvotEmCj18CjAu7C7xxgnWwy5TNHCFSbZUTtbpj2s9XjXawd86dEhTx52GdXMKFdpWL3RdFV/j7d3O5lk1309Arm0IzY3UiDzjiBp3TUxagTgqg533xufNe7AKMZYvXjWYlzKOGCrMQ9d5VlUrcdLeAt70BhJb6DYf9xncdkQhBG+H2CswXvZro7rdbQJmC4P7pEs7w3cbmjeKIFRAkrgwJbbeQXYLmTkEahH7O1OjqhagaIK8irwCzlS9cIZeeFyHWvLyn48yoxY3CtGKdtxxs6DSa+QJ6rytcrw/YzUZNz/eI09h2puJIV0wWVQqVkXVUBJcYGTIiqMXZUntvKi2gBhKqMkymBTS0w+clprjzjxueayIa+6xbH4QDsWj0VQkSoWmYO72AVjdJNR6Qy2I+auODtKjtjcgdVgK8xs7Oh6lwDPAS+lyJ+rwebXMh4qJFj4+dI64Bdzy40pNb6nR9WNBet7nmGq1WW51+crLwVMNAX1yGCMxfvcMylSKJIkZq0z4LkjEYurgrlGJcWeM6Vcl2FU1bu2YOnybsxrlCugHv3OaLOjsitcjgO8utSNSaAKsIuVpGBvp71HW5eofEiOkyoV5i5twWLv9sIazMoj8FIOnhV8+PNN4tSHuutE8oUbTjlqxijsuPWSRIwL8ou5KOs1cCXQHC/CkuUINp1XGdZDyQ+8qc9nHmyw/7S7+bRRDITCM6D06PwLk0uTfF8f9PhqMjbfO3dMqpJFWpsHncIxuBVIUwW7yO1DRoQmGf2OGWfuMTLM8SKqnnmRDDSFJlf5aunKeKWWebeRLYlpw/SQb7uzz8YNHoZplFfDWoP6xB/99oZBv/YfP/7507uf2eczGERMRm4Gtpslko9ayDODrpaj+FpUsobV8tTqsxwvfipqRdSolFXlP3NuiKyk2ik19cXtv7xNzRt3S6r62y/AXd3KRFVclLIk1jUyuIaGBC0T/uDTdT7yxUkIQ1ARSnnUlZu5EhajKGTR1FztJhqdk1EiavS5qh1I5U1a+MzrblwpQapqF03uE1vDto0Jp5ckT+0JyPIeV5P3tioqYLpAKlXvM1Hei7YYcD/i+XKLkpGUsawvM6h+bSrd/Gbdz4uAdazIrDI2u5gpXsQiVcu02v1UvmbURmKRzE0odm8TTNdCJqZfuXFu4xvv9U6f3jcZiKVv3TKREEmPJHUjCIJ8o6Kxi6Eu5llXduaqSJFSdpTLuMjLOEdyRFSW9QsTPdUonPJud0VW1XjAVuRJwdy2ZPMS2CrvFM8Zu9DexcZZo+cU30s5cEbysS/XcfNXXDeSa9gYtcyVtdjF+6u4J1UnRVS/sFygv4spV9XakKpEsXniR1uX2dQq1+La43te1+eT99fYe8oHmWCFJBY+nhBOu2rBqHu22ldUChQnVxTIStCryueRy1PafUVAKauMPsKAKdhbrGP0iqSr4qPqsEgBmagkDPPAVOmR9ajybiZPCYwyaOuhjaQ3CEgSxakFSRL2v1UGxya9k+csnZ5lqinpx9XgLS/kKbpjLpp8qXrYI6CKKqgvprXX3QxVMFetwyqwx/aQKaVKsRWeGelxz5ZLl6psZaK8UbbS8/I9g8ZAnqFyeaJVxqcfbrD34Eh7CyFdQiXvoCn7LisX7qLHBQr8wubvizFiWXiVj3jwKr64yeVKknpcdXnMW+/sc/hjEYl2g5G0UAyFxK/KFAGUW3VXEj62gLnzu1Hum7YK7Pw9yeIwVaCPZIaUIIqficrmW0ZcAPCq/hZClDJGiJEToys28ygBJFyztXSTADJVWIfGlQxrxXLbMDmfMlFL8DbNxggzBG/AWr/BZJ2ydnq0zI78zJF+EiUg1++rWAXzaPsOUSZB1gefVXBfkOkssl/VhFIJ7BGLywprF0xedUsc4NcFl/nUJk9lKOkAHvgpR84q/tsnWgxlMQVglLksdkAYtabZMaYeT42vh/Y6UBcBZmXpH+0FX0365K+1dE3BuRbPtE+oM/7R23v8xf11Dp/xQKYgFKkIGAiB1JX3WHFUqjbl6LYT5XsrXBRT6m9bATQXsrhwDkuh+YtAs7jOwlRJsPL9dde/ut1LVaOPXLbxFL7nCTJtCLTA9wyTzYRMxpzvGgZC4K20A/YfD3n0xZDZhgN1lPcrjvTyOllR+YNjAJdi3ZvMN4OtWINi/VJ1EVAXAYcoE0i2BLvzvit7YVZAXd0bsyiqV16xvUkObDmSKUpplKdRKstlS0onMfzep1qcXghd611eFltYg4U0Gbs5vwZ7X9hLf/FgszrOzY0crgJ7vatS8cXzevGtczE/+h1dfunDAe1UgfSwRhELz71fXex3afM3ZiuqfMTkRaLHWPBsweSjILgKZGnzc2Fd13tJajkgrbWYAh+maIixYxgSZhwH4/Lla5Bh1XFRFk+DpxTGuABaG3jltQnnBxkDbfDCWg8/GuJ5hkYEtagAeKVKb0yGrNPa5fO4Rbb+bhUXAbWogETIwi+tsnq1BHPE6OPB2HgrVSFNVDnXY7QhVemYVA5VpOhVihem/PlnQt5/d4tY54NShELm8sQfY+4q66zT3Ih1QP9r8G0ZkwTrkz+2krrXRrrx02aUwo/8jB9/Z48DxwM++GmnxUGihWQo3C4NxXUqmVoUHrhYFzhaJ1XylWRMnhT+dvG1cLXjpdwoGF6Mkjci97fFGNjHMTOOpa+NmTHdXrbNuS6kTLvVxvd8hBAMdEI3i/HueazF4mLMfEMyM+H2pPHzNq9RSl1cBNCVN8CF3/uaoK5+v7xR1k1pKoE+Duyi/FLmTO1aoew6Jh9p73J/zhzcXiWgLLY88aRGSSdNVlbhL75cZzXxnV0knDXoCdeCVwaVwl7k81Q2TK2w90VlSkVzl5rcujq/svvdrC+hXZfCNwqlDUY6Fp8ING9/fZ9PPlRnuZtH4kaRCd9JFQqpUnjiAmFt5f3ZdTedzW1BcpmSgyuXL6VUkeTSxI4kiygkSW6hymosUFjHdh1mxIgcZEEW4kIcUdHtpQkhiJUlzudmZmmTG67ymZgUeJdvkkwHimwtoFEPGO3g5eio+B/DqJi+KOAf/Wwc7Fzs7mMd443tc1kBuhxF1Rey+HhrVLU/cLSFYLGPzbjvrdS4NCmBrlzW0qtnfOYrEY/vqWFEMb3WDaDx5WhuS5maz5d8CV/zxq6y+jpFMg7yatq8skNZ1VIzuYuirCxBboqBndLDMxm3Xpvwllv6/NFnfPBSFzEKSSI8JCJP4duKk5Lr8KomL1YUmZtvpZOSr57FqiIc8AuglyuvHU9+iQrYqYK9gqcR8CurHyP8rV8VR3gbNzSkFLR7loXlCNloMNVp4F2yRTJVU6RdD0u+m5UdZ5fy+hQBlKCyHK/7WlQAjh0DuKgAeX2wMWJFW5EujsFF0cdZsPZY4+uF7F1MRB0Ht0YW35O6dEyUcoPfD5+QfPgzDc51A+eRCidPVM7enhSuM6UqoS7GLpXj65F4oYCrRU+ulaxS8FRN9hRecV5wpEq5MtLiGxqa976ly8N7Qg6fl24go3HTemPcpAOZQ7lgbWur7+HC+hi5HuiCUn9L67xzk39thJMxJUOXensEZGkspgJY1q1+ozKHQlKtx5koz2e57hRkYVzv52CY4rc0s0ODd9mWPp1mHzsYstaTDGK3J0qmx4369VfI/cFRjUP5ZitvaJzR7AUsPr7UFwMrq3LFlnJlvCzVXMDgxdbd7vWF4FZ5gDnG4Lk0ibXhd/6sxYNP111vW87eQkgCMdpWb6zlbl28MHYlRPUcfR3tTeX8FvkUK8rgrjp9tprVrB7aSmQ+WyTLNK96ecKPvavDz/+OT5zlSQwhMUIQG4kaq0gR4885OyNHN12pwQvGlg7opeYWNmftyg5sxXWtuigXxYMYva6qhJJM7RiYq2pqBGxbGa9sGcaW8ysp/pRmNTV4n3nC0ApidkytEQQea12PYeyG3BeTj4oAiIpuHAf6+MUU660zGPsgo6DBlkt9yeTSXihXKqAaNbiOy5PR3LyqHMnZWhbuidu0SuXMrVSKH6bc96TPJx+oE8c+1Ar2dsPcRx0764b6VCJ9xDi2y3NRYZwK7kcgHyUJx4O9sj6lIlPMuG2orcjlyiiFn2UetXrG21814J4HB3zpCW9U3yokGYJBrsLFepCLikTJPXFr3U1d1qMUCaBikpYtWNudH7OusM4UzG3GmzDKzSguYOdxoH/NRw7sUb7AzQ6PU0u7ZznbtXz3FX1uvKqDRxZhRYiU0KylpJnrcUszSVZaVJWi/HUgHwf2OLtfCHLL2JJeaa1aH1wWrF18XR0sUwK8DDArAFcjW9DN0jOjvSVVRZpIV1C11oXPPFRj/9kQQkWxc0SR2PEriZ1q5eB41lJU5IoYB3rlvFxA4cXFqqySZsxJGU9RV1PV1oyzuTYKaRRp7LFrY8Jb7urz+N6QdiJKFgdBhsdQ5IGhWQfyqpMjR8RWgluO2Fza4tqIMRdFVMjgQn090uRlAdh6oBcnpQSWveC8VYvCjLFudni+C1136FZBX4T41PBe/4oVjp7s8NiLKbde7Zgu8CmLzbUZ1QWM7CRxYTpu7GLa8TuzcneulyfjoLdjJ0hKkzNldYISJZirvX0XY/FiW+8x10RlSOnKY43N+MPP1nn/J5rYIrDMnRMpRMUaXB8gX8QlKlcusZ6Wvu5jLMCzxeuLWYb598eAbTFGYYwpmTzTHkppfvxtfQ6d8Xn/JxWpViXALYJEqHVrcDXgFCWCXKApcnDbEbgLq1C4rp7CMizOhVknRWTB2mOBor3gNI2IQIydnWrWdazuxYC21s06N26T4lhLbrmmzeJaj/ueaeHtOTjBwkLGuYV5Tkz7tBpufELRUe2aXikr3NxJtmN/vpIcuyirj0sW+zUYvRgPMJqLMa7Dc9ArWwF2MR6sAnSpx5jc8wpZkkuT3Bb0/YxD5xSfvL9Br+v6LAv2RshyhmKZ2Bk71gXPlWBp7ByUjsXFlth1NmH1Al6EwV29isi73tcfsgS6Nh5pqmk2Yt72mj6ff6jGobPFzAenrawRJOUaVAk4i2fhiqYUtqK/xSjpZkfyTNkC0JXVbcz9yGMU87Wkax7yrmfw9a8qsqTcRLfYfjO3Mq2FnfOCja0pdm6YoNmq4W3Z4NEIFDIuqgEdMKwVZEagM5t3luTebDE4prLTUFHPsB7cZdBQ3qnjQB8tY7bydQ5oKFlbjGlwM9LfwowDfp08USrfV6YCbimdRIlTwz2PNfjyMxFE+eZW+SEK9i5liaUaEMsKiKtLbPV7RSLjr32sr8grjxGLU7opjDzydQOCpHTuipvgqshij9ffkPD6W/uc/KxHrMVIjyOweKRIhhVwFwzui7w2PR8ZoXIg29LzHjWYmwrYq9ezKlHGrON15+yigeT6Fa56bkwV4I69s/x7SoHODEdPw4ZtPhv8EO9cZ8fayrL+vLHRd85P9WnVY4zFmeapIs07KXSlTrlYxiq4rtSrVR9m3YW3Y0vXWOBJ1Sa8CJuPyZTidWVuRlVzl19XkzmFTZihwowHngj55Q9NoI1XSeq4LVZ8UUnsiFHgJCs3a7VQaD2T/488xlbBSnp8rOhqTHfnYxxs3mVjbClPjLAYo8utu4NQ89M/1GH/KZ8HHleYMHNvOt9411iP2MiKPZjfVFLg4W5ui8DkAaO0oyYPY0eVgBdL5o2RV+XcFPFKlQzFX3Nexle4fAKudeydarcp1TBz4+8GseXaS2u8/KrW52962ZY19e5vn+oF4vzhqYnBjzXqi/h+l2YtwVduq7niTquWq452+coDvfW1IeXBhZnG8vfz1Pr6GpLi5+piPrct0/BFYFlNzZeypNhXpggqq763l3JyRfLLH57g4WcablMe6YNyrV9u3glEcjRz0Cva4Irmj7Fa7vFitKL+u2iSrh7lNIBqw0jluajDGU9w5cF3kQuoJLvK1U7AaAuRHFS5vzc7owk9y+N7fNYGctziQWCFdC1y6/2eipMzIjBxgb1pyphhtINEdSeJsZvVrHv+Ooc2oy0E3TaCldeWkrnjTLAykKylBhnEGKGp1TwOHll476fvfWG/99F7ewghSbOENPMw1uOmKwd8x+0pvgrQ2nUJGjn+oQvP1trqMnLhvVgEFNUlaVyL2zKQHC1vdly2FMxdnV1XkSqjGdSVfWQqgaXMi6mUStGB4cOfavGX99WxkWsScH1xjr2LCQKjmu/xnkspxoPlKlxG1iAX/M5F2XvMQSn88FwyjMmWQotT1qVYU8wLGa9VMUaihUIagxEKMzC8/TUDXjri8ysf8EgusswY6ZEY4ZI2WAxghMDLC6ZMbhPqclxfxQgYy1yOZ7gvMBcYPf+PyBLGzgVjki3NBPVawjtfucTNV2iSTDBR7xMGvmtZ63UmkFLSHyasrIWA5AUybrzEsGnW/UE3ns2MIv7yglTGf1FcnAsNlrJ5uSJTEBVJUn5/pHWFtGNgL3VwufeLzV2WIrupGd8oSa87MoQyfOXJkA99tslQ59M4S+0tS+19wSi6yjHuDK1zVC4eUo4FnxeuwRVwj2US89xDvnEUuaNhxgLP8QSQlk6DS1FIFoWWmkhpfujbejz6XMCXnnZAdjIlDzwBKzxSmcsgnNdthAssvSKTKZxccfGPKKXaRWUKlXNyAcDtRcE9kiUjO7r6PHbO8n8f+pZNs4Ibd0ywY8ZVFRoiLAFg8XZvCxBCkGWQJpYgUMxO1kjTlGEcE4UZnjIjYOZvwBR/2IjRUvZ1fPIC5LJqEZVMXTB5tcfRMm4lVhi7uuFRdYuMHNiycFJkhlQZUmYoL6MXC37h9yc4cjrA+hXmrrC3V2kovriVWfXAq4AepZ4vnpYfv5B23dcjBr9Y8mfdFNiCyYtgU4iSzd0GT3ngKRTGeOjUcunmjH/zI20e/dcB3YF0dzH5h8nnclrj5r4b4xi8yAPo3EHxRFEiK9DluSiGflbLF75Woq84PWJs9Rs7B4yvbOuBDqPr4EmoBRZfeDz9Yp1jpz18ZYmiEM/zsNbiXbZzDiEUOuui4yV8X9KqG+rRqCrP9xxgijflotkRsE0xK9yIysUavfX12apq1splMytAXy9PxDoml+Obi46cFVMCe/zZjYNINfzmxxs8sy/ESpUHlNVtDV1gVbI362YOMnrvJYOvO8pVitFFvTjEq+AWLrAsa0MucoGr4K/UqRSgl4wcFSMMRkikdMkfNwDIII3mxt0pP/GOLv/5YxMkuogWqYDcYvPNn2IBWriOeB9XZKVzRlfWVsAsSqCP2FtcKOtYd46+FsCLGxjW3dAVNzoHNzgDZBBbTp5PWem4nSEu3TnF3EyLNNV4/+Bdr8EPmiyefY4Xn/0c2jQIfU0UZtTClDDICPK9ywsWLpZKp/lGKWQrcxhUdOW4iV+RI3Jcmowiblv+vAp8KYwjnHKkbi5XSkbXJdBHLJ4fNcOXvhrywY83afc9V4RUaO9cnhQ7U5SD+qtLLuNfj4GY8YtWLQb6+jx+oZS7IHdWkSrVQG684z63DUV+HWSxo7FECFl65ForJmop//C7ezz1QsA9j0qoM8bgmOIGVhghSaQgM5AVUsUWLJ574hSuSoXFuZDFJdWq1MrPKqdkxNL5zkImd0osuU1d2W0oj5Ncg7K789NMs9YzrHYTbrjtWm659WWsdbp42kRIE2Gsz1QzphZpN+1fGQI/LXc4UMrtmeJOet4Ea9RovFhexnmxwiwqOrv8gOtA7U6KKb+HsCUrVFm93FVXVuZH58AW68AtVYrwNPuOePy3P2tyaNnP97wfAbsQHI69x7cyvDDtPFoeqwgfMbW9yGdfL07E+JfFU8nQldimzG5efAptYdkWYJdWYo1xYJeFjShdsCkVOrVcNqP5x+/qcuyc4uCpEFtM76/OyMcCrhLR5GxeSDNPVORKDnBJpdCK6mzEkaUqKyt5tUpw/Q1tKFwUd3OlFlIjSIyg2HqnAHikLDXtdgHsxM4+NBlEvk+rHqDTAM8IgxWQmoR+usT8rEfgBWgtCfyMeuS6zN0WzK49P0094tQj085vFXlQY6WLbMuhMsItv2VQyej115Il5dYVObhgPZtXJcwI4A74hTRx6Xg/0JxtS37h9yf45H11bDFrogB4vo14ka1Upaa8sDmjGiiXq1KVxStUXtXmX0OSX+B/X0yX27KysJAx4yw3DvZ8Fc0tP2mLrUpGmU4tXMXl218zoD2Q/NSvSc6vCQjzP2rctXHFIobqjtRGuP+vLkE7Gk0xknMWhRgNRKJCEIVsYXQ+ZfXzitENrG1uARrBwAhibdGZxmba/VK+ynjKNejUlSuTDcOEuUYPz0/KBJ93dkUxNxuce3xf+MX7H9z1xjffdJrbr0tp1mKicMjiWgpCuzH/AFowUZc0awH9YZhfPA8tnBYXtnpp3aUalx/jTL0e2BeTKyPNPv67BWs7Ni8kSs7gniZG8OmHa9z7eIQlHz6CrFw4p70La/BicwZH0mN90FQpzGe01WsVzBf3VL7+Y8w1IPeZi0DTFMGkrbweB7oxboC8rWhxt8GUQgqDySS+Z/iWW4a89c6Qj3xekWhH2OtCPYd4W5wrAbja8iL5k7GepUUF8AXDi6/RJDLKcFYfRRInMYKeFgy1wSYJE36f6akh1uicxj20CDi90qTvB0Qe3Lwt5Qe/bZqbrzVfnJ+R55qRwbvh6qv47Gf+/NimVvgb/3d77x0v11Xee3/XWrtNO1U66pJVbFmWZUvucsWATTXhgoEQCCEkJJQ3IY0Ecm8u5SZvgAuXUC4J3BgDDraxDTg2xcaYYhts44ax3NVldeno9JnZZa33j7XbzDmSCzYG7rs+n/lMOXP27Nnz289+yu/5PeeftPwC9AQwwsjkGD/9meH6W2u0Eg8hLUEnCSPOPXGCt76iRSUA3ZR5MEA2eQ1BNm1XcBgrXc53l8BLx4mQ9ZwXJwVd7y988gQhEwtwpYkwXP/jCh/7YoOdB11L6s5Anesc29SgI+wsF0VhxbPMjuwAdGewVFjsGUz1k5XpS+5JOXOQ5cHJn3eV8Lty4+VUoezip4jcF9cII9FGIYwmahsWDib83dvGGWsKrrutSpSDHPvAmPQY2VEnRSlSdnzpHPD5dy5az8rW3Q79tQFx3tfK9CujMYLYWOvd1gYThgxWRvjDVwxz3okhcWh3UkhDK4Fv3lLntg2DTE72kDQ9Dowdw7Yn/M8+uunOba961WvSGT1LRpHKZ2HvCAHDTLYn+ejlFa6/o48DozWEdHBSUkwYGe54eALX3cVbXxbhKE0cp9mQLEjBdFngosTe7Ut3A7Zs6bPt0HEgZvqfwkWRUqNcw479DpdeW+OxzR5UReqSlF0T1eGezCwB0XlJ7c6QlNPbZVclh3b3xSzDdrfvPZMF7yhRl6x4DmzT6a8bMYOPnt2su2JBb29JqFm5LOSt/2WSux/02LY/M8UU4EYW4DaiuO8IPMrP7XsNWdHIvm7BnnJYhPXjMypA3mUk8hCvyKIkUHNa/P6Fh/ibN0Q0gipR6Fj3VWqkijhr1TjfvjPko1813LMpYPaCiCnZotkqDaHqm3U8yqnjyEnuuKfFV3/cw8139WMSn/mDlovkpCXhSEt2Dfdw3+ZxXt8ewZOKRMvc755uoQsgZxmPolhjA1d72dI5iMsALrBiSkDptvw6PYlsavPQuOLTl9e55T7f1twzl0SWrHhqibrTgdMyJdnvV3rc/fuWjfU0kHeD/QjWfKbXu0+C6YzDGQLPboBrW5K3AahCG43QEtE0nLe2zZ+9aYJ/vKTByJRT2ldjmU2UeML5fnR9aVOyCPkBkvlJYoSwc+eRxEIQpcfZyQtr1m3JgC5FOmdVQM0TrD5K4TLAph219IpkxZ5cJ6an1uaiM1pU3H1cfnODY1bM5dxT1zA2OVkA3A0WUuuZ+/1PfPmGj95469K/27FbM7euRuWFBwAAQFNJREFUqLmZBl8hmywFDFQUsxq9jI0LAs8h0WJa1VHkKTud565tOi+1tjJlQJSqk0Lojjz5kX7/wnWxvqLdDjSF4PPfrHHJNTUmEmUT26WDXTy2FsUR9spcHODOLqPuIPKwacKn727PiPFuVmFBrS0qm2T8j/LtMNbbWm2NMAJhJNLo1KJLdGKou5q3v3aSfcOSz/xHnWaeTcm+nU4BfJiztJQOnmbNZdcxT4N7G7BKEmmDVjfNteeuokh1MYXA96vsHZ7LI1t8xqYcsj7dTC1hZLxGxY9Yf2yTYxa5tMWOj5526u99f8fWPQXA673zePuf/+OUo+TWudUa3uA4gadz0Z9MGNNOCJYsDxyOGuhj37BHX72N68a4KkE6SQ7Y7pJ5BuoiZ53k1cdcUAOYmhJEcXEog8Dg+zaDILOycinlIDB5ess4goce87jypoDxUIInigPcBe5O98QwLR1YsijTQN1V1emmzJbs3JGB35U96c6sFOCe7oeXabY5Ryi/dVn2Ln9dGIkxygafsaHha373giY33elz/2MCLUxhlbNfwmpa2ONi7Aueb3+fLPsZx4KpqeL4aiEx+bi8zD0s6g9GKyIhrf8uLf88K+L40v7ufTXBzp293O241CoG102nc6QDDVQui11Fqjoos/XH3/qnqRdd9N8KgAO8/S2vpFoJ+N7NP+H2O+6mErhkSkR2PJ/AcwWBp+itS2oVzWTTw3et9VRSp98z66pJ8v5HWa4qpmdeqDVNY9i41WHHLhekoB0KLruhwiPbFI6yDLKLzm7zgnUhRhuOmh+zeElMXdkR3CahUER1YMNGl3d9pIcNGz1MDu4MoV1Ah073pNs6z+iHl8Bbtu4dkD7SEod/17R0Ydc1LKNCdPjeBdmtHKR2gzrjneT+OLpk+QUmNKw5OuJz7xvl7f/Uy4bHXXtpM+lR0nYuU801LF4Sc9T8GKMN562LeNXZLaLYiu88ut3hK98NaEf2uO/Y5bB5m0czkYRRmsWSCkxKTU5pEomWhFg1YS/9TTwFNc9Q9w1TTc0T+zQ9dUXFE3iunbWUj44RgIlYccxqVqxaTxS1gC6Az5szQBBUWDK/zu75HgiXOLa/RqYB57mCii9oVA0V3wI7q2JmP1zOz0671lXW/+jFuDJhtGnYuVdy76MBt93rc9uGgMe3uJgUjAkiH3RnjOEzV1X431dpRKJZuTzitONCzloX8qIz2izsT/J03bgW/Nu1Ve5/yCORZdPadStF+nneuwTgsg9euCWmwxWZySrPdGJ0g3fGQlDH20T+nnz6QpmEVXqfKfkGpgPARaUzixe1kcgM1Maq1RphXRWbJQGZGNauinjHq5u875OKibSUL0lYOJDwwjPanLku5PTjIlYuixBJKuEGudu0bG7Ihae1QYDG8PhWh59s8LjtXp97H/XZedBlbMoFlYCTFJcF6ZIYRZRqIWJKbr+BVqgZnYiJE6j4Cs+1nkTWRhjHhskpGJhfoVIdgFYzP6Y5wKsVF8/3N604yt88OVxdtmN3QphIa5GVFeP0XAh8Qy1IqAQazyl423lFMbfedoiT68QoL2RsyvDIFodv/rjK12+psn/EYWLcJe0NK1yHFAAmvQYnJCRGg9I8sFnxwKMel38/4Zw1bf7ooibnrw+p1Q2Xfr3KNTcHtDPfohzs5JY8u3wWLkj2qbleyAyWu2y1O0CdpsMO5552vC/7+wxFHcrPTYfd7kwfloo+lP7W2Z1PF+BFXvLPLXn+nvRKIKzKVWAMF7+oxaPbFZdcU6Fa07xgfcgfX9TknDUh1VqCiSFpS0wqWRwbmZ842amYBf6rliQcv6LJm17UZN+o5Bu3BHzzx1Ue2RIwMulhXF18FwQRkkh2csLDGFptyxbV2hBGGs+Vufa6ENBqJ4w1fYYnvc3KcTdpE04H+OCseXz/h9+5yXGrl4+0+/9bFO+lXpXF0CnHOv6Bp6n4CRU/xnNjS8TqGJ6ayRDb2e6uE7F9WPAvVzT43u01HtocWJqqUlCbnrZLk6GF2TOJrb+aBLwYnJhmG773k4B7Nri84/emqAaGz/xHlf2H0qCy2652ILCw4N2Zk+JdpsP9KANdMB34HR/3NJY53Asl37oD7F3Az4LNPPDMWwlLIC67IkVoXvxvaWkNcwYT3v9Hk9R8Qy0wvPNNUwz2JJiWIWmKVKLCyaUqsgGy5RbGPGsWJ4iWxncTls6J+Zs3TfLys1rceHuFT13eYPvBwPbCpfsUC4+2FoQavMQQJxbgzdAaHq01UWxwHQtwK/MtUTJm7eohjl4aXH7Pvbfe9MLzXzkd4AC/2FFBucF3Rybcixp158SealLIFivwHI3naSqeBXjgx+lkhALcjrLDUz0vRMiIr94U8M0f1fjWT2uEsQu1zP9yKTghmRBjKYjMeBgmARGDDotSsjIQGA6OSjZvc1gwNyEKJZ0uwGES0t1AnX46dPxb99+nATk/h555GqUM5rL70RF8ZoDOne6SVg0dhr9UMOoKQvN7Ubxupu+36xn6ejWL5moGezS6SSopJ0m0Q5y4JImTcpGUdVFL28moz1liIdG2AKfCmFULI1a8ZpIl82K+8aMqV32/QRyRW422cJnSAicROHGmZmDSaizESSaNnWkYJvQ1HGb1iPvPOsF8d3wi6fguHQD/q7ecz39e9cGfslzc44mpE4XRTLY8tBbpEKcE39P4XkLgRQRehO/ZaWSWmBXhOiF+pY10Qi69vsqHL+ljx97AtoZVXJBeTlHN5l5mPBCVhekGNJLY2Lx7klt3AG37lSLBssUJb3lVk7PWRlQ8w6e+WmOsbezGpi3Rcd+ha9LtlkCHH979ON9i2eqLDJ5y+kc+VaAf4bUyiDtOgszNKD0uLHgOt2KHzOE/XyoYawo+d0WVj3+pxlknRZy+JmT5vIikVVjvOHGJ4gzk0vr0ZYCLohGlg7qsHRLt4DoRrz0v5NRjQwJX86Xre9EaCGwMNilcJDJnkNqUvCExhiixAahSllw13jQcmJCYB5r3/OQXP/vpZz/xgY7vpLq/5HHn/j57J/t+Z8ueA+tmNabwlItShsBPrGsSRPbmFwD3vRDPifDdNoHXYvew5gvX1fnkFf1s31eBwAflgxOA9FBK4StJVQoqytgpyspQUVBRtjbjS4Of0ld1SvsEbd2VKGHp/JD/8e5xXra+TS3QnLAyxnXgZw+7RHHJ5y7nYFNJCCFFqhhb0GPzJocsq5W6LuUBWPbvpUFcopg0l79eet45zLZ7sG2htdL5mqGjNzNzo8o9m7IspWFK2yn6N3OFsPxxV6N2lrbNLS1MtBT/87I6//uKGiNTkif2KfbsV6w7NmKwYUhihyj2iCKfKPYII5cocokShzhxiGNFnDJM7cmQyVmo9CSwlVE7IlHS39CcsKKN5yRs3ysZmyQNUCUxKp33Y0/KQmGtiDm0Fig34oXrBRe9cOF9a44JrrvkSzcc3oID/MHF56KUE/7ndbu4+6GYNUsd+nsiKiV+uO9GuG6M70S4bojrxHhum0rQ4oGt8IF/7ePme+tMah8Cz1pt5SGlxJMiB3Ch2mo6xXVS65MYQ6AtGA8ZSaQVJLB4KOJD7xzjdS+cwjWg2zBQ0bzj4kmuu9Xn3oeUVUc4krkqWWnZ5Y12ZExKNM+ZN/K0Xj7M+8r+RWaypr+3oxhUyn13v7lcuu/gvJjsE8W0rWoFD291+Pw1VQ5OOeAJWglc8/0aUsI/vnOMBf2g24oocWiHHmHKKNW6bL3JT5pscJaV8LDKuImWONryYrSWLBwI+Yc/nmD9ySEf+Fw/D2wBPENsKowbO5471JKaNkTaWLW1lKHaVxccvcRhYGAhQ4tfFSY6Ad5zZIAvntsHzPrbYxYdtyo81DrPUeNUfMsurARhbrVdJ7L+thPiOBHCCfnFNsnffaaPm++ukzg+uD4oDyEdXCmpSAiUwcvAnXWqi2LWfWaxsh8kTqyVjTSMtGHR7JCPvGuE17yghYoVSeqXC2MYqCf887vHeedHJRufUNZfFzODvJtKkfWIlvUTZ0LqjAGmmPkNTwXkZob7GR+brhemAZqOIHOGve78VFGcXFIZHt/h8r7PNTg47qRSbwokhBqu+n4PSSL453eM01+HMHKZanm0Q5ckkbmLlNNgc4UxC3BHaWSicn1267db10Zrie+1eeXpIRVnmPd92vDQtoRIJ2jlM6U82oliMpLUXEMjMcTaVrwrocaYPubPWf3j2Fvyt1Pjk9OOzTSACzGbe372w/GB/t7HViw2Z/dUJlRfI6Kn1qYaNFNueJT3OyJjtu+D/7y1wtd+0OC+x6toP3VJlIeUDoGEijQECjxl7Nz7TH5ClCQYSuqt2dIavMjQjCXVgZD/8fZhXn1OhA4D2qlakhQaaRIkCWesbfO681t8/DKPqDzdtEgxA6W0YAkwM0FjxpNiBqA/8xDzCKhPt1wWVjKHfd9MO1wEl9P/KeUkCkMk4OofBPzsvgCtSt1O2B8lNIav/8hFScl/f2sCxmdiKqAdWppGdnCt26bz1LGTpo2TVNIj6/5yTJGPz9iPnpa8cG3I//n7g3zt5hbX3VbjiT0+xnigHWLhcjB0GVOKXl/RSgyRjuk7SGKoPLbx/pvHX/bSFz85wLMfcnR89F0b9yWnLuyfWLvyqCnipMV4GLFvv+GeDYqppkQqh8R4fOV7VR7bEZAkHsbzLLilZwnp0vrXvjJ4Eju3UtoZk4W+SDZUqgz0oq9PazBC86Izx7noDElzsteCNOvDVHEuC1yXMW96aZNLv1Njz0EnpwDMhIhyMPlkYak4gisyY3blmYD6iIAtXJHCUpsu8BYbK2dSpn+j7DsZlGPYN6z46g1VJk1WbUy1YlKtRiEkMYZv3lZjxeJhLlxXYf+hmg0MybRdumWstR27rTSJNjg6SYuCpUlxuQSG9c9drVi7os2Jy8d468sm+Mr3qlYeWknGpxT3bqhwcKTCcFRhx0jAiiUhp56QPNBuj7zL9/tmPGozAvykU8/n45+7MkGtNmG0k0NTB/j3b/vc/Ugfh5oOD29URM206wOsxpnjgOOlLomLKwXVNID0U1B7ygLckeng1HxCcWngq+wcpuo64LmKoxcL1i7uY98+32Zs3AhXxThOZH9sx1pkrTV9PQmrl0bsOeB2ImgGd6OzvNSVKiwVQw+DoxlhmJfinjK2U7CWX+vOg5cuNuXm7wzw3WX8zlJ/af9SNyL/ZGl4cIvL6Fg2fD6bC2qFkJRUBFJQcQxVx2XDY4oKVepVDz8tmVv6RSri5NhhAY4jcbROhfp1KtwvrFCo06WUW4ontJE4KuLYRTEffad1OYyQTE05PLixzXhzlDsfdbn0uiGqfsB5p64wnjuWrFx38VMHOMCfv+VsomjqazfcdPsxH7hkoPa9ewcg9tBSoKqG2IsxSWgTpAJsh7qLkApfCWrSZkV8ZXkMbgputzypOFONSicEO5J8WrKbUgN8V1GrKuYMSAK3wf4RRU+tRcVXaC/MSzK2RcqQJAmzexNed36Lm++skJeDn/R63oV/MfPfOk6GGTB8GI//yRB+WOCbjgR31oB8+E08+bfM9t3kRLWrfxCwfzQTHlV5nUJJh5oDPY6mxzP0VQztKY+tuySzB6BelVQ8g++KtBBocNIBrW5iSBybXtZKoB2BkwE8a5Z2SnTeUkeS7fN1oG1P1ih2CSOfJUMuUsJxi0MWzT7AQztPwJ/9ajzXA9424/c8LMC9+kLz2a987dPDI6e+6yf3/qy2crai4mpaIeyblOxqela4UcepWXCRSuJLQU0ZKsrgpz53GeDFOG7y8eAFyC2wXQc8R+J5isBXNKoC37Ui5622g++6OVuxULxKkFKijEKQINEQPwmCnioYDgtTcYRnz3AdaVe7yv0zffDT3gcHEkTKS5FkJCghFYGCujJUHUPFNanFhjBOmJgSkI68iRNLgEoSg5vY0eqJY3C0wFWaxEk7/tP7cmVVlwpQxVXH/l0ISBJFK/QZGa8zMl6j2Xbw3YRzVh3iBWcuH632Vj8rZMUc4esdfp1y/CmMjo2x9bRHcUwTqSQjYwnjTxj0WKpdCyAUIk0B5uB2UtdEFa6JOxO4nXSqcgpuxxEW3K7E9xQVXxB44Dom9ccFcSzThmeFIxMSZWfVZFU11wjmDSYMDSXsG3co116ezup2XTr+Jg73H53/+XQBN+O1puuFDo2UnNrwdJdBOZq9+xR7DlotlLLCrpKCQBr81LXM4iVjII417VCjlMjz2okWuV6gl2qXJ8qk7ojumD1vIB+2ZaZ94ayrSqOEHT/juZp26LNlZ53hMcuP2j08yAsvXDdaVbuuqPYefdhveUSAL188u71718Q7XnLOkqtHDzxaa9Q0SZJw6tgI1/ykxV2P+MQisJczIfJMSaBK4HYogkqnALabAxvrr2XW25W4jsR3Jb4n8D3wXTuhOPMdswOazajRWpYucVb+eNWxEaccG/GdnwTpVNOnsEoEq6dtCZ/NNIo54tPOV8oNETk8nvwDBAbpGe5+2OWRR1zrt5eKY45I5aOlyUc3QpG6DSNty+UCbGtbqrJlSFVwDdoxeauc9bf19JRmGi9kx11KjdKW6ahUhJJt7t1k+PoPNPsOaOJYU/M1p520bPLAiPeOlXMWtI/0TY8IcM8Z18uWLb1r4Zx4bNMDt9V+vhEqTsBZxyteeeYEX75pnM98c4hxXcGVBbC9Erhz98QpfG23ZLXt2PD03pW4SuJ5Et+x4PZcg+tmirYmLwJ1cp4zTZaCROS5hsAzT3rJPxxF9rD/cpiUy3TbbZ58YzNBVhz+709qqLta1gpu+Mz7ioBmJAijUmidNmJ3qHplxTes1Y0TO/ApjHTOqMxVzkpqVDql6lpxepNa7e7gMtuVQodGyQQPaIcx/3pdlUu+M5++So1lC2L8+hQPbvN469vOGps7b/FdW3aM6CMdkiMCvKd3EPAPHNw/dfEj+07/0VXfe8A96egGs3ubrFgYcPELRrj8JsP4mE0H+tIWcbzULfGU9dnc1CVxnU6XpAC3TH1vietKPEfgpeD2sg4OVYwUzBW2Sk0CBeei4KPqUv64e2XKTPYdT9XCT3c7DscP/2XXtAplHkVmH3hEu54/L1iFxTvK78tFjGaIJ8rncnaCZaNCMpBLoUsiP7LjM8siosboNO+dCSF2H8OMcq1QiQOEjExIrvxBnQMjNZYOKE5aIlm1zGBeuiZy3NbFvb09Bxy/esTjeESACxGw4aGtVOurds6bqza/YN3elYuHJhjsDXGdkNse8BhteXhKFEFlqifvOiYNFgtXxE5QJp+knPncGf3Rc+1rXjqq0ku34zgaRxWciryE/lSAOYPzrEoW6Smvp+i2PJ1tPm3POTuZn4HLPWOF83BVo+63pUC1YvtWDzCODZHUSCkRsS5tReZ03xll52wbRpf1BnDyMr+SDmHsUg0kZ5/Q5vGdmoPj8PPHE6Qzn9dffNLm5StW7Jwc3U69b8kRv/eThl9CKsb33bVt3izz9vPPWcb8oQP09R7giYMtrvxRH6OtKj0uVBzboOzlN9LgUqRATXs63dRSO2kq0LE+dw5uNwV2mmO17kwmjq/pFICno+Sc29e0AVlJShZvhl/uKa4n98k7uRgzc2xnQt2R/3Y4l6TgoBxuL46w2S6GYaJtwNexgVJThjaFnFrWhBBriHVhxaNYE8WaMMruIYotlzuMBWEEYSzt4+wWSaJYEkaSMLYjuMNYEUYOYeTQansErs/rzmuxcGiEA802m/c1cepL2bozfPuV3/jpNqXUk35f58nesPrYRTRbkwR+dfcd98S3fuvmO86Z+OEwm/b288CWQforil4vTSPlIE/BnYHayYLJwloXjyWem2ZR3LL1T29K2/47lU2DKFKDnWL5WQHDomJkTHBgTJZO4ekWrPDY06GjXVXNDsno52D9UpsuWclcNL8To10Puq24AC2Y3avp7dXsHDeFH4JJZ3Fmo/pEPq4v1uBoQ5yIvCeyrCsJ5JbadFvyTE7OCDJJiu6TuBwfSGE4bjF87j17eXjnQaRYxJnrl996yrpzdk81p6hUa096mJ4U4ACVoMY3b7xnYyUY+vS8uaef828/OMTWA/0M9XsM+BrfIQ0qTcm1SC23EkX2JLXcNmMiS753diJYy+2VAO44GcFdl8ah6JzUUwj/FG1zRhseeMjjZw+6qe5e5w+bR+wlQE/jfz+HwH62VwmXucJV0cxQanCg5B8DcSg57biINatCHt1ZITEG0BhjSCjmA2ljSHL/G+KcUtytRGD/v1hlByErB6e5RiM7+kw7vo+x4ptRrKhXFGetiZjVF5I4J7Nqcd+nD+66feOsBWc+pWPzlAAOcP4pi3Hc/rvOOGb/tQcP7Xj15d/azfzeBE8Vo+acbnDnQSS4ShZW25FFkFkCt5dqsHRa8LQUnM/hKYZQCakpq2VlE2MQ0GxLmpMSapkf05mbntmw/3IFoed/TT8rTfffTEbVtEWXasNQ8U1qUQt/RWuIpbBzKDNwa5HOy7GGJhadg7nI28XLn1/WbSl3FmXxhJx22LUWyEgx2RRMTPm02prdoyuYck69dl1t9V0jrdGnfESeMsD7BmcTNTdtq8095T2B85A6bcX4RRU3YqplGB63lydXgVd2S5zOAo4NLMuWOz0pFDiZz62si+I5mfh+5qJk47mTfOBUWTnL3lvVrCiB/WMpe0uUnfWyD/KbDubp60mziHlfZlq5REAMs3tiPEfT1La5G6PRKCJjXZJMythJ+dgqHQrV2c/awaTBoNOriMyvJjNnWDRlndnM1TRCcHDEZWxSMnuwwbxFC6/3F53ynge379y+buXCp3xMnlaNz60s5847N2x/5YtP33DBmYs5+0TDnHkJoy27Y0WZ3fJIPEeWgsoskJSlk6AIKPOUYonAk92XZ8+rnGtcHjpViAgpqdk7KrjipkoaZZa66lP3RDEz0eq3aXWMlenSStFpJ7w2EpMI3nhBi6G+xFpvk4CJbYOvgcgIojywzG6iFGhai57f50FnZwAaxYYoohSAivRe0o4E7SgNOCNbtKtXW+w4MMnNd8fsHF5E3+wzN6ixu58WuOFpWPBsLTtqHj19Cz/qxJuXOfEjb3ho3xiJ6cdTBt8F3xW59S7nuXMLrgpwOx0BZfZYl15LWWqOBbgjC6Bn2iv5PJ5UNhmh2bHH5Yn9TmelIodzF1uQ5w/kz/Y1pCPAzLMlna91qmIJTCJZOCthwdyI7Qc9K08s7C3WklAIPGmIjQW1TEynWFLOnMxC3OwTM0mIVJ8wk4yjKASZ1L83mXC/sfbWdawE9GQ0yhNjfcjKgq+tOObEj27esvNpH5OnDfChuYvY/uh3RteuWfa2j3yhtuD+h+XZQw1DvSqoeLLkjth5kdbfLkrxTp4np8Pftq/rNMDUqRyXLdG7KbALF6UY7pqTrlI5uPHY8OVvVxk55IBf5leINDIv1KymAeSZlOh/zdZMefK8qplDMuVjS0WcSPr7I976ikkefMxnNHFAxmAcEqNoGYmrBSoHtkAmhlxOOikftwLkxS7oItsDNrjs6uq3c55kOrk4G1tYY/0qwazB5Da/uvxtl371u1Nve/PLn/bxeNoAB1i88uXccPMdUyce/5oH9+y47vQDByfcWsXFcUSqiSFSNSzZwRJ0sqpmVsDpDihL4M5vKskteOaqOLlyViEypFLR+7vv9bj21gqJ0yUmVFKTzSx2YdPtmpZie6YIM13PD7OOmKl5BifbtErmDL5vlmUx2Jn1WkpUJHn1OU2uvKnFj+510TIGEYNQxELSTjXUVVJkTqQGkWQWuztBWeamg5WKSyXj8mKPKO2jdXtkDM22YKotmGwKvGAWL7/golAIphYvffrghmcIcAClHCZHtrz7jFNXn3XPvRuOrwU2mh6dsGkmR8kU4Gn+W3Vabqc7UzIDuDOrXYgKJcWA19IkY6XSSWrG8B/fqzI66nbNwLRedxYUZVJt5X7MX2qZ4gd+Vt2OX+JyYsobmFFaOVWYNYok0fT1RLz5pVP85OcV2lqCjCCdtdlOyVdKWAFUKbDT28iimukgtydWQQ0wRucZHDt7SBW8FSwfzhjB6ITNhM3u9zhx5dqmW1v+MyGeIR2UXwLgF7zgFEZGJ03Ybl3vy7EVInwg2LZPsnN/QKNSZErKVtspZUly1yRVB3WVwXG1LeykwO50VQrXxHFKuoep2JA2CTfeEfCdn1aJZRe400yKEKlUsuhmHz/zvPczYqrOsLozlU+JhnC4fYKO4k/2vCzIaedrSoRWGJHgaMkr1re4cP0UN9wpiRIFRKkVd2lm+jUlYBf7WIC8u0RPZsl1yZobiTFJoYqF3Xajptmyt8WWHREvPntV6/TTz/6XatX9b9KpPoOjYNczPzWAvt6a3r31zg8uWdz/scTvCe98pE2rrXFTqmtWdrdiiWmVMyVQ2aKQxnM1nqNxs3tH47iJVctKLbebWu/stVwqTlphT6cSsXW/5B//Tw/7R1xQqXpWF8C71WQ7gPUUQGNmaHsrYfKwz5+1JbI78yQ7XrqalIlnJc3wcj9koh3i2GFWr+Yf3j7GUXPa0IrBRKBDjI4JNTQTQSsRhIkgTCBMBFFCeksfxxAlJn1sCPNsSjmjYm9xrIkiTRgawhgqvuHkVZOsXt0XVhoDH7v2Oz/5oHSqR2QLPtl6xhY8W/ftGA6HhuofeXjXklDHfHje7ETO7rfnTZzYTJ2rTKlCiQ0cVZElcdNg0kmtt3J0KgeX+eBJasXjXB7OURFKRXh+xKEJwWe/0eChrYFNzeSz551cbEVQmr/D06hWms5bmSTU8bZpxKVn5rIc7mpSaJBn4H4KWzb5FoFOF0UbidB2/jw6LZbFhtVLYt71mnE+/O+KQ01h1ZHSsSQtHDqHb6X+du6MFC11Op/QjJVdS10R+9yW6QUGbQytdsJEU6A1nLiyX69aOfRhVXf/lw73h0/+JY+8npyt8iTr2qu+wR+88Q/jJXPnDx+7tPaO/mCLnDvYZqKpaLVVbrF9t2S9XZsK9NzMchtc14LZdU1huZ2S/51qIGaNxo4T4Qcho03Nxy5r8O/X9jAZe+Bk3eBFV7gNeu0cqmJMd2l0YMk3zxWsRGnWY4k3nnf7lzr/ZfZYgigrW6V6i0dStso/WzL9dZl1rJfuRdaAUFLCEoXcRsENmWkuUqnymJ8wmR9tQespw/HL23ie4b6HPZqt9CCl2ZckC9Y7gmCRn29FO1pxjpVF+bMlAZUySJuhYfOekAPDEcetPkPPX7DqL8Kmt+uccy/ml12/tAUHWLFsMePhosdPOd55192/GP7Xf738Xll3XY6aq6hXwXcNgadL6vyFb509twFlUhR0Mrek23I7EY6y4kOjU5qPXlbnc9c0mAxdcFO5g64R3XYeDPlcx8OlAzt+FPMk/nVqmcpbyp5NN7BHbn44kiTF9NSOSEX/y/FDQRQ7zFbSjhuDzgZJaZE2N5S+tTAQQ903/NnrJhFC8LHL+hieElaZHtCJRzMtlXWPGrfcFYNWBYdFayzN1gjrh2uT96krxyrFrjsm5pxTRhjlbC3rR79r7UnLHn/wob3PBjSfHYAvW7EKY+4N4cxLfrFpY7VeWfRJFR/CdyHwDNVA25EoSqcjUYog0oI7yQGupCmyJTm4kxK4Yzw/ZKSV8Mkr6nzu671Mhr4Ft0rlDkQnuN10mkkWXHZDr5zZyy2NKJ6X39v9GjNu75kl+DpSlml2R5Sfp+8tk8Ly95f+1jnAy1D+z1xwR2BzfYlKfXUn1wwHCNyId792gigRfPJyGJ4iHQljBTKbqbNnqbRp57wxJEbgakOibInfgt3kwI+1IE7scykF7UjTbEmOXrqCVUPVv/70/pMvcX+8KfkvL1j1bEDz2QG4/QFOYscTu5M3X/w7m05c+fPx++7+YcNXk/TWNH2NCNe12hiCbICQTl0O64pYia80t61Kz9NUoKOs5XbdkJGpmH+5ss7Hr+gl1D54qf5hJliTugZOarmtW2LyYVPT4JeJy2cjBcTMwO5+nL1vRmoqT9P/fgrl1GK8YskH7p4+QWk7XenPPBeOrQjY6Wt28gMyKbX82SA0cEPe+8YxDPCpKwQHmylihCDBpZk1HBuITeoCSss2dLXtxS0zEnUqs6c1uKFtRha06Wn00zv3heNrTli76dPNfUlv/4pnC5bPHsABGvUKntO6/pyzTn63IfmXjQ/9eKCvsZd5s61s6MhY3YovOhrPTXJt8UxEP5eByAUbizk/jmP1EBMn4orvVfjEFb2EiQ+uB9LKxFlJZpmrxWbAzqc4lKxe7oZQItiVXsveU/iWM6wZOsqmXQKehdVNZuocr0hqzVMXo2ueZ/Z/BtI5lFmBReSkJqu9LSzVuGMyhMDz2vzNG8fZO6y45Bs2i1JwB11aSBIjiIwh0ukc+zTe8RT4qSuXBc9JAgcmLTmuHcOyRb289MKzhxcvW/sXW58Yv37B3MazCclnF+B9fX0A7Nk3dtnxa850FsyKP3rXPdfNvv/uFnN6PHqqLo1qQkVpfNfKL3tuNsdHl5oXMiqstiX5dM6P44Xcu8nhqpsbtCPfyjJLKxMnpJU68FOXxCkPdT1M5iObmNcB7tS9Lcv0lvkbQIfvWcLQM1pZeFeMRaTDSud1yKwgm/1f92Da7FYC++EyRQU/3PrgGoOQEqk1Rso8jQgCQvAqbd7wognu/LnLvZvs3PpswwaXUAgiI2hRSEq7wgqtVp2CTh24hp6GZMHCmMHeEZBzOOn0F+0/ff1Zf2eS6LKhWQueTTgCzzLAszV3qAdjDlw6NHiqvPr7O/756zfeP3vNEpdz1yp6alP4bkTFD6lXW9QrIa4bAdBqi/zACjJLnoE74uHtkn/4bB+3P1BLwR2kAp8KT0JF2suiU6pWlgOgxHSCWCDsj5v+XYqCAJSllzobm6eD2sxgxZ8W8EvWuWxxy61vHRa52y9P/3/6mPTsJDD5yZDWXdICSylWMOT8+sRoHCMLd8UATThzdYsPv3uU9/6L5KHtdrBssYPWj4+zAxJC0wgmHEk1EMSBvTrUMQw2JGetqbDm6IjGnGP3y8Gz3//I9uTSVUt6nwso/vJpwsOtD33oY8xZfPZ9Fa+6f8lgeO68/qnKorkxcwab9DWa9PdOIsUkG3e22b4/ZmQiZsGsqMgICPKBVq4bEhPzySt6+NqNPcR+AKoCysORimqqwFRxOhVss5noKQTysnB3LtsaJNGVDiSXCcmfy+y+EAaVUhQpw3Qo0ozi94dLE5bSgFZw33SkBVX+eiFyKWU2mLfoT1UloXsrgpnRh7PBvCZPB5qSAGYhUm9fK1cXO1rcDCxb0qYdGm691yfO545mp5sG3caJp1i3fJSj540z2Nvi4LhgrOmikSgDvmNoh5Ke3uXDRy1a8l4/3nLpihVrnisYPjcWPFvv+qOL+MY3rv7KgsHFYVXKf6u7v2h4/iSeO4URLS672ePyGwZptRU9Qcj73zbMhadFtJqqKAIL2+zw+HaH79xWI3StwGcG7rqCqmNygc8sVyyw1jjWhgiruqSB2Fi2mgCcNH0ntD0RdMk10YZ8RF6uB2imuyt5AYjs0jB9Hc6QiyO8MD2j0nnf4caULbcselVVNvkuk9kQBq0lCEOSKJJEkiQSnbfxpcqwKgW7zhwo2wPrhQmvOLvFpd8JeXirW1LutbV42Q556fpDvP8Px+n1BVMhXHZDlUtvHKBlKowZyeYDsHzZwnG8+X/2wOPxlb/z6tc+lxB8bgEOsHKJ1q7b97UwnIgf3Dj/y9f+56bg5We0uHNDlStvnctks4ojBK0o5pIbDeuOOUTDswcfYmzjieHz19XZvDtIFWx9C24H6o6xovqp2JAjCyqsNoYoEZgY2gm0taCVglcIOyraCOubWJCLUgXOdOTCzUxuSnmZIzzNtyM6OOjllT/PgoauN3WmAdPHOeDLAC/GOWZXQCmzqT6CGJNabWknNMTZeBj7v7EydgKDlhi3KAAJaZCRZtncJn/6qkn+4tPV4hInXDCawf4J3vKSFscvrNJqVZAy4b2/O8XyRXu5/cGA89Y47Js4vuW4s/94bKr29b2Hpn6pMvxTWb8UF+WprNUnv4HdwxuTVceMf/3gxPI3n7lmXavi9HLPpn5MVOf4+YI1Cw1Lhxwe2NjgwY11WmGNVugTx1ZSzEjYus8lwgXp56qndSd1SxxN4BoCxwYyFc9Q9Qw133b7O9IQaphKrHBknCREiaGloZV2rOQd5BkZn5mDyWnFoBKhqaNA1OEDlTZwhFVmbHcGjeRBY5b66xDLKVUui9hF5wxMR8VWbtoJbVAvDXEiaYUOk22PqZZLs+3SCh3aoaIdOrRT+YYwdgljO3QqTlyUcVgyO0ZqYwtF0qXiKiqOyzHLHFYd5bLtiTk8smUOj22bg2KA44/yGB5poNRprfNOWvzmqCq+7tX3JO955+8+1/B77i04wHkv+DOuufrryRU3veYbn3nPl95y9yMnfCmOd1ZXzTMsmysZ6JU8uD1h8VwHV85m5z5FvdpESkNNCTbvUOwd9tDSRSiXwBGFz+1YYHvK5M0UVijSosp3DZORwJiIqm4zESZoFDgeiXFpI+0AKZ3NCyLlUpRBKzqB3FXB64wqOyubuStTssalomQHkDsZYCZ3G8qWO3dJ8rcWshnFoKlinHpWBXadCCE0zVARx4YkqTI24dOObBim0sZuL6VHaJ1WPFOmYCapFicOQ4MxSxfHbNor8XzJLF/THxhks8ZPfq5YOOjz0JYag73QDh0QhgvPWDY10l741he86M3faLevMy99xe/8KqD33AWZ3euqq6/ims8v5+SzNj50wvqlW6rSffGsWitYucTlzBNbPLQrYmq8RsVvUA0kgZfgexH1eotv/VRyzY19TJkGnufQ60DNtQD3XQty34PAhcAVBJ4dOV4LJD1VheeHvOklu/jDl+3j0GjIyKim1SIlEdmKZ8ZRUSV+SXnCWkfwKUXn63nQ2RVUHm7KWpl7MgPnpDOILAWbXcFleapCViArLHeM61pgV/w2E+2Q2x+S/MMXGzy0zaG/VmHfcA+ttiJORDFrx3ScSjmHJffrlaanN2TjNsV9j/ZSq7oMVQzzejWrFgWsWuIy3h7hGz/2EVoCHksWLh49dc3Qn77yotu+9q+XjvPGN7zhVwW7X40Fz9ZpZ7+Fv/nQFznnhDlX7Fk44DaC9v/q9+8dPDS+l7DVR80VtNuSZlsRxQopYXLS8PNHfcaTCsJ1qDs2qAxS+m3gFL2gnmPvrSqtpOIreuoO5y+QnLa6wYKhmBeuG+eqH07yoS8OsmsMEJJY+oRG4GVcCop0YdkKF9zqlEVX8lfyh2YGN6XLZZk2X7PL1+5IEYrO/5ue9y6lAoVBiXJDdozntdk/GfGhS3r4jx/MRicNFg1IhvdLls4T9NQllUBS8TRBkqn2Ft+tfHVQUuNGHoHX5oSVbbxbIzA29gk8e9zboUO1JsA5yPZDSzjnrBMOevXaX23ZU7sicCXvettbfpWQ+9UCHODjH3gbHwfC1shXpPScA7vVR979T1Ozd+9NOOVoiecVXJVaELJvVHPHA3VaSYVaReZ+t+9kDEXyW5CCO/AlVd+hVlUM9AqqgWBkoorvJfT3an7vJWPs3D/CP13mkWgPrV1iKYtZEKbTn+4Aeddzut2V0jpiub47xy1KfjUl8NP5OqUiTjmjkue9M388pTlIFfLv11W5/IZBQreHOQ2HWdWEZsswPBajcUm0yIe5Ftmrbj/f5EFr4PusX9NiYW+TXQcbhFqSJJbXfWjcYcm8gL96Y8KO5vr957/o/Pe1w+grJ83p/1VDDXgeAJ4tL+jj4Oj4F72+l4kXn9P3zz8TP5jdqLboqWnqlZi+RpNYT/GfP/XYNtLADTx6u6x3pqLlOcJacE8QeJKKp6hUJLWKoOpbsaAkkbQjh1YYUPHbvPycNlff0uLh7RVwrIZ1klniwyCzoyOd8r1NEZo0UwHlplvR8Xj6I6Zb8PRBN+jzSmZOxOompZKrfElh8L2YjTsE3761RpMKgedQc22mKUkMzXaC15QoYTXV7Q7Izn0oU8dS/Zlms8K8nphXnzXKv3+nxsGJOoNVGJuM2TcMB8bmcu65Z+x/6YJz3w/JF6V6fsANzyPAAQZ7G0xNTl7ypledFq+Y535y82O39y8a2sFR8w/h+yNceoPDJ742i4NTdWbVoOFpKq4hcDvBnatpuQLPs4FP4EkCD3zPtsWBINE27xslioVzNUvnhDy82fZSFWT8zn3sps7mzeHmMPeU3JMOXkr2Qgnkoux2FFa5I/gsswdL5KoOC59vLyuSaQS2M2rLXsmuPT5GOikf3u5ooiGMDO0wSeX0lB2rLgVKyBK3XE1zk5Qw9PXE/NXrJzFiL1+5UfL4vgrKMRy9bJClx55zqDKw7r1h6Hw5qFSeT4g9vwAHqNZqxFF82frTTx72xJ7lcwYaH9u26zvu3Y8pPnHVHPZO1OirSfp9TcO34C4amLMZPyIFuixubiqen/Z9ClkUf4yRmEiQ2NpysTNH5EelA6FyH9vkl/QC5KLwzzmCe9KxSpwZphduylY828XccncRwTpOzvS7OEogHAGRyL+eNqloT2xsy1ikaecKCDLl4wuUtEAXaa9lNjwKY1BOwkDD8JevjWi293Prg72cceb50bw5lb9dfvTaTZ4XfNv1XJ7v9bwDHMBxHT06/PPrzz3/fG/3zg1TOw/pz93/+CNiTsNI40S42qU3MDQCg+sU3fFKUpKkyASGZKqqVWgdZopYmXh+3tNYAnSmgdVRNSytLE2oDUhDx+Msdy7NzFcBul7LA8ny51F2SbqmK6RWu2BDZleEji1Cubyec02KUy3j4+hURDPvp0x7JsNE4MTgxPaYxolAJQKBJNGCdqRoO7YbPvBDdh9yOHhogHNOqOgTTzzJzF+w8v9ZuXLNl+7fvDs8Z90xzzesLLae7x3IVu/AWob33xvOHpx/2Z6D4Y/OXFt73e++aNM/Xv2j7dy1oZeBuqCnautS7ciQZNp4aXtYMVczk2rOBIU61bAy/cIEgy7xKbL2tbzrhxkMeol4ZbrAnBd98j7E8t9nps92gFzSZbHLQV5R7Jm2Yxm1QBejQbKBq2iBMMZOnNMJsYHECGJjNQat1JomTgRxooljQeyIVIbNZlQyXkoYSZqh9c+jWOF7bX5wf8LmvcfwsvXz/vuCuYuvrlTn7BjetzU856TnjlvydNdzXsl8Omtg9km41VXNqUPhY+94w4UfGRXLP9zXf0KyYq7L3H7BUfM95s92aEfQjKwlEoK0Syj1H6VIn2fC+an8m0pwZaqtIhLu+LnLHQ8F4NtJvpZDnuaWy8BK9y1zR8q+elbO1zm4p/PKD+eqdGRPyo/LmZBylTLrtaRwgOxVJGsiLmZMZkSqdtvhtFUxp69t4ZiYMLFW2gI6G0UCSWwfWwXZFNwJKc3VEHgJnpfwxF7Bxh2K7Xscdh0Y5IwTT0hedu7Qhzdvf8NH9u5oPXb6icubZ/4agRt+jSx4eZ19/u/wqS9fmbznD/7oA3v3H3Bu/sFtf71t0y/8+bMOEniH2DPu8sjWgMBNLbe0MnEZU8+6LiVxoUx6wrGNE8iILbt8JiZ8qDk4QuBLUxotXhRdsiYfIzLphZTLkt46XBONVQM2phRoiukuS3cw2eWa5I3BsgC5LQgVI1yyDdmpC7aDKZsmnDEEw8ih3iNZNr+NQ0ioE5qJQxgX7kkmoplk40nScYBRIkgSgVKGgZ5JNuyIufUhn16/QqNniNkL17ZXn3DGJxo9sz7w0P0Ox534x883bGZcv5YAB3jPH/wu4+PjjE5G//WCF79ATpy8ZP23b7pajo3K9a9c/4Sz64AEKgSexPdkQVXNKKeqJL/sJrhpB1ElCNl9wPCVmxoYzwPp4EqBL7UddyjtiPEyaQtSNyBlHiaQ+8Sd8gil4DO34DMHnd25bymsuJkoAzoDuSxYgkUckTbxZqR3su9vSBJNopTVO2m7/P4FTa754SSb91eYch2aiaAaC6J0mFQGbp2emImGdmhdPoCDEyHX/FBz8rFz4kZN3L7+nFfqdWuW3u4o/V8nJiao1+vPN1wOu35tAQ7QaOTtS++/+abvsuroCxpSHPjCjp0PvL7mj8j+CgwNWEJWK9ToJIWTSEGqDK6T4DkJvhtRr7UYa7b5/PU1Nu6qg+PjSGkHaKUtVtnYQ5Xy+Y1OZ9Sk2u5GCBwMibCWOw8ytW1U113+d3dVs1ypzFKD04NL0+GiqBTgSlkKbNa4oLVVqEpQdnqZISdbRVKhlEM78lk2L+FPLhrlE1cGDLc8JhyHeiyI4tRFScgpxCq9ak00DeNToIRk2eIeXnj6LL1g3onXzB0c+JNDB/aM+8Ha5xseT2n9WgO8vF50wct4dNPj4/Xaij/T3uKNp6/9xfGLBsdfPTW+iUNjDgdHbZqwWpF2AJVK1Wpdy2npqTeZbDX52JUV/u26QSJRQzgugbITfbOR41n2RaXRSZxAO7aMQ0glQlKORpICMuMl2VmQAi1NAcDUZSmvsvXutNYlnZNy84LUxRgXaZuE41gSa0kc2yGsytEYY6mxKtGoxLHKUdJFSZ93v6aF4+zno5e7jE310nAFtRTkibZzLKUU1CtWr+bASMTeg21mzV5J/6zatW86dfUGrzLvUzppjc8aenY63n8V6zcG4AArlx8NcGDP7l3/cMKxq5e0J+7nvg0Drw6e+AWPPzFGs11l9oCbq2Z5rsZ3YxrVNpOtKT55jc8XrptNyzSQnosrJb40+ZhxzyGlANgcu8Aw0YKJtqQdp6KhCgJMSpwyqcU2aed4F+W2S92pnEzJ0365C5IOus1ALk2JeGXB7blxPqsoil2mRlwmmzbX7DoJxis4I46T2KJW7GBMQMWX/MlFLQx7+J9XKUaaPTQ8QT11U+LEXmZqlZgwmaRFHxe86ARmzznu2lUnrvqL4dGJbXMHn/2eyed6/UYBPFtz580niXZvk7OOee+Og7XLjj162XvGk0fP3bF1K77TolYRdvy30lT8iGplgo9f5fKFbw+hnQb9nrKaHmnXjhK2GygT8a/6lo3ou4qehiHyQh7fLUnaLn2BRpEGomlQ2Qls26GeuSu6VBDKVpHepJO5WJ4DmtFfRSob7ST4bkyt2iZK2mzfX2PPvjpx5OF5mmqQSXJYt8xom95LtCJOHJrtCtXA549eNsF4ex//fLnPROjTn2jCyDDV1Iw5Icge1h6/imPWHnfLyiXBp0yw4hf7xqNtSxf95oEbfkMBDqDceQAbk8RslJINix9L5p192gmfnxx5dIWZul3t2e9QrxoatRa/2JLw7Z8NgehhYa+g7mrGQtjXgjCdVaOkteKBK6gGkkZN0d9wWLog5tjlw1z3s5AvfGce46FHoHQH0zDX39OCpAzOVJsx7w6icE9kTj81M/dZpsUokbbgOUpTCSKknOSrNwmu/0mV4+dLls4V9PfaFj8lwXW1zV8DSiVAzPhUg2bLp+JXGOp3eMUpk9xw5wibnpjNwl4rb717TLD+jLXJKaet2ji7r/mni5afuRt4THRXvH7D1m8swLOlrFP82NjYyGNaJy+ZGlMLhFx9zf4f39HT3/tYbd/oJJ+8pp+de/pY1ANzG5p5A4pT10xB5QAf/MocYu2nboAVyAp8QaPqMNArGeyFZXMc1q8c46ofTDE24ZEE9rPLP32WQiTJehgFMk27aZ354RbimQUv5+uzaXKZlmDW9JC1ugkMgRcz3m5z1yMDPLG7woJ6Qm81xnEcPEcSuJo4sY3ENlhs8eH/qODSz5mrXObPaqG1YMGA5C9fO84Hv+gh3Xmcf9aSyXWnnjUWh9HFixYv2amU2vabDuxs/cYDPFs9PX0YE2/r7T15x/DI+OrTTldnzJu17guPbH243te7p2/lgv20wph6xbB4nmL1US6TsUASIYSfdwFZXosk8CUV3waqYeSQxAp0gqG7CcF+vjHYLE5enrSNAkoaEsfq8WUmPP9/VUy5yMaV58Nn0yA10UVFMZeHUApHCZJY02wnNNuKdiTy3HWSyLS5OGH7/grRuGCoZinElUAxMjmLZQuq4+980+rhRQtPcpYMqbcft2r5HZWgNhppoz31a1X/+6XWbw3AAYRwAHR7cseh2ry5N/rBl446avmf/8GH/3ryrx578IbwR3dtEsP742MXzxNBf2OYkQMRvpT0+hol0257kc3vTLMpyuqF2HK6wpcCX+l8KpyjAGMLJloDmLS/M9N2ATcxJMbkCk+Za+KlCru+m+C6li8Ddl6NtcS2giqlIYwVcWLlHTI54liTTjWzPZbGpCeUVkw0XVzPRRKxfzRisl0nptLacrDnkViudi8645TLznrX6z9+05ev9oeGelpP7B7Txyz79c1nP9P1WwXwbPm1RQB6bDLBceQXfS+61PcUa1edoBqn9nxuTn/zmLorz/7qT6Wq+RWOnieYaLcZHhf01e2oQ98VueSCUjFCGZTjUPMMdd9Q8S1V11HWMLenYLJF7uokynLDpTTEji2k5Dn6bBaoqwm8hMBLciFSJQ0TUy6tpovBTqmzJwtMNX0i7WFS8cossA3T8XxKGqqVKfYcBIYb9Pc0ec15klseWJaceNKxtx21tPpYuzX2rk1PxInjVNl767VmcPaSqef793ou128lwLPVU8tbTrMkRmzMvj8Bv3/nvtX/7/72zd6cwW3JBWf1nhSJ1slX37SPOImpeJKJNjRi2z852TQ8sMXDRC5zewwDjazKZ/Bcyew+wJnip484jI+7BG4Kcm0rjralq5AwU9I2Q1f8hFoQUw1iHMemNEcnQ+7fVEWYgKF+0J6gFSqabYXrGGb1TXHcspiHtujU1zb4XptDo4I5fRrlCPZMzEfovntcP7n39RfOUxdceHEYMf/vJc1Dyxf3AfDW5/vH+RWt32qAz7SEGAI4BLwTYMfGH6GUPHfXgfELhde8uObGK32vyXdveYxZvRLBFCPjbe7eoDBtyYLFgoWzPRq1mA2bEypSsniu4vS1TaaE5Ac/7cdIw/iUoD+wBSHfNUSp1RXSctkDV1OrxPT3NGlUW0y2HFxHcNdjIVf9KOCMlYLBHoOSIQ9s8mhUPJJEMNTns3bpMNepSZKkTl9PjZOPaxGp45g7u5eh+Tx6tKpdMzrZ+707t518y+vXnQf8/fN92J+39X8dwLvXohUvALjlwIHhW45ayq2YZPmu/Qf1tT/cqefNn7v0qKPr74uj+znlpIA4bjF/YAzPN6xc0uaWhyFwJb7rYGKDT8iiWYILTovYemiC7/2sD68pCTxDLbKBphTgu5pKkNCohlSCCb59V8LOPQ0uOEkSJ20UdqyHowzVykHue7TO6qOg2QpYPH8efQNLOfn4CqesOpq6O/qRJQu2b1m4cr30K/Nk4Dub5h/FjbV63/N9aH8t1v/1AM/WrFkDADdmzyfG9iOl3xe1nrh95OAURy/zouOWzf7LBbO44MBEzMJZEZWf3kUtiKhWXTZs62HTE4Y1S13WLpvkvN5xfnyfYqJZBa1xpaSnZqcs+G5IozaJkhGHJib5wvWDDFUki2ZVOP24FrsPKFrNCkIlzJs7wJte/0KWztccGq/TO1fcJCZ3f/KEVZ67/vQTOW7FvFsmm+2R+fOGnu9D+Gu5/n+AH2bVe2YDjADXAezavQfgEc9J5uwdjXXNi6lWHyVwx3Acl/0jAU/sa0V//daTPrhl1/ArqwOt6CVnQUX67B8LWTDgM3+Wy+x+xcKhkIVDB9k33KDhj/K6C/pYtyJ2J9tzvjW3/3sfnDMQuLv2uoCkXuvhzKVrmNUP+w9VZK3i7J3NiVtOXz/3+T5EvxHrtyOb/2uyNj32Y5QUc66/ZWfv8rna/GJzQm/gsGV/i/l9VeYOKAZ6FfMGQ+YP7WfLzkF66+Pc92iVtStDsXX/ilEh9N4LXnj+8/1VfmvW/wfx7qgilVuZ6QAAACV0RVh0ZGF0ZTpjcmVhdGUAMjAyMC0xMS0wN1QxOTowNToyNCswMDowMAk5Ji0AAAAldEVYdGRhdGU6bW9kaWZ5ADIwMjAtMTEtMDdUMTk6MDU6MjQrMDA6MDB4ZJ6RAAAAOXRFWHRTb2Z0d2FyZQBtYXRwbG90bGliIHZlcnNpb24gMi4yLjUsIGh0dHA6Ly9tYXRwbG90bGliLm9yZy9IzyijAAAAAElFTkSuQmCC', 'weight': 4}
• mf_hecke_traces •

  Column	Type
  hecke_orbit_code	bigint
  n	integer
  trace_an	numeric

  
  
  • id: 18698358
    {'hecke_orbit_code': 4503599694479765, 'n': 1, 'trace_an': 1}
  • id: 18698359
    {'hecke_orbit_code': 4503599694479765, 'n': 2, 'trace_an': 5}
  • id: 18698360
    {'hecke_orbit_code': 4503599694479765, 'n': 3, 'trace_an': 0}
  • id: 18698361
    {'hecke_orbit_code': 4503599694479765, 'n': 4, 'trace_an': 17}
  • id: 18698362
    {'hecke_orbit_code': 4503599694479765, 'n': 5, 'trace_an': -5}
  • id: 18698363
    {'hecke_orbit_code': 4503599694479765, 'n': 6, 'trace_an': 0}
  • id: 18698364
    {'hecke_orbit_code': 4503599694479765, 'n': 7, 'trace_an': 9}
  • id: 18698365
    {'hecke_orbit_code': 4503599694479765, 'n': 8, 'trace_an': 45}
  • id: 18698366
    {'hecke_orbit_code': 4503599694479765, 'n': 9, 'trace_an': 0}
  • id: 18698367
    {'hecke_orbit_code': 4503599694479765, 'n': 10, 'trace_an': -25}
  • id: 18698368
    {'hecke_orbit_code': 4503599694479765, 'n': 11, 'trace_an': 8}
  • id: 18698369
    {'hecke_orbit_code': 4503599694479765, 'n': 12, 'trace_an': 0}
  • id: 18698370
    {'hecke_orbit_code': 4503599694479765, 'n': 13, 'trace_an': 43}
  • id: 18698371
    {'hecke_orbit_code': 4503599694479765, 'n': 14, 'trace_an': 45}
  • id: 18698372
    {'hecke_orbit_code': 4503599694479765, 'n': 15, 'trace_an': 0}
  • id: 18698373
    {'hecke_orbit_code': 4503599694479765, 'n': 16, 'trace_an': 89}
  • id: 18698374
    {'hecke_orbit_code': 4503599694479765, 'n': 17, 'trace_an': 122}
  • id: 18698375
    {'hecke_orbit_code': 4503599694479765, 'n': 18, 'trace_an': 0}
  • id: 18698376
    {'hecke_orbit_code': 4503599694479765, 'n': 19, 'trace_an': -59}
  • id: 18698377
    {'hecke_orbit_code': 4503599694479765, 'n': 20, 'trace_an': -85}
  • id: 18698378
    {'hecke_orbit_code': 4503599694479765, 'n': 21, 'trace_an': 0}
  • id: 18698379
    {'hecke_orbit_code': 4503599694479765, 'n': 22, 'trace_an': 40}
  • id: 18698380
    {'hecke_orbit_code': 4503599694479765, 'n': 23, 'trace_an': 213}
  • id: 18698381
    {'hecke_orbit_code': 4503599694479765, 'n': 24, 'trace_an': 0}
  • id: 18698382
    {'hecke_orbit_code': 4503599694479765, 'n': 25, 'trace_an': 25}
  • id: 18698383
    {'hecke_orbit_code': 4503599694479765, 'n': 26, 'trace_an': 215}
  • id: 18698384
    {'hecke_orbit_code': 4503599694479765, 'n': 27, 'trace_an': 0}
  • id: 18698385
    {'hecke_orbit_code': 4503599694479765, 'n': 28, 'trace_an': 153}
  • id: 18698386
    {'hecke_orbit_code': 4503599694479765, 'n': 29, 'trace_an': -224}
  • id: 18698387
    {'hecke_orbit_code': 4503599694479765, 'n': 30, 'trace_an': 0}
  • id: 18698388
    {'hecke_orbit_code': 4503599694479765, 'n': 31, 'trace_an': -36}
  • id: 18698389
    {'hecke_orbit_code': 4503599694479765, 'n': 32, 'trace_an': 85}
  • id: 18698390
    {'hecke_orbit_code': 4503599694479765, 'n': 33, 'trace_an': 0}
  • id: 18698391
    {'hecke_orbit_code': 4503599694479765, 'n': 34, 'trace_an': 610}
  • id: 18698392
    {'hecke_orbit_code': 4503599694479765, 'n': 35, 'trace_an': -45}
  • id: 18698393
    {'hecke_orbit_code': 4503599694479765, 'n': 36, 'trace_an': 0}
  • id: 18698394
    {'hecke_orbit_code': 4503599694479765, 'n': 37, 'trace_an': 206}
  • id: 18698395
    {'hecke_orbit_code': 4503599694479765, 'n': 38, 'trace_an': -295}
  • id: 18698396
    {'hecke_orbit_code': 4503599694479765, 'n': 39, 'trace_an': 0}
  • id: 18698397
    {'hecke_orbit_code': 4503599694479765, 'n': 40, 'trace_an': -225}
  • id: 18698398
    {'hecke_orbit_code': 4503599694479765, 'n': 41, 'trace_an': -413}
  • id: 18698399
    {'hecke_orbit_code': 4503599694479765, 'n': 42, 'trace_an': 0}
  • id: 18698400
    {'hecke_orbit_code': 4503599694479765, 'n': 43, 'trace_an': -392}
  • id: 18698401
    {'hecke_orbit_code': 4503599694479765, 'n': 44, 'trace_an': 136}
  • id: 18698402
    {'hecke_orbit_code': 4503599694479765, 'n': 45, 'trace_an': 0}
  • id: 18698403
    {'hecke_orbit_code': 4503599694479765, 'n': 46, 'trace_an': 1065}
  • id: 18698404
    {'hecke_orbit_code': 4503599694479765, 'n': 47, 'trace_an': 311}
  • id: 18698405
    {'hecke_orbit_code': 4503599694479765, 'n': 48, 'trace_an': 0}
  • id: 18698406
    {'hecke_orbit_code': 4503599694479765, 'n': 49, 'trace_an': -262}
  • id: 18698407
    {'hecke_orbit_code': 4503599694479765, 'n': 50, 'trace_an': 125}
  • id: 18698408
    {'hecke_orbit_code': 4503599694479765, 'n': 51, 'trace_an': 0}
  • id: 18698409
    {'hecke_orbit_code': 4503599694479765, 'n': 52, 'trace_an': 731}
  • id: 18698410
    {'hecke_orbit_code': 4503599694479765, 'n': 53, 'trace_an': 377}
  • id: 18698411
    {'hecke_orbit_code': 4503599694479765, 'n': 54, 'trace_an': 0}
  • id: 18698412
    {'hecke_orbit_code': 4503599694479765, 'n': 55, 'trace_an': -40}
  • id: 18698413
    {'hecke_orbit_code': 4503599694479765, 'n': 56, 'trace_an': 405}
  • id: 18698414
    {'hecke_orbit_code': 4503599694479765, 'n': 57, 'trace_an': 0}
  • id: 18698415
    {'hecke_orbit_code': 4503599694479765, 'n': 58, 'trace_an': -1120}
  • id: 18698416
    {'hecke_orbit_code': 4503599694479765, 'n': 59, 'trace_an': -337}
  • id: 18698417
    {'hecke_orbit_code': 4503599694479765, 'n': 60, 'trace_an': 0}
  • id: 18698418
    {'hecke_orbit_code': 4503599694479765, 'n': 61, 'trace_an': 40}
  • id: 18698419
    {'hecke_orbit_code': 4503599694479765, 'n': 62, 'trace_an': -180}
  • id: 18698420
    {'hecke_orbit_code': 4503599694479765, 'n': 63, 'trace_an': 0}
  • id: 18698421
    {'hecke_orbit_code': 4503599694479765, 'n': 64, 'trace_an': -287}
  • id: 18698422
    {'hecke_orbit_code': 4503599694479765, 'n': 65, 'trace_an': -215}
  • id: 18698423
    {'hecke_orbit_code': 4503599694479765, 'n': 66, 'trace_an': 0}
  • id: 18698424
    {'hecke_orbit_code': 4503599694479765, 'n': 67, 'trace_an': 348}
  • id: 18698425
    {'hecke_orbit_code': 4503599694479765, 'n': 68, 'trace_an': 2074}
  • id: 18698426
    {'hecke_orbit_code': 4503599694479765, 'n': 69, 'trace_an': 0}
  • id: 18698427
    {'hecke_orbit_code': 4503599694479765, 'n': 70, 'trace_an': -225}
  • id: 18698428
    {'hecke_orbit_code': 4503599694479765, 'n': 71, 'trace_an': -62}
  • id: 18698429
    {'hecke_orbit_code': 4503599694479765, 'n': 72, 'trace_an': 0}
  • id: 18698430
    {'hecke_orbit_code': 4503599694479765, 'n': 73, 'trace_an': -1214}
  • id: 18698431
    {'hecke_orbit_code': 4503599694479765, 'n': 74, 'trace_an': 1030}
  • id: 18698432
    {'hecke_orbit_code': 4503599694479765, 'n': 75, 'trace_an': 0}
  • id: 18698433
    {'hecke_orbit_code': 4503599694479765, 'n': 76, 'trace_an': -1003}
  • id: 18698434
    {'hecke_orbit_code': 4503599694479765, 'n': 77, 'trace_an': 72}
  • id: 18698435
    {'hecke_orbit_code': 4503599694479765, 'n': 78, 'trace_an': 0}
  • id: 18698436
    {'hecke_orbit_code': 4503599694479765, 'n': 79, 'trace_an': -294}
  • id: 18698437
    {'hecke_orbit_code': 4503599694479765, 'n': 80, 'trace_an': -445}
  • id: 18698438
    {'hecke_orbit_code': 4503599694479765, 'n': 81, 'trace_an': 0}
  • id: 18698439
    {'hecke_orbit_code': 4503599694479765, 'n': 82, 'trace_an': -2065}
  • id: 18698440
    {'hecke_orbit_code': 4503599694479765, 'n': 83, 'trace_an': -534}
  • id: 18698441
    {'hecke_orbit_code': 4503599694479765, 'n': 84, 'trace_an': 0}
  • id: 18698442
    {'hecke_orbit_code': 4503599694479765, 'n': 85, 'trace_an': -610}
  • id: 18698443
    {'hecke_orbit_code': 4503599694479765, 'n': 86, 'trace_an': -1960}
  • id: 18698444
    {'hecke_orbit_code': 4503599694479765, 'n': 87, 'trace_an': 0}
  • id: 18698445
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  • id: 18698527
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  • id: 18698542
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  • id: 18698544
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  • id: 18698546
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  • id: 18698548
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  • id: 18698549
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  • id: 18698550
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  • id: 18698552
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  • id: 18698553
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  • id: 18698556
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  • id: 18698563
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  • id: 18698580
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