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{'Nk2': 2300, 'analytic_conductor': 11.845824231769083, 'analytic_rank': 1, 'analytic_rank_proved': True, 'atkin_lehner_eigenvals': [[23, 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': [23, 1, [5], [1]], 'cm_discs': [], 'conrey_index': 1, 'conrey_indexes': [1], 'dim': 7, 'field_disc': 48117511395532601021515149860, 'field_disc_factorization': [[2, 2], [5, 1], [61, 1], [863, 1], [4289, 1], [10655565062445793159, 1]], 'field_poly': [-13379024, -5741296, 321544, 114552, -1455, -640, 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, [-1712515072, -367442944, 10289408, 1832832, -11640, -2560, 0, 1]]], 'hecke_orbit': 1, 'hecke_orbit_code': 167772183, 'hecke_ring_generator_nbound': 3, 'hecke_ring_index': 1152, 'hecke_ring_index_factorization': [[2, 7], [3, 2]], 'hecke_ring_index_proved': True, 'inner_twist_count': 1, 'inner_twists': [[1, 1, 1, 1, 1, 1, 1]], 'is_cm': False, 'is_polredabs': True, 'is_rm': False, 'is_self_dual': True, 'is_self_twist': False, 'is_twist_minimal': True, 'label': '23.10.a.a', 'level': 23, 'level_is_prime': True, 'level_is_prime_power': True, 'level_is_square': False, 'level_is_squarefree': True, 'level_primes': [23], 'level_radical': 23, 'minimal_twist': '23.10.a.a', 'prim_orbit_index': 1, 'qexp_display': 'q+\\beta _{1}q^{2}+(-13-2\\beta _{1}-\\beta _{4})q^{3}+(220+\\cdots)q^{4}+\\cdots', 'related_objects': [], 'relative_dim': 7, 'rm_discs': [], 'sato_tate_group': '9.2.3.c1', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '23.10.a', 'trace_display': [0, -89, -2388, -9896], 'trace_hash': 1280363518383964122, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '6.311', 'prec': 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-
mf_newspaces • Show schema
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{'AL_dims': [[[[23, 1]], 7, 1], [[[23, -1]], 10, 1]], 'ALdims': [7, 10], 'Nk2': 2300, 'analytic_conductor': 11.845824231769083, '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': [23, 1, [5], [1]], 'conrey_index': 1, 'cusp_dim': 17, 'dim': 17, 'eis_dim': 2, 'eis_new_dim': 0, 'hecke_cutter_primes': [2], 'hecke_orbit_code': 167772183, 'hecke_orbit_dims': [7, 10], 'label': '23.10.a', 'level': 23, 'level_is_prime': True, 'level_is_prime_power': True, 'level_is_square': False, 'level_is_squarefree': True, 'level_primes': [23], 'level_radical': 23, 'mf_dim': 19, 'mf_new_dim': 17, 'num_forms': 2, 'plus_dim': 7, 'prim_orbit_index': 1, 'relative_dim': 17, 'sturm_bound': 20, 'trace_bound': 1, 'trace_display': [32, 146, -2276, -8616], 'traces': [17, 32, 146, 4608, -2276, -1543, -8616, 28401, 84745, 1474, -81174, 60577, 11078, -67832, 347320, 1430800, -301206, 2246597, -825798, -3392500, 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mf_twists_cc • Show schema
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id: 439926
{'conductor': 1, 'degree': 1, 'order': 1, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 7, 'source_embedding_index': 5, 'source_hecke_orbit_code': 167772183, 'source_is_minimal': True, 'source_label': '23.10.a.a.1.5', 'source_level': 23, 'target_conrey_index': 1, 'target_dim': 7, 'target_embedding_index': 5, 'target_hecke_orbit_code': 167772183, 'target_is_minimal': True, 'target_label': '23.10.a.a.1.5', 'target_level': 23, 'twist_class_label': '23.10.a.a.1.5', 'twist_class_level': 23, 'twisting_char_label': '1.1', 'twisting_conrey_index': 1, 'weight': 10}
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id: 439927
{'conductor': 3, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 1, 'source_dim': 7, 'source_embedding_index': 5, 'source_hecke_orbit_code': 167772183, 'source_is_minimal': True, 'source_label': '23.10.a.a.1.5', 'source_level': 23, 'target_conrey_index': 1, 'target_dim': 7, 'target_embedding_index': 3, 'target_hecke_orbit_code': 4503599795142863, 'target_is_minimal': False, 'target_label': '207.10.a.b.1.3', 'target_level': 207, 'twist_class_label': '23.10.a.a.1.5', 'twist_class_level': 23, 'twisting_char_label': '3.2', 'twisting_conrey_index': 2, 'weight': 10}
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id: 439928
{'conductor': 4, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 1, 'source_dim': 7, 'source_embedding_index': 5, 'source_hecke_orbit_code': 167772183, 'source_is_minimal': True, 'source_label': '23.10.a.a.1.5', 'source_level': 23, 'target_conrey_index': 1, 'target_dim': 7, 'target_embedding_index': 3, 'target_hecke_orbit_code': 22517998304625008, 'target_is_minimal': False, 'target_label': '368.10.a.f.1.3', 'target_level': 368, 'twist_class_label': '23.10.a.a.1.5', 'twist_class_level': 23, 'twisting_char_label': '4.3', 'twisting_conrey_index': 3, 'weight': 10}
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mf_hecke_charpolys • Show schema
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id: 89075
{'charpoly_factorization': [[[-1712515072, -367442944, 10289408, 1832832, -11640, -2560, 0, 1], 1]], 'hecke_orbit_code': 167772183, 'p': 2}
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id: 89076
{'charpoly_factorization': [[[-223029139672800, -8432612765964, 91120892409, 1543767633, -7309890, -81462, 89, 1], 1]], 'hecke_orbit_code': 167772183, 'p': 3}
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id: 89077
{'charpoly_factorization': [[[-251961894718790714880, 2410116303201024896, 4177782022754688, -6011407997856, -12086661896, -3324216, 2388, 1], 1]], 'hecke_orbit_code': 167772183, 'p': 5}
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id: 89078
{'charpoly_factorization': [[[19357942139471576511152128, -39363920516343958880128, 11187528800817349344, 3278336956482368, -833352572984, -106881732, 9896, 1], 1]], 'hecke_orbit_code': 167772183, 'p': 7}
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id: 89079
{'charpoly_factorization': [[[-10855079866169072461407009307648, -3352255304918058621998833024, 264565436636669871541760, 7651029441152561600, -376473898346024, -5604405080, 78484, 1], 1]], 'hecke_orbit_code': 167772183, 'p': 11}
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id: 89080
{'charpoly_factorization': [[[-727184848928405247492001437246588, 32746107687152675992051971528, 1493333549366898658573557, -60045126411962610027, -901113763759338, 18591061618, 296769, 1], 1]], 'hecke_orbit_code': 167772183, 'p': 13}
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id: 89081
{'charpoly_factorization': [[[48374111653007035492972465788870102400, 315111892746594240027814598197248, -8459338102302599497603667328, -90262357614197673785936, -241376299659915912, 120830326640, 1128820, 1], 1]], 'hecke_orbit_code': 167772183, 'p': 17}
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id: 89082
{'charpoly_factorization': [[[-5809814672157172183505462135233891840, 757372117339521112022519515395392, 37518059495906395380999622976, 15093773166255630049136, -640024575966501504, -318993567668, 1301252, 1], 1]], 'hecke_orbit_code': 167772183, 'p': 19}
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id: 89083
{'charpoly_factorization': [[[279841, 1], 7]], 'hecke_orbit_code': 167772183, 'p': 23}
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id: 89084
{'charpoly_factorization': [[[-155064723323261680235683966785121405266300, 4069877452208940855649292247490479540, -10372821788520762685523572672125, -596605381378479686113683, 15725193244317585826, -5476463758898, -2813849, 1], 1]], 'hecke_orbit_code': 167772183, 'p': 29}
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id: 89085
{'charpoly_factorization': [[[-894649589094431739467287780795490045836508928, 2765270320168793894899205292623427329952, -601505603657390864614605113202615, -1036441034739117966866008191, 516639381996260128102, -52077269646002, -7334751, 1], 1]], 'hecke_orbit_code': 167772183, 'p': 31}
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id: 89086
{'charpoly_factorization': [[[1271454335557416636805922824954557049832391035392, -1187846170164805639375713513474849152131456, 131322223870580262651054988158322432, 51396704704591477109329552032, -3443780567841250990152, -399773775437440, 13324320, 1], 1]], 'hecke_orbit_code': 167772183, 'p': 37}
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id: 89087
{'charpoly_factorization': [[[21929755868948863262444233877945098364222799270620, 27645182313678684475890106445360130890139404, 4898128636902369081203484560514839769, 144914379961504359478517684813, -18271325154404649078490, -916355326332234, 15691573, 1], 1]], 'hecke_orbit_code': 167772183, 'p': 41}
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id: 89088
{'charpoly_factorization': [[[-773324738918284229846538924540939318591704392531968, -64328382785206955934937136787724960571326464, 13510586569868539759952491875145408512, 307288745514414826335706398720, -46264737620731998256384, -834569968505184, 46474818, 1], 1]], 'hecke_orbit_code': 167772183, 'p': 43}
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id: 89089
{'charpoly_factorization': [[[-30706577724965136215885511798390988383128593163965440, -2455384934091230670506102486447773934106634760, 45854982611278115887860612875091802693, 6183434344864611282190539078129, -4136583479573992472914, -4812122027092602, -8232227, 1], 1]], 'hecke_orbit_code': 167772183, 'p': 47}
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id: 89090
{'charpoly_factorization': [[[-180119121137542988160762966415625688884643137607113472, -6830241727702306366400444250609538990245765056, 527252865246533737334640842877834462208, 17702665623337980333859133487984, -355330617008304291846192, -9027227451609060, 53545400, 1], 1]], 'hecke_orbit_code': 167772183, 'p': 53}
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id: 89091
{'charpoly_factorization': [[[-231239453910228907644933547687941446545116356147036160, 94208637503955872362685724942510252651319132160, 3016695719379444252702554603507033264128, -144776945156594707272653199416576, -1396162283686540518546240, 26531242613472704, 341275144, 1], 1]], 'hecke_orbit_code': 167772183, 'p': 59}
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id: 89092
{'charpoly_factorization': [[[1689208229681155710560917078687294085469391236279688704, -295062114653146343882182749042128412289084020032, 9173156309078241286095988660681407336320, 37307240953212677191805235860784, -3152419499317404676364832, -475079602746876, 277157656, 1], 1]], 'hecke_orbit_code': 167772183, 'p': 61}
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id: 89093
{'charpoly_factorization': [[[-1265564144001782077244690749672841280834219175540802425856, 59843182518092667423360591559535735823982049326208, -902826442715561254072852110096432732633344, 3593529256811760408601747227828096, 19691189786596840532845992, -130799319902783416, -89654580, 1], 1]], 'hecke_orbit_code': 167772183, 'p': 67}
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id: 89094
{'charpoly_factorization': [[[17022949016333731716472177887241110267283643653394048849920, 649340637952511098349660278734402651584798426756912, 7142945942065685214242204124089283622786481, 13769516125161864454664551682340713, -91523313255879684153476274, -269926569316030954, 286098961, 1], 1]], 'hecke_orbit_code': 167772183, 'p': 71}
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id: 89095
{'charpoly_factorization': [[[9566922471002301320078181330584607982232587905933475792660, 228595432563127198399702091978750189889968039520300, 1071967192123515702275355630298179120629083, -8330490759946233170615273623365347, -63606253447502920295657822, -1842581383650138, 637495039, 1], 1]], 'hecke_orbit_code': 167772183, 'p': 73}
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id: 89096
{'charpoly_factorization': [[[2603966072850989635174452885902728990633574174145374432256, -21469325324157211512901664586989476603381222333056, -742754487111383744470477766083428426116128, 2525078958493000464282563922729744, 35645148092783289830239856, -127566286303762272, -274469546, 1], 1]], 'hecke_orbit_code': 167772183, 'p': 79}
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id: 89097
{'charpoly_factorization': [[[71602558316389814371887675694078712580919521010579969233408, -3257742943039546065727952024903315272754192896378304, 48337830216746894449691502038397699666911776, -266027564413128245924113340303826416, 550887565709386866012136336, -43481345997719236, -1164579762, 1], 1]], 'hecke_orbit_code': 167772183, 'p': 83}
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id: 89098
{'charpoly_factorization': [[[63393542308554932065566633192700679053564534564248706457600, -6573795628380281645147785450324141007706891459676160, -21436697269438263307189776841075643531824640, 245381212512378759760420487686628928, -178778764185612100518255376, -866418451660376796, 504153000, 1], 1]], 'hecke_orbit_code': 167772183, 'p': 89}
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id: 89099
{'charpoly_factorization': [[[-6250176427303160766407024708654694356162300253408819049600, -628113948343202893587685875935176607133712982990080, -16126479907015335486920542136551500678728896, 4101700865458144148774372732261168, 1619690863311271943651645976, 4122080372971945856, 3519929016, 1], 1]], 'hecke_orbit_code': 167772183, 'p': 97}
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mf_newform_portraits • Show schema
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{'char_orbit_index': 1, 'hecke_orbit': 1, 'label': '23.10.a.a', 'level': 23, 'portrait': 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tdsTtm+oUOtGiGkJY4FzW6FhabPWFXgSY+ZeZ/TVwTnZ1MuLqUElS5vub3Du++EQI5y4kKDi3OKqwPmtpxetNx2cIGf+dAKm8dGuTAzztXFKourmqWm5OpCSpx22b8r5cwlj4g+tx7cakbHDn5MqJEfsyZuff/3vP+1hsR/1+uvNMBXVprUqookMT83O3vy3hee+aQ8d1He++lHruh913b5u+/weOnUOEJI+rFkcVWw3MxYbiYsrWbMrsKZJcHU5Cr/8geXuGNvlUtz48zM15hZ1MwtWWYXUy4vZMy3U0bH+7zuhg537QdfVghUwNxyyNVFzeyyoBtBmhpC31ALM8ZGUgxwYTal1YEdGzxqlQhrBQifTs+wfWPE0qoG66TIageiFCyW5WbMlmmPdk8hlEWYiEbosX1Tn9Wu4MKMJjOaiYakHgoCD9JU0I0ks8uSq0uWuZWUIOiDl3L3gQ73HhRMNSosrTS4NBcwswhziylzyylXluHMkuW2A4v8qx9cYeNog4uz48wuVVhY8VlclYP7F8UZUsIL5y0/+K55rt1Y46Wz29P5rnr8+7/zvea6PXse7/ftP50YVwRh7bWGyrd8/ZXV4F//+sc4cOA2/uFP/qN/8wefevgfXTz76Ws9eXVnRVq53KzQ7EbcvK/Jjg0aY6QDFRKQCARCWLSw+BJmlio8fVpyw+5l9m/rUw3B0xLfU/i+plaRVD1Jt+Nx4nzIV5/3uTAf0UoTTlyK2DCxzHtet8IN17a5bX+T84spi11BNehzdsbSbNW4/hrJaj/j2HlFvap5+QLs2Wzpxxn9zEfrhLE6HL8UoHSGJ1O0B71Icsf+Lr2u5IZrM1q9jAszdXZtVNSqMauRZXq0y0qnxcceghfPZbx0rs+OzUvcuK/F2HjMA3e3+c43WnZvrJMlo5y7MsKZyx6XZg2X5xMuz2ecmRdcXE24ae8C//IH22wYHeXS7DhzS1UWVn2WmpKVVkazndDqZqy0LSdnJGG9xVtuESwvT/Doiz250FreOTd3bNe1m6I7JzfsqtTrI1/75Kd+nz/8w0+81pB51ddfSQY/8twfcvDWDerjf3rxf5fp4j9/9Okr6sTlVW7Y1+J732R5+ewoD77Y4jvfsMotu0e4eHWE5VbIctNjuaVZacNKM2OllbLcTllswqUVga70uefgMt/zxphd0zVWOw3mlyssLPssNgXLTcNS07DSNrR6hlZk6fZTJhoJ2zcYQBB4lsvzHkIG7JhW7Nps2TzdZW4l4tCpOrfusVQrKxw5PU69FhPHHhNjhl4frtve5/cfGmXftpQoskyOSJKsRz0MePl8n4pX4+a9KS+djZlb8tkyEbBrE2zfGKNUwuVF8D2LEJYdG1LG6pJ2L6DT9Wh1PZZbiuVVWGoalpsZi82M2SYs9TO2b+nwPfctcs9+Teg1uLrYYHEldLKkJVhtGlbbCSvtjNWOZakDp+cVN183x3feG/G1pzfx8sWU77q/yQ07KlyZmyDTm7IDeyf+ze8+9m3/6r59T2Y//re//bWGzitef6UAvjR3GC8IKyuLl7afPX30uz/78Oy/ruoTHNwxykPPhTx9KuG6fctUVZ9q2OG99/a5dU+VuaVxFldqrLRDllseKy3NSguabcNqO2WlnbLcssw1BTMdC6LD+1/f5IE7DNdsConjKivNkNWOT7OtWOkI2l1BP7LEqSXLQElL4EElsIw2LNPjCdrrc+ZqzOHTASat8Y47Y7S3ynPHRti5Cb74dMrrrw+Yb/YItSLNEsbHIE08tJeytFTldbe0+OITdXZtgmdPRXhUefsdhlT0OHwm49zlEC19NoxpxmqCSiDwfYESkBqIE0s/hnbXstoxtLuG1a5hqWPpZRk7tnZ54K4m7783BlNnaXWE+eUKSwUZNGG1ndHspKzm4F7uwNW2Yq6ZcPd1V3nP65ooXSNUHjfvHOGZo+N8/fmIPduXueemPZyev+b/s3/f3j++9pqtF3u9Xu/u2w681lAavP7KAPyRZ06Qqo1+JTv2t9pLx37lyJEXxZWrVl5Y6HPH9RFZf5QnDmccumCZWbV0+xF3HFzkF35klVuuDVlYHWVptcZKK2C17bPS1qy2Bc22pdnJWG2nNDuGlY5lvi242jSMjXZ5621t7t6fsmODolHxaLVDAk8CijiVGCMwFrp9QBjG6n1OXbEYG/PgszWiboVrt/jcc0OXxKzyyPOj3LzH49Rsh+ZKg7tu6PK15wI2jFuOXbD8z+9rcex8wIZxyVefV9xznWK52+LspXFu3hvzyOEeaVTl7gM+u7f16aUdvvKcgkxw5rKmUdVoAd2exFhBZixJCkiD9g3NjqVWT9i2KeLe67q89daUiVrI3PIIS6sVVlru3qy0BM0ONNspzU5Ks5PR7FqWu5LZtmChnXLXvnn+zY8ucOd+SbtTZ3ZxnMNnxnnsJUGfVe7er7l0pUIzUubgwVvs3bdd++MHr9/5W/3WUlwZufG1hhTwVwTg1valNZ33vPTcp6597JD3C88995infcP+bRWefVkw1+yza4Om2YKry5aFtmCuK5lrptx93Tw/96ML3LrbZ7U1wsJKnWYnZLXts9rRNNuKZhfaHUurm9LqZHR6hmbXstARLHQgySJu3NNj43hGp2t5510ROzca0kyipSVO4OFDIRfnQzaNpRw5E4Kpsn+r4pZ9hiDs8typLguLNQ7urNEYXeGJlzxu3xOy1F1lZaXBxo2Wp48pvv/NHZ45ptk67bHYabKyPM4t13V54kjGeGWUg9d2mG82efroKBVd47Z9lr3b+yA7HDonmB5PmFtIeOSQRz9RSAmZsezcFPPWu2LaHcXmMcMteyCOqyw3qyw3A1Y7Hq2uotmRtDrQ6ma0Ohntbkara1jtWpZ7kistQbMXcc/eBf6PH1nhtj0+88ujrLarLK5WuboYsNrO2LG5w/xSnaePply7vY0WPjfffHfy1Onwf/v+D3zb6bGRyudGKp55rbH1mgO81+2RptkPP/Xsk7906PCXxrNOj0tzHleWM3ZskGgUF64mZMYggHbf0upaVvuShZ7kaivjjn1LvO+eZb73zSmj1RqzSw1WWhVaHZ9mx6PV1bS7klYPOl1Lt5/R6WX0IkMvsrT7sNwRdPqWODVMjqUEgQUEvrJoKej2FAKPyRHNzo2C3Zst27d0ibI2X3pGcfx0nbfdGnDXTSv89pcMvhjjffd1+ewTKVtGG2zd3OWh5yp82z0xX30Rdk2FbNqwzOcfrfK+13t4wSIf/XyDew9UecudLQ5d6PP1pzVxVGPnBp9rNgt2bMqYGouRMqHTz1DKoJUFLNXAMjUKceLR7vqstD06fU23p+j0JZ0edPqWTtfQ6WW0exmdnqXVs6z2YKErmVuxVEda/MD9C3z7PRE37g5ZWmnQ7FRodgOabZ92V4OALBOcu6JQusOOjYaZBZ/LCylbtoe87b53Le/ff+c/VEp/tFqtvKb4ek1L9TbtgLB/99DRp3/uc194aPyRQwu88+6M+2+vc/ZyheWWIs1gw4SlF2VEscVag7AWKQ1aWnwpeenUFC+crHFqZp733dvh3gN9RusNlptVaq2QRs+n09W084fd62u6kaYfWfqxIU4sSWJJM3fFqY81IJXA04LQF4zWBWN12Dhp2Lqhy+RYky8/B998wUOaEd52q8dN+9s8djQh7je45yZBs9djfqnG3XsNk6NdKjqgnyoWWgnKCG7aq6nWI54/EfKGW0a468Y2z59QYEe49YDP33n3Ml97Mearz9Q4djFk+5Ri43iFsXqVkTpUAvC0RUkwFo6dE2SZIEkFcQpRgvsdI7eY+5Gh2zd0I0OnB60IFjqS+TZEps/9Ny/znnubfN9bDGnaYHaxRqsT0u76tHsenZ6iG0n6kaAbCdLMEiUhT7yUcWo2466DS9x5TcpzT35tfGbW/n/f+IbX6+XV/n8dHw3/3wfw4+dXOTPL33nyqYd+bpP+/PSOKcXOqQYPPd+hWmtz6zWWizN1FpsSITRKCrTKUBKkBKksWlk8Zah4gsVuhT96aCtff6HF669f5UP3r3L9rg4To1WWVqu0ewHdnpcDW7krFkSJJEkFaeq2emvd51PSojWEPlQrhvF6wpbpLikdTl1J+NgjIWcv1RgNKtx+QHP3DS2ePtnkwScb3LknZPumLr//kECJgEY9YbUTYSwoAVONLq22j0krvOf18/zRF6vsngt54M4ucbLEI4cnSLKQOw5M88DtLfZsa/L157u8dKnKoXM+W8cl4w1BNRD4nluEUoAQFmPBGEuS5os1sUSJW8j9GHoxtPuClUiw3Aah+9y8b5UPvXWV1x/ImGhUWGlVabYrtLsBnb5Hp6cduPuSbiTp9V1rXaeXsdJMOb+Qcv3+FvffJplb2MTTh1vMPvXF6X3XdH9u34E3WmvnPyLEa+M1/38c4C8+8btcv69Hv/+JH3rhhPiFT3zu+OQd+2a49Zpp+nGDl05LDh2P2TImqFcM/UQAAikUSgmUzJBS5NuzwVOWQFsqWrDSVyw1x/j4wzWeOtLhnhtX+dBbVrl5d5OJrEKaBnT7IZ2eRy/SxIkiSSVpJsmMwFiBwCKFJfAN1TAl8GN8L+LKUsTnn5Wcvuxz7vIYygTs3uRz3S7FrftbqGCBw2fqbBmtcvAa2Di1wnKrwfVbJKmxfPmZgKgrGa2lvP2OPp97JOHibJ1913pcXe3z8lmPbRvGuHHXAo+91OaJlwVR7LN/1zj7twXs39rmzNVlTl+BZ45XOXW2RlULAi2pBZbQcwtfANa6xZpmEKcQZ4JOJGj1Ba0EYpNibJ/b9rT40FtbvP76jE3jAf3+CEvNkHYnoNP36fY0nb6i11d0I0G3L+lHDty9KKPXT+n0DRvHLbftrnLhSsihk5LTMxEH9lzgwskHp7/y+MovXFitpf/olz712xtFm5/6yQ/9zQX4L/7y73DT3Us8/c2J7ztx+ux/nJs/Pdrvh7x0PuS9dy+Tpj7VSkC76xH1LTKwVHxHqQ7UOciVQasMTwt8bfA9S+BZqn7GaChoRx4rrTH+5JsNHjrUZ8NYl+++r8n+bX36vQ4Hd1m2bVREiUeWKbK8UCRw0sfTGRfmLOdmBas9w2ceq3JlcQwbe4yFis0Tmh0bNddsgYO7Wxi5yIc/V2N5eYQ792sO7m7y9UMCkXpMj0lq1ZRu4iOtBCtR2qfZF8wtCw7YKvfd2ubx5ytsnvS58+A4f/vdi/zWF9s8c6JGp++xtFpn1+YK+zZ1uWNvm+94Q5uZ5WU+81jAUjfgwlWPK1d8PCWQ0hW6jLVkBhJjyVLD2ETCDQe6RFHC/m0RH7gvYnpEMV4PSJKQqwsh3Z5PN3K7XK+v6PYVvUjSiwS9SNCPcDtBlNGPDFFiUdJS0YojJwJaPcv5qzHnl1M+uDdleXmJoy8/PLll4+7/WKtvS37yx3t/cPT5j3Lg1h/+mwfwP/7EH/Jd33mb+I+/+vh3La2c/41+82r1zKUGL5+zhLWQY5dnObh9kcAfo9n2yYyLf5W0SClRUqKVQKv8XQs8neFrge8ZQs9SSSzV2DISZoxVBN1Y0o5rnLtc49/+wTiYFJGm3HpDl10bY9IUjDVY64o4UgikEmjP58RFn2OnQ2qhpu5LJquCqQnJ9Lhm85Rix6aMfTtWycQS/+mTDS5cHOXOvR77d2b00jZPHg4YrXhMjFhG6zHVipNCxkiafcVyx7LUzGh2Krzu4CrPHuty/KJitBFyx4FRfuQ9S/zyp+D50zU6PctqWzO33GDjZJXpsT47Jvr84+/q0qg2eekcnLgk8TyLUhYhDGDd/yykKezcmHHP9SlZ4pGkAdZW6cces4s+vcjtaP1YDeRbLxb0I0E/lvQiiGJXlY1iM7wSS5I5CbTUTFjtwfkly77dq9x6bULVN8SJz8kL50b3b49+48mHd6Wfeu6dH//iF/7IPvCu7/2bA/Bf+M8f58zsBvWLv/z4+20889uLc1fDVj9k8yTcnMQcm6nyzz4yxb/9kUVu3GmZW67TizziWBIlCq0sWls8JfG005y+p4g8SRQbgjgjSiyVxBAlhji2NFKIEkOUQpwK+okkygKSLOT46RqHjkNmLQ7aTht7EnzlPB/1AA5ugkYFRmqSsbpiYlQzPQ7bN0Zsmlolscv8p0+OcObsCLdco7hmq2T31hW+8XLK3NIIt+6SjDUMod8jkAFWCdJMIqwlzWJWOiFzSx637K9w0942jz0fsmFMUA3r3LLX8BPvX+I/fsrw8pU6qx3DaluxsKKZHK0x1qgw1hihUU2YqiXsuCUm8FI8naJUhhRu57O4RZUkivkFTZIqklQRJ4ooyd9jSZRIoth5eqJYuAA1FkSxzcHsQB0nxv1Zru3jBOLU0o1hpik4sGeZ//NvN5F2A0fPjjGzoNk42ebkqdlqt+//9lv3f94cvHb3J489/7Hsulu/568/wH/63/0RVyOlxvT5D/Sbsx89dvpk+MAdPpiQ2SWBMR6ZSXnxUoPf+VqHX/qxZabHLa1OhW7fw481nlZ4scLTFi+W+J5wD8ETRL4iThzQk8QSp5nLiqSlK4M0s2SZITM4vW0YgFsIUBK0BM+DQAvCQFANJLWqYqQqGRsRTI+n7NjYpV5b5ZOPxzxyeJzVxQY3bFfs2OSxZ1ufTKzy5Weq1DzN1JiiXu1z+Ayu436bpRspbtyTcMNuy+zVjIUVn16/yjtub/PoSz1OXVHUKpLAb3D9NYZ/9UNLPPxyj889PMlSy7JjOmOlqRltKEZqHvWqR61iCQND4BsCnaGVk1pSumdgLa5gZQSpkaSZIE0FSSqJU0GSSKLEZV7iRBAnljiGKMmIkxzUOXFEqSWKHbD7iaWfCLqJZLErSW2HH3rbCjV/jCNnRjk/4zO3bJg/U0GoDpunXwqvXLG/W6mqH9174/edjTL7WKDylfjXFeBvvbEp4yT93oXFq79aHz8fdlZCljvLvPlmy8mLNaoVjVaCKysZjx9qcOziEndd13YfTmX0tYenNb6nCWJF33NME3mS2BfEiXAPJ1EkKcSJdBmEdJj2SzNDlrnsQmbzTEl+W4UQSInL0miBrwWBLwkDSa0iaFQto3XDhvGIqbE2qV3l449KfuuLE0yHITdsF2zf5LFzs2HHphU++aRleTlk/0bFWAPq1YS585L5lQB/F0SJYGpEMjoKp85ZVlqG2cWQPTtD3nxrm89/M2SiDoHvo+Qo1+8W/OgD83hyns8+NsbRKyEbWgnToykjNUW9oqhWJJVAE/gQeKC1yzBJAVKUQI5b2Jlxeew0Iwc6JJklTiFJMkcKiSEu3hOTpx3zrEyRgkwE3USwEksW2obXXb/M625IuDpb49QFjwuzCQvLKcdn4L4728ytNvjdr1wK3/4m73feEZ4+7mn/RiD5awvwrz74ebLM/NChI8/+X3F0plGv9rn/jjY7NnUZr6UEfsLkaJUtUwodtvnUN9t4Xky1bqhHLmOidYbnefhxRuxp/NhJkzhxpXTHOMIxUc5KaQpJBlnmMgnGuIDLGIu1Q8IQwgFcKYFWAk87gIQBVENDvZIyWk+ZGu0xObbK48djfvfBCifOjbJzxGP3Rti60WfrBti3vUU3bfH0sQYV5TE1phitw2g9Ymwkxfc1QrjF1Yt8llsJq11Ls5Myv+KzfWOdu/bP8+AzXU5caVANEjzlI8QIu7cofuAti9y2b57ffbDO00dGWepophspo9WUaiiphIrAEwSexPNcrKIUefrQodwC1lq3e+VATzOT7255ajE1pJkDd5rLj8GVuKxMP3Wk0kkFzVjQTC1Jt49IYyKT8NUXU144mrDaNlxehoVexuee8dizoc/e3QmXLh/l2cd709u23PyhL33x07/1zgf+8kxaf2kAt3YZkH/3T/7ksz938tTyxKmZBgutgGt3RozUNFsmIh64c5Yb92gCT/L6W5ucvip57qRi786IjRPQamV4UYrv+QS+RxRrAt+l9wqAJ4kkTt22m6R5TjsjT/2RM7fEWIbgdkXKnLlBK1cw8T1L6BsqYUo9TBlrRGyabDHX7PIrn/H48rPjLK/UuHZKsH1asGXaZ+u0YNfmPtpf5Y8e0Zy9VGPvBslYXTJSy5Ay4sqCJdASKcBaQZxodky3eIaMVlex0rLMLVfYuzXkO+5r8omv+5yfC/B0ghAextZIUsmtu1bY8cEWX36+y+9/eZznztfYMiaYrGXUwozQFwSewPdcrKIVLnCWYlCytrhFZiwu05I5wBcgTzMn6RzYIc6c1yUuikepoJdCO5W0E+jFGVm3z9aJJrft63H4lOFXPpnS6SWEfsbunR0+eFeLzeMwUtHs366YW1ScvrQy0eu1f+GeN7xfXZ5t/tetG/9yJm79pQDcgdv72xdOPfpz9I5O79uuqfiKywseV2aqHFo19G3KNw53uHN/h1qQ0IsDXjgZ8vQR+PrzXT54f4933dViciSi2w/pxT6B5xGnHnGiB4FSmiqSTJKmkiQTpKkkywSZEUOtbQQDVWIdc0sBSrmsg6cMvmcI/IxKkFKvREyOduglPb5+2PKxb4zw9JFRxnyP67dYNo1LNkz4bJ6SbN0Qc82WFV463+Mzj04xojRTI4JGTdCoJjS7GV98MqTuW4RwwOpFmvfcE/GFp5wnptkxzK9otk7Xed+9HZ4+3ubYKZ9akKKkcCA3Vfqx0/o/8OYmezfN80cPt3ji6CgXVypsbAhGQkvVN4Ta4HuglRgWxoT7vQt3hsmlmjHDHS7Nge4IApJMkGQ5sDNBPxV0U0E7gyg2pHFELezwvrev8sG3NrllX0ISK/7J987SjpaoBILb9hl2b/JJkjpzSzVOnq9waVZzfiblhdNHp5vJpp974G1vMBevtn5z+6bGX22AW7vEy0dTFpf0Dx49+sgvXjr3mYm9G5cYqUwwPlJjYsRnw1jK3LJlZtljdnaMP7g0Qi8zZKnTgJiMK0/WeOqlHp+4scMH3tzl7fesMj7iE8cBUeIRJx5JqklyoKeZIs3ygk02BLixOXOboeVGCJsHlSbPzhh8LyPwEypBTL3SI6PH156X/MFDoxw5N4JIAnaOWTaNWiZHFVPjPhsnJZunErZvbHFpoc2vfa5GGlXYulUwWtc0atCoJggvptWrMVq3CCGwFpJUMh4oUpPSTnza3YyVluLKQoUD19T5sW9b5Rf+MODCQg2tknxhaNI0pB9LNk4E3Hptixuu6fDyhSt87BsVHnxulJlmhVqgqPtQ8yy+tngKtHTlfCHWmo8MYI1bdJkRZBbSTLj8eSaIM1ck6mWCXga91JKmKSaJmAh7vOP+Vb77/havvz5ltKpITRWTKn7oAUGSWuLEpx9VuTJbZ2axwtVFj6sLlsvzCWevZsw050nV56Z3buEXX3fnPamNZ3/n/HzIrq2jfzUBnqVtDh6ovPf86Sd++aGvP9J4/EjK1KTk+986z817Y+qVUSqhl2+fCaFnWepIWpGimwr61mnnKAuZj6p89qk6jxzpcsdXO/yD72xz3fYW06OKRlUTJz5x6pGmQ5BnBcCNxFiJtU4S2EFACVIYlLJoZdA6JfBTPBXT6iUstBL+wydDzs2P8fyxUazxmagIpictkyOCiYZiYtRjw4Rk40TKlqkuE6MrfPkFw3NHR7lhq2CsLqlXJY2qoVaJEV5EEGi0cj/fWsgySS/S9PoJqRG0e4Z2x7Lc8phdanD3vg53HVjlj74aUllWaOniMGM1aeYTJ5Je5DE5GnLb7g63XdvhmTfOcGFB8rsPjjK/WuXyUoCvJDVP4BcyTLrAc0DkhVTBMXlqBamBxAiiDPopxMZClkKaIFXE5rEeN+xwz+P26zIaFU2a1mh1HPFkmSI1miT26PQDVloBc0shVxY0l+cMF+cSTl/NqI12+MkPdpmoZDz9+EMTVxf1L995x60r3V7vM3+RmPwLA/hDj5/icLRdzX3116/VybHGdds6LK/UeeJowC9+rMVPff88e3cmhME41vrEiSFJU6QwVLSglwqiFPqZoJdJ+l5AP/NZiis8+NwIjx/tUQsifvidTbZOpOzc3OPug220cC1iQji54qqSzivt2thycGMR0qKEy5lbUpApL5+TPHtc8/mn67x8sU6cVqlrxVTFMl6zjFWty4M3NOMjmolRwcbxlM1TPTZNrfDIkYgPf36aTaOaqQY0aopGTVCvplSCiMdPKvqxxqs5UFkriFNJqBU37+3x1OFRZ3zqZay2PBZXA+YWx/ixB+a4vLjEUy9O4UlAJBggTTVx4hHFkk5PM1YPGW3UuGtvlzfe0OWDb1rg+CXDF54Oefp4hZNna6RCE0WKbqJQQiKEWBd45jUBa0iNxRqDJzJG/JiQhLtu6bBrU5+tkwkfentExZfUKh5xXKXV9nKiUW5XTXWeY/fo9DxW2z6LTc2VecPJSzFnF1MajRb/+Hv6jASTPHG4zkPPLTJ18cFGHF+89ge/+weU6R7LZPW6vzoAf+nIU4xNxv78icf+1pHTlf/r2Rfb3H9Hj11bq7Q6mpfONfiZjyjuPdjiA2/IWFqd5OJVF/VXA6eOdQKBgjCzVDNBnAn6GfQ9j37m0c1C2u2MX/yjMWyasGGqz4HtfSZGUj7w5h7bp2OSROR6W0KJucn1p5QGIQV/8nCFl87UEFpzYabKlbkqYUUxEghGa5ZGaGiEUK8IRqqKRl0xVtdMjMLkaMqGiT5bpltkdpU/ebRBr1Njz1ZLo6qoVyX1iqEepnhezJefCom6Em/adYwWEqVWUbzjjh7ffMHQiSSdXkarq1lta2aXqly3q84HXt/i+ZerXFiuo6QBklwveySZIkpcYabT1zQ7PvVKlVol4rqtfe7c1+fSfJPzV1fRXsahs5pPfKOKUMqBW8i1D9EawIC1JHHGjg0p3/3mHpONjH07LBsmIEs9orhOmrquqTTRJJkmzVzxKF1XROr2PfqRIssE86sZV5p9vuedS7xuv8ATk7x0qsHZKzGTE13uvz5i78bd/9ehQ492rzsw9lsXLj4R79h+z18NgD/70gUM4d5QXPyVLdWnZGfbCI++0GDThGbDhGVPlHF6psYXHvOJohajfpd2r4qU4GuBtc7T4GkIUkGSWRLjgJ4YS5wJokwSGUlsPBIDC50G33jJYMn49NMJQmTuIVn3kCBPlrhcIEIohJBIpUgTjTQaT0vqAeyastQ8QzUwVAOoBoJaRVKvODk0UpeMNWBiJGVqLGLzVJuMFf7Dn4Y8dnia3RMwVs3ZuyqpV1KqlZhatUelUiVQEiVzDY6TA0ni0e8JelFGO1J0+oZ2z7iWuZrP5bkRXncg4ie+a45f+oTm4mqAEAZrE0xmSVKPOJH0I2djrfc0tdCnWgmpBlXCIKFeibl1T4zvJdy+J+VD93fRKs2LQAYh7FpRnks6YyRCSAJPAT79SLO0op1vJytinlwWptIF+VluXEslcVoU31wM1Khadu0w3Hygw1tv9Vltj3HqYpWri4IN44ZbJuscO+3x8a89Kf/B345+ZdfmzY+afnTkLwKb/38D/MyR3+eabWHls18///4vPXxUbJmO2bW9yS17A1qdKrPLTi9LkbDY1Bw+OkEttIzVDVKAp0Ue9Fl0BpmyeTQvSI0dRvbG6UN3CWIjSa0kM5rEBGR52qv8GlQpBWghXKVSQVixhNoSqozAg0BD6FsqgaDiS6oVSTXUDuA1wWjdMN5ImRiNmB7vsHl6iQ9/3vD7D25g26hism5o1BT1qqJWhWrFzSm8umQ4czUg9N3vB4XTT9CPNbs2GjZO9mn1fXp9m7O4ZLWtqVdC6tVRPnT/PGevzvIbn9mClhqLITMZqbEkqSaKFb3YmaK6oaTa11QCj0qQ0Wy7GMP3Mjyd4XkZWrpGCSldOV/kl7OuOOemA7mgaXKXpXFxTZZJjJGkZhjvpJkYBPhpns0qUrZx6nZRrQ13XCuoV8Y5d0WxsOIzsyBYWE6YX1E8eRRGGm3274q5fO6w+MPLvH853nvml371j3v/8H/67tcW4F95tuJvOHn1p2/cdvSnO9dn8rOPbeCRQy1u2tvkPXc3mRofJ0nrpBlolTDRsFgrBmVkKS1KunSWzvLig3E52ayouhln/xyU2XOnnMvlikGgVNbcQF7Jc4GVlgYtyT3k4CmBp63LG2tBGEhCX1IJFJVQUa9I6lXLSC1jtJ4y3oiYHOuyfcMST5+M+KOHNzMWBmyoGxpV4cBdkdRCQy1MqVcjnj4Bh45XuXbK5rp3WDbvRYrb91n2bO/xzJFRupGl18/o9HQOco9qWKESjvI9b1jm0Ml5njq2EazCmMzZYVNLmtiBn6QXaap9SyVUhL4h8D0CPyPQxhXMtLMYK2VyE5uzBiMsgqGeGwbnzkJsioyUKdKvpVRsnrVKjcirowXo3WWMi2YXVj0WVjyiRLDSkswuJbx8IaVnerzrdW1uvsZnZWWMTz+CbHPpf/8H3xf41++u/5t/CPFrBvBetye7vd7P/tePfuQfPvv8rK91lZv2+DzyQp0Hn9AsrHS5dU+C1oZKoDDGEidm0FhgrXU3UFq0cg20WZanrAbVRxw75yA3eSWuKFZYaylV3tfsuEWpuijouKYJ4QA+MG256l/gK8JAUQkE1YqgXrE0qhkjtZTResTESI/NUys8daLHz350Axcvj3LNpGG0Co2KolZR1EKohRmVMMH3+jT7FiUVnrJIOfxkmXFASFKfRiWhmxq6uc+6289odyXNiqLaDgiDOjs3Jvyrv9XkX/y25MljG7AojDVkmSHNUuLUECeKfqzoBZJKpAh9SeBbN+1WGzzP5fu1sg7gygFc5TJFCLu2fzEv7ducRGzuZclywGdm+O6emSTLGAC9+HOT++zdzuW8Lt3I7cp7dvS59boet+8JuTI3wounBAeuXSQz837am/zfpre+3+v1ev+fSqXy5+7t/HMDPI5aWBv/m1NHH/tfl+cXwmPnN7Pai5kcN2yZ0tTDgEuXPbJIsG3KVdPCwPm5M2MxgwuMdu+Ote2gjGwGOVqwxi2GLLeAli/WATyX3Xlg6SSKkgKlXLpM561onpYEvhsAFAZuJEMlsNRCQ72a0agmjNRjxhs9Nk+t8tTxLv/ityY5cXGcHeMuw1KvSGpV6di7YqmGGdUwIclifu+rdaRSeNKixDBNaGzBdB4/8LYVvvJcTDsO6EZFv6ii3VE0A03oBwReg33bUv7131niZ35L8MSRDRgryYwrqyepM5pFsSEKnd01CAShJwh8V9n0tR1UbLUySOVy41JY1yhRAHxY8gRyEsHVEly2JQ/kDa8opmW5jDR5Lj0zDKYSOPA7664xMDWq2baxxpbJkJMXAlZagtv2N9k4EbDSqnHy5FwY20d+8u1ve7NYWm7904nxP18R6M8N8EPHj2OtueuZww9V7jzYYeNEjdklnyQVVEPB1ChsS2xuZpI5gzov9xDINjdAgcksRjkzVFFdK9qvHNBFzvgMzFJl5i5eBcALD0ZRySvYW+vCdyLxPOn8G74gDNzMk2qQUas4cDdqMaONHlOjTZ4+3uVnf3Ocly9MsnVMMFErSZNQUwudf6USplSCGM+LuLI0hqcESpo8LTcMMrNMkqaKTWOWNE1oJSG9yNKPDL1+RrsvqXQVoe/heyGeHmH/1pR//bcX+GcfgaeOTpMZ6QCeWZI0y5ncEAWGMJb0fTWQYJ4HnnYSzflULFqSyxQQ+furYNzJFfKiEGJQHHKgXve1KYN77XthBzDG7ahzSwHzy262S2osrU6ds5dhbsly5mqbu8zXK7ffuuEuIcWfice/UIDPnP1DNm1drv7nD3/Zf+7kLD/2njbbNoyxtFqj1fXo577iOHE6LCu0dZZXyrKhBHG/sMVohqw+kCF2APRC0gyY+1t8NimGJiop806gHNxKyrxRopAnEHoQ+IZKaKkETj9XKwmNasxorcfkWJPnTvX5mf86xuELU2weVUzVDCMVQT2UVENFtSKohG5xuFJ/zFPHBJ2+T6jIF5nT4EUTQmYESaqphYq7D7Z5+uUG3WTYDtbtKdqBIvAVvufn+nmU67YZfv5H5vmpX4cnjk2TGEliTN4sPezBjHxJ4BvH3t7QR69VcZHLlKGMk3mV99VAXhSFbAHwHPBZXiku77amLC2zIn7K46rC3GUsS033/N1nhn4MrZ5lvmMQqsnmiZhPfeFzfrDpO6r//ne+2P3JH3zgLx/gS3MXGJ/YPvr8M7/9a/2ufMPpMyP8o1/1eNutTd56S5NtG336UUiUBKy23Uixbl/RjyRRQh5hM9Ro2oHdrmftEqCNtWsAntPKWt0tnKFIyBzcuclIDQAOKncMehp8D9cJ5OcGqyCjksuLeiVipN5jrN7ixdMRP/Nfxzh0fpqNo5qpqmGkArVQUKsoqhVFdcDeGWGQUq/2eeSQz2ozZGxsWCYvAGNynZpkiukJxf03dXjkWeO6aGJTArkk9CShp/G0j9YVpDRct83ycz8yz0/9uuWJE9MkRpPkDkBne3VMHiRy4C70tUTr3IQlBUqLQXBffL5iERZSRRSuNIYFofWXKb0bU3ovkVWxYxcW5jh1TRPdvqXVg9Uu9DNLNzGMj0W8+42rvOUmi00neea0eUM1OvuRn/jgB/7ee+69uLp3z/a/XIAfOzODd3Hhpx5+fOF7n3ixTcMXzDWrfPTzIV94qs3rb+hy/c4eN+4SbJqqMBY1mF2s0JQaISRJ6uTCYBvLyCc0MQhGCvZeE0iuZ+4c6UVFbqC9ZeGgG+ruwjGoFc6foS2e5xqLQ98Q+hmVMKUaJtTCiHq1z/hIk+dPRvz0r0/y4tkNTI96TFczRqo2B3fO3qGkEjj2D4OUahCTmoh2HCCUxCsYfKDBc01qcoNY4lHz+84uEIeMFSDvZ3R9lR+JIvG0xtPFAbSW63dafuHvzfFPftXwxPENJEYTZYI4MzkjCsLEEHgW33O9qzqPO7QSeQO3zO9P3pVfvJeMWYOFWY511oF7QEIlYlojPXOwO6eik2GtrmV2FVqZwfMjbtjb5fpdEW88mLBpvMb88igL3ZAtI0uo7Oz3nj7z/Jk0Tf7ZXyqD2+wiyM07fv03P3rD/NIcN+4OWVy1jNVTpluC2eYof/zVET5bjalX+nzgjR3ec6elGvr0IkWqC6PTMP1nlFiz+oc3TJSYYliVtOU9s2DtclBZbLd5h47KgynX8uaA7Ws7cA+GXpbr5oRKGDHW6DJSa/PUsZR/+uFJXji7gakRzVQlYyS01HNwV0KXTizAXQkyQj+lUYs5dt7y8PM1fCnxlMmDuKGOLLbyJPdt3HdrwrXXdDhzscJU1Z0W14/dPJNuP2dhrdDaQ0mbF40sB3fAz//oIv/s1w2PvjxFP6kQZZI4tVRzD3fg4UCui93LDHpbpcoGO5ySogRwUQI5r9ArQ5DbtQAv7bTueQ7fCzlauBV7MXSzlHe9bpkPvLHHSOBRC0PmlqY4dq7C0qrHwqpiblkzPXaZw4efvmHfbT+24+kXr1y48+Ytf/EAv3x5htXWyM4TJ5/+9zsmr763kTVZ7dSphpJ6VTFaz5gYSdneg5VOwFIn5IuPVqgrw7YNGmNEbjhyuk+ZomqWyxI7jNQHkXs5S/KKbEnO3OvBLSxSFWlBBwatctbWFl8bPM8QeIbATwn9lDCIqYYR4yNdVtpdvnkEfv4PNvLS6Ukmc3CPViz1iqAWikGu3GVejGNv3wG8EkTEWUa/FxIqt8ikEGucfEUhxQWa2ml5HRHFll4iSgA3+H6G72k8T6KVQklvAHAE3LhL8PN/b4Vf/MOUJ45PMNNs0K9JRjNLPbWE+cSBwLN57r/IpNgBexdSpQD44PPmH7qM84FCzB+KHTyr9WAvGkzWyRbrgtlGVXDgWnjvHRUCO8rVBd9J2o5mtSNZblqWWymdnuH4hZSF/tJ7r93zeHbbwdt+cnlx9vz45Ma/WIDPXr1ArVa984VDJ97/0uGjfOCtEXv9mAtXG8wv+yzXPJptRadn2BBnLni0VWYWPEJfUA3y4kI+9sEagcUOgP1qUqQM8OIWl1Vh8RDcuIeCvfMFJG3uGnTMrbXB0yYfM5ENwB34ObjHOyys9Pi536vymSenWOyMMTUimQpzcIdOd1fzwLISSKqBzRncae8wiIGYh170WUl8JgLW+LERa3eoLHPND41A8+Zbujx1IqadBIzkjb392OBHzqvuawdwrSxKegjpCjRY2L9N8kv/oMUXnurxb35zA5cXx+iNakZ9QT01VFMIEjd62VduoJFXBJpSDILg4r0cqJcXphCDXpHB8xmQTynDVW6qWPNMi6FKCiarko0jdU6cG8Hi0oe9WNDuWVodN/p6cTXj3IKlUu1wu3qZuZkt79fe6O8lSe/8XyiD93sdgrC65+XDj/4vvZWXabbH+P2vrvC3Hlhg346MSjBCreLTrCk6PUk/1hjjijeVwPmRpXSd8cOycLH6BdaUVj9imAJ8NVmS3+iCWYpyc5EFUAXAlUVLB2ytHLg9neF7Gb6XEvoJgZ9Qr/TQussjhzI+8sUGn39smtg0mG4IJkMnS1wKsMiTq/wSOXOX2TtB64jHj47SjTWbqsXnWc/gRTpNkqSK0FPcdV2P1DiA9xJBv8iGxG7kmqeLFKfKgeiqjw5sgslRwfe+qUM9mOE3v9jjm0cnmE0qdENJI7XUtHUg13kcomwelxSV5OIeiqF3XLrjBIp7vf5EwYFUKdi8+N2K52bsK4hKCNC4BMPVJcNqx8UDxliiOKPbN7S6Gcstw7kFQVjv8P1v6+PZCb7+6HEeaOz7X97w+nte6PZ6p6qVP3vu4Z8J8NbKBb745YcZHR3ZfPb8sTdm5gJ3XB/ya58b4fxczD///mW2b7RUghqrbZ9O35WN0yw/ZUFZAs+gtR0ESIMbVORXSzq7HEgOSu9D2s4jfLtOmhRVOecYVJLB5KuCuT3lvBiBl+D7CaEXU6328f0uf/Cg5t/+zjRnFsbxgpCNdcF4kNEILLUAanmHfSVw1c4wLwg5/0qW7wROniy2Mjqxj68UvrSDAJPSr1LYC4rSdpx6VLw+G0d7rHbr9BKRj1tzsYLnZXmaT+XpTuUAviZwdc7H976+w+0HFvj53+3z+1+eYjmt0Q08ap6koZ0HJ9DgKwbNELoo+kgGC7KoAhcFoDKprBUr64G+VmJCCeD5f9OlDV3Wp60zIE8XppZO39LswtWWoD7e4V/84FU2j9f5L582iOwKKwtH3njoebu51109deLURfb9GVmVPxPgxmS855137Lx04eSHDz9/liOnJlhsWzwUTxye5IvPXOYnv3MBT2dUAjfqoR9rN+TGOqVceB6kLOsNkZeDS0Hk4CaJV81zC+yQTfLqmywDXFqUNPluUTB3loM8xddOkgR+ROD1OD+X8htfqPGpRyc4OzdGo+oxHsJYkFEPbF56L8Atc3DLQVEozLV34LuF06hFfPJxzakLFUIlXMWwyKAwRPlgjIN1OjxJNft3wLtvb/ORL03QqWoaiaWfWII4jxuUQWuZT/aiBHKvRKluV9g+Kfmn39/lhl2X+fXPj3N2doTltELX09SUoJoD3ZfWLZw8yzTY/Yr7WqQPcfp8WOm0r8yTl0Bu12jz0j+Y/0vFwim0vsX1gEYJtCPBQkfS7MZ88J0L3Hudz9krDd51u2BuscGjT50maBz88MGDd72z1Wz/mVLlvwlwa/ogAs6efnLrlUsv7t42NUvjlgYXrio2jaakVvBbX53ghmsu8cAdC1TCBu1uSK/vE6e548ys29coM3VZjgy/LkAwpG27RgcWwHbvuWkoB7fLmhTsneHp1HXu6JQgiPB1RDuL+ZWP+/zmFzZyZWkUoyqMjyjGfcuIb6jmzF0dlO9l7lPJpUmeOx+A23fVyyiJOXU5oBMHjAV5FqcoOhVZiWIh25InJdE0appdW2NU0Kcd1+n5gkriZpD4ubzycomii6yHUN8ieFVMjXT5sfd2ef99s/zmF1r8xp9MsNir0dMhoVZUtaCiLEFqHZvnpjcth/aGosr5CibnVeTK+gwL6xi8DPbSisisaxKPUkk7FqxE0O/HvOueGT50f8T5K1t46vA4V+bhwmzG3MoqU1tP7K6NVLe+7o6bz3f7GdXwWx819d8E+IWZBSqV+lS7H3z88w+94FUrPe492GHzhipRZHlp1ufIsRr/+Nc2YJjjvhuW2DgZ0o9Cuv2AKCk8xIXhJjftlBxrxYMZ3phXK8vaUjrQDoC9Rp7I3CWnMgdwnaFVhu8lhH6M78U0+zGPvyT5gwcb/MmjE/SzOr7vM+ELRn1DzXdztqv+ENxhIAkCSZBLE1cYyjMTOcB9z1U+z121fPO5KnHiEdTsKwLM4jUsbTsrapwoPE9z/+1t/uhrHU5crtEL3WiGyLP4KXiJwYsNSkmXt5YCKeRwuE8B8CLHbiTVQLNhtMc/+Z4u122P+P0H6zx7bISFXo2+8vE8TagFFQmBzNOoRXpVOoYdGNZE6f6XyKbM3qU3F1utTxiwtjCUGtfU3E0FzdjSS1KmKm3eds8y/+ePNpkcqXLqSp/PPNknjg2RTXjdwT6dlae8ydFbPh5FKzf1Op2FPzeDTzYm5EsnTt751Ue+ObKwGHLisuYT3+hz9/UtwtBydnaCINAstCf58f9U4Q0HlvmRdzW5+do+0+MeURLS7fukiSY1cuArHuptMfwa1kiTct8gwiILJh+UlE1J+pg8HZg5gKtsIEe0Tmh2Eh47Ivjolxo8+PwIy806shJSryhGPUvDN1Q9S9W3VHxy1nbMXQkkoa8IfUHokzv0TA5uQ+A5/a10xMnLcKUZusJKrm/XFk6G/hnXB1kYlCRxrNnQEOzZ1uPwxZRu4g0G7PgxDnwqyyVKUagBua4zp1g8RRoyyZw//Lvv7/H2O1b4+gttfvvLDZ491mCpXaUpfTq+xlcCXwoCievhlO6UOiWGi1SJ3Pb7agBfT0nrMmGGPPYY+PkFPQOdyJKmMdOjbe67scmPPNDmzusknhqh2/fYs7XNm27vUwsld1+naLbGOHZGcOrIl0cq3tvv3LDphi/lt/P/PsBn568EVS/7VTqXap4S7J72ubqkeOpQlWZfMKIsow1DlAmaUZ0Hn6vw5JEx3nLHEu+5p8VbbomZGAno9n2SVJNm2pnmrcxz3mLAPAWDl1/lGzhk7SJrUgDb5O8ZSmb4RTZDJiy0Ux55TvPFx+p85psjzLdqiDDEq3s0NIx4rpOn4pHLDqj4Ir9kbjnNdbcvCAr2LgCuU3w/JfRjrE146PmAC1crTI4LPGlyHSuGjb4ltrNr7KaKXuSxY4Pg/lu6fOrJmE7i0UsEoWfxU8fiUWJLu5QaaFiEXCNT3DUkFFc11VSCiO9+U4+33r7Epx9t84XHqjzyUp35ZpWe8On5Gu0ptBB4UuBJiSdsLrUsClGShqXfad3vV5YrRY3DWEFqITaCKBNExhJFCVP1Du+8Z4kH7uny1tsg0FWa7SqrkU+SOunx7XdDp+czt1hhZj4gNX0OH1usXbOPXxXzF64Den8ugB87cZh+v0OaLnPD7iqdnmZ6QrFpyR03141sPlXKMB4K2lXJcrfBnz5a4QtPNvnBtyzw0z/QZrIR0IsCklSTZTofxDM01A9vTBGjFzmlIj1lS5fJ04EGkQNc6wxfJ4RhQj/KOHEFzs8oPvbVEb70bIP5lRp4IbrhUVWSumepa0PFs1Q8CD0H7tBzMwmdzVSWLpH/vc1BbgYg9z3XnnZmxnD4XACel2/ztlSiF2tWazmdlmVFo4Br1L1+V8SBrR2OX6nSCwXVVBAklkiRp/ZMzt5FNqVIQQ61yiDPnqcijVH59AGPfuxRqUT80Dsi3nP3Kl95rsMff63K+ZmQ41eqxKsBaaDpa41UbqqvAnT+XjD5QLbkz2u9XHE7VS6ZrOvYT6wbJJSaDBtHbBlb5Z/9wCIfvD9FiRqr7TrziyG9yA15iga9nZrlpmJ2UbC4mtHqa6bHF5i5cnR0693f8X3tnv1IvfLq28m3BPips1dFt9f/X/7dr35k8txMlx//9hY3TlQ4fWmUU56Pp1O6/SyfMurYpR5lNHxBNVBcbY7zkS8qEmP5uR9tUQ0zosQny5wuH2hyBJTTgTmwi0KOkyeuqOEkiXGjH2RGELhJqmmWMbsEX/2G5szlCg8/XeHKSoUzMzUIAlRVE2pFTVtq2rgsgucG54eeG9fmQFxcMr9UDnByzZ2D28sIPMfebmHFnFuAY+ereHJtenAgURj6wQdFkCKTYlxPY5p6HNjRY890lyNnU7qpRz0RRBr8PMugSgCXUiCkXMPklFmz7NPO+ybTTJFkHpHn06jE/MDbIl5/Q4srKy0eesbn7KWArzxfZWYpJOt5GKlJfIWQ0u0UeVe+JK94stYPtGYRM9TcGRZjcvNR2mcibPO///ACH3qrodcfZS4/C6jbG45yLqbdtnuS2UXL6csRp2YTtmzo8N1vXyIwL40K87afII1+85X7/58B8NkLXydJsu8NbLPW7zT4nS9GbJgy7NnUpl4dpdv3CHw5mD4a53nbWuSqhVJILq3W+L2vjvOee7u8+54+YMikxmg16BJZA/DBlmfXMXdJiqgML8hIMsvZS4LDZxVffbrKkXM+R89VaEUBURyA56MaHoESVBVUtaFSygMHuvBpFLZZ5wsPclni+wrfl/kCsEPt7WWusug5nR/6CdbEzC1LIhugtcSXFl1Ks60j8AHIM7u23zFOPQSaqfEYqfp0Eo+uFi7TkQwNY1qZNRVIKUpRbDHsCIE1csjkpcFIXqYG4ye6kc/GsZjtGxJuvSaiF/f44XNNjpz3+epTIYfPhZy9GDq5ECisVCAkmSxVg8rF/EHcRCmlkkcdJgWToLKIN97c5PveEhHF48wvj7C4WmO1HdDpaXqRcE3LiRiMcm72LJs39rn3th5bJqGiJzl8rM3R2a8hxLcWIq/6N1/40leYXVpVZ84eFqONmHfcXuX0pQpLCxkXMpged8Nt3NZajCl2XSW9KCPwMroRaCHpdTz+4MEKb7m7R8WzKJnl7C3XZFGEGFK4kM43gjAIaUlya6UQcP6y5A8fDOgmihePhpy+FLDY8YkyH7QPykM1FL4UVBRUlSVUuHFmKjceKcfavidc0aMMbk/i57Ik8CHwybMmrmTuaYPvpXlFNKESxsyvZHz1iTrNdsDYiEDnufjC9PVqwZi1eQPBQItLokgxOaF4+919vvJsj4vNGj1POpmiwUstXlLkrPMcu8xcupDyrBM5+BnG6tLPcED3M0WmFamnSDJNknguleol1PyE11+fctd1Ee97Y5+TlySHjnn0YsXvf7XKuVkPhKTb02SxGrRNWc2wGjQAeiknai2QgUmpipjve1uHakWwHCm6/ZDZxSrLLQfuKM4n3ubjrzPjTG4bJ+tsbIS0m5oXjkCl2mQ0OClu3H9QPff0l9Lb7nznfx/AjbUE4civzC9wozQemzcoxhsQxRqLM+woZbH5TXOTXGU+jlczOWrYtLHNhsVVnns6YbUl6CqBJzOszAaMLUqb2sBfIqHZFRx6yWOpJamE8PQxj889GtJPFP1EcXXWxwhNYj2M8EBrRKDRUuIrQSgtYQ7sQFkC5UZS+DrP+eohc/tFX+YA3Crv0RQD9vY9g+8XBq1swN6+n6BUzDdeUHzqyTrK1y7dtkZ/f2sGL3LhTodLkkzR73u8554en3m8xe8/NEInDanlOtwrdHhSFGXsoFtICDkAmPtRsqT1SwA3efe7dkzuaUWqNTrNHNBVhlJukP5YmHLPvpS79yVYEfGBN3XpJ26c22cfDXjmmE8lECy2FIeO+LS6MldJ5bxoqdKTr+qayhhtWJZMyhMvp5y9KOn1tOvVTItx15bUmNxO7Tw9USS4cMWjn58usd0LCU3/xrFG9VcQ9sf+uxg86q/gB6ON3/i9P963aXpF7ZzuMznSJ0k13b6mlw9yycotSpnrlSy2pooPB67pMzE+z6HTEefmFP/k50bzDutv9RL5xFfBakfx7GGfVlMitSIykshqx0xCO7eO1CA1Uko8KRyYpSWQBl86IPgKfDWc0edALoYND9o1AhSNx2VwO4bPbbVeweBZ6UoJdIK1MVcWfeIoJBiR+HnZW+WuvDVVzKKjh2F5fQhySWYUceIxVldsm4zxRZ9eGtBLBRXthmAWHpKioKVk2d4qBz/L/QyZF39MaQi+yZ/fUBqlaZbXDZQrkKmUJM1QiaslaJUhZcrWSZPvGIbrtveJbRepLc2m4NnDmtWua00sN3euF8ZCWDIj+OLjIf/lkwHPnBhnuqK5YVtE4A2ljcvnF/25xQRc1/XTid1Y55nlhBvtsnqjv7Bv1/U/0Fhe7bTGR2v/bYCvriyhdPMXgvTcm37vkZix0T6vvylh90bDvq0eUVyl1fHzya5y2IQK+ZwTQ70a06imTDY03/62Fp/6us//8Z/GaKaqRGeyBGyx5t0KgSmOXCD3nAo1DHKkzFNZBajzsrMkP7i1yBuX3nXeSa/Ij95jAG7X1qXwc3D7moHF1DF4zuLa4OfVUc9LCIKES4uG3/1KDbSPJ8UwwBzIE/EKBi9X+oohoQ5sbrBOnHh86O09Pv1Ij6NzdTqZRzV1h9I6F6AdduKooibAMEdd3M8BacqSwau4zMALo7XCy9y8FC8HupLDopnzjedfC5MPDsrQwiCsYbJqeNfrjBu+JHKmKyRn6XuBBWlppYI//foEn/laAz1ex0NzbjajHpKPfC6UxLCXM0qh2RN004w9O7rs35Rx/0096kGFrz2x/KZ3jc38Qpalf//PZPBPf+lhhBD+0twiW0Z8zs1W+PCfZoyMdHnjTS1+4K1LbJ6q0+76+Qxud/NEXtr1dUoljGnUOoRBzMlTio98qk5LemSBdgxc2k7XAlwO3/NFIKQctKApAZ5wZeVAOCmgJaX3oqm2ZCTSlOagkJ/MNuyqHwJcDmRL4NtBS5vvm9LgnBQvZ29fJ0gZc2FWsNAKEVoTSNbIE1n61QpOKza6clNHWR+nmSJOPSYaETs29jg+G9HLNP0MgkzgZRYvzXV4yiCzNCyhqzWdCkMDlBzOkxn8PEGWGXRmyJRE6eL4cjU4yU4qk+8UZpiaFcPJWO7dIONiUlaeGGD4DqXahUipyYy/874ORy9WOD6TsNj3EUIyEjk5qXKf0aB3NZOs9gV+tccPvWeZN98AY9Uqi80NnL6sWVie5cjzn/eNeWUi5RUAv3TlPBYY1YZb94Xs3iJYahouzPk8d1Rzz4GrvPXWNloFg6okuOqi7zkQVIKIkVqHw2dT/umvjfKVp0ZIPR+kD1I59i6DXAi3tQ783SLf4oupVOAJiydy0OYSoPh68Gc52Q+toAwabH0lHNjXgFu6d78AehF85uAuun+0GUgUTzt96vsJKQlfeLzC3EIFb0Thlz0c5QxKSZGukaMlfVwu+vQjN8H2gXs7PP5Sn1Ya0tWaSmqI83K6kkNDVGE4E8Iw7BwqAs1hE4lLHeYzVSxkyv1MbQSpEuhM5qfYOS9PmgN9WEwzgwKbzNlc5LbdAvADYJev0p+5UzsS3nl3gpRL/PR/URw+LYjikCVPEihJ4JUqvxYSA0sdwTv297h7r8f84gaefdlnaRWWmwbtd7l69TSvgu+1AP/0576G71dfd/L412+/ONPi+p0xu7dXaLZCrtslGWsobtilUTJi42R/4IMA16nRbFuUSljtZnzlecWvf2qMh18YIfVD0J5j7/wcx6IAInNpU7wrAYohiIvCgi7+Tg41riqALd158sUohDKwB3NQFK4f8dUAXgSche7WhSyxud5e6yX3vQTfi5ltGp4/XQHto3N5oksGpUEhZB3CnU+j5J82DPLhRU48STxuuTZiYrRHc6VKN1VUFXip+11UZt2VlAGOA/ngB8mh576wRhg7mFJllCEzAs8IMiXJlCFTgjQHedm8VtghZAnkKt85hkz+SmDL4jMN7BWGNNN4RvPWW2P+3Y8v8Guf7vPksTrNKKRvfRaXFMYWYj4Hh5K8eGaUj3xGMF6VtHoJq92UWq3LDdOQmM23v+utb3rdkRfe+dj1t7z51QG+fUMXz0vede6UvfnlM3DyouCe65d5++2uCjk12mPTdB8rOhw6JVhsuaZVIaDZk3z24YBeL6CTaJ49XWVuuQKBj5AKKaUDIQVwbV7+zUHMWmDIUrVMrbNw6sIbkXvAC6unay4uOlWcLFGD7pUhsIvmW8feuebWDPR2kRJ0jD0EtzdwJyYIEj7/aMDjR+rIQONL4eZvDxyE5fksZR/1gMSHo9EGLO4Czcwoen2Puw/2ePfr2/zG5+vEWUAnk4S5HtVy6FYcyBQpczCVf9S3YnIwWuYBnBiAO1MSpYxjdCnz0RKmZEUuAD50cr7CRrGeuSWDCnQB8iTz8JTPfTclHNjR5sUzXbqJoNVTfP7hkFbPSVOtYKGleP5kjUtXGzzUV2xuZESZ5e33tLjnOjCx4mrH3vz86c67sjR97FUZ/PLlGarV+tufePwr33/myhJ3XVel3RVsnkjZuXmRbj9jqZXw0S/DE8dHOXKyytKqh8wFZ5JJLixoyHKW9iR+NQd1rpt1zsSC4aSnguUG7kDWgrxoUi66TArmdkeQFN+TMziDNqw1LJ53w3hqLbjdOIV1zJ33bPp5e5uni4aDtHQlxCT88UMNMhugBtXLcoA57GssMhtrNHh+GrE1hUyRbiJUVgSbGoHHd7+5y+99IWLVJPSykF4m8FIGLC6lRaZiYDpz6cL13iNZSk2KEsgFmc474FUOcm1RxsmVTFlU5hyMrnosh+AepCjXgloOAF2WJmtdoIXEiYXrVqqFKW++Ocur0ob7DvbJjM0bZgzzq3DoVJMnj6/w0OExzq5WiPoBVxYqnD3nsdyyTG+4Qija3//m++9/eGHu6lemNmxaC/Bq2MPX4trp0ebuG7YvsW2DYrwRMz2+zCOH+3zq0QpPHRljthOw0q2ghUIjBuejCwFTjbVlaSc3zBCwrDXqDFhu/Z+XWHDI4ms1ZwH68mwPpcRQi+eOuzXDbnJgayWGmZRBOtB13LvGZJsz9zDA1CX2DryY509LTs2EWOWhpMSXJpdR5Z1oKMBfYS21RfA3HH02zFc7kCepx+7NCQeu6fDkyQqJ8umlglCCl1l0KtwuKPIunDTX4UicKXm9LBLrgtshmw+zKw5UDtx5O5uyJXAXXiCb2wQKNh9KESddh8CWRWW6aLMrAV4I18Uj82yLkJZqwGBxSGGpb8zYsznl7XdG/ET3Ck+8rPnUNxs89Nw4h04JJmuW8Us9vNH27htu6l/b6cRfeQWDLy6uUKlEHDvX5zNPGHqZS/hL3eD50xtYXQlQQhF6sHMkZ5B82ymeGWVfd9kJWNoxhRiac8ogFwy38+JdDTzfw7RbYd9UQrjueTEEtwsyxaBbXA/ALdcAvDz8x3XbMwD2oFo5YO4MX7vCjusKSrAkfOKhKktLFUSgXd69vAjXe1DKN6KUIiyGiJZ93IPctFEkiWZyXPJd97d5/nSDKAvpKp9K5rR4YWdVkhzcxV5h8px4YczNpco6PW7yeY/lYwXdJVGm2JHs4GsHZLlGixejrx1Y5bA5Yh1zF9aLAgPudqxre6PcI8CgdOCs0AbPS5msJrz3roTXXdfn0Jk5hBZ4QrG86jE+0WZ1ZYk4HpoLBwD/vY9/CaUUs3Or9Np1llqWduRW9ogUTE246aSF7l2T2y38voMxAcNt8NWGYw6Bvu69DOgy0AeTl4ZNseWZgwOAD1i8kCsSpdcC3Nf5ACCvODowr3BqizcoxZv862zNpZXr3Dl6AT7+YJ1I+iip8url2oW4voK5vsRV7lxaq8NzLZ4p0kwTZJrvelufj36py0tnKyTKoyslfmby7JFAZrZ0f6xrLyvyzzAAuV13blGZyTMDepBCtOisGCthnBQa9G26HUMUjcoCUjHU5OLVAE6xi9k1N2BglTbDWMTmC2792UqiaChXRfue4cadLkhu9zxU5tFaOsmzj1+mbA/XAGfPzbBr56bqb//Or+yS2SxjFY/FVVhaSekn7iEMQTjsEC83mRZJ+cEMutLY4281S/CVAF9b3i5v9QVw1o9DliXGLoLMYmqT1sUhr7n2VuvAXZTvvaIx2biZIYMWsaKnM82vBOXFnLqiacc+KJ3LE7vOHvvK32tNFqWkh+36XHjejTMs/GhqnmDflj4vnYrJTEDP+ISZ82zrXIMr4Xwb7vkUXTeGYUHNDO76oMKZ+2H0YLCp+zNlIJMO8Co/nUKa4YSAgs2zIk4aSJQSyGXJMDdY4bb0GUotduW8vCmfkldqPKfcwTW8j71IsrAimV9OUL7h2j0bd/3wD/z96nd+1090G6MbHcA7raucOtl628bpsZ86dmKV2WaFhhewcVISJ8OJRetd7YP2IzM8NjvJ3IyLNBtWoYbzMl4d4MNVWmbuUrtUiRXVmqGaBcgZeqRVCdSDr/MijyLPhTtwOwAPhwJ5ZXlSZm+V93X6Mcttw3/+0zpLvRAReE6eSLtmVxkOznklc7P2Fg5HE5vhAzdGDkr3aappVDU//h1tvv58g6XIJ5aanpT4eQ/lcORDDjjEsEFbmIGN1mJycBsscl1mReQMbgdBegF2JUXO4G73zuQwmHRafJj1GgaTxXNd5xUv71qDofmidJCvzL1Nw9HM1r76vcssJInE2ojN002urHjU6tM/dfb0yce6/d6nBwwet44hE4/u6hzLyxWiyGdiQlAP1ZpJRWX9OJxYlB8DnQ3PNY8SO3CCKemyBeWxx2WEr9HhuYaUeTGzDPDhKGSRB5nD+YNSDcePqRKotZToXJLoAcALzW0GQaWnzQDcni78F2vZ21MJvh/zsYc8Xj5TAekhpSQorLHrUpuDPkwhXvGA14C7XPAptZuZnMmTTJOmHtfv7vLe17f46JdCjA7oSZ9AikHRR0lBMgDWK5lclJm83ElV8sQYBcq6XcFY4cBdTAkzkA3YWwyYNCvNF5eiGJdNaYGt1drAQIY4n3p+3Ekic2usu9wk4uGx4+V7BeWJw5mbOBbUGNEZJ45dYmFRkqXJUKJcbUp0V9PNEu6/c5lGZZSrixV33F5pQr9lKDmK4CTL3NmWSeImMfWjDBW59E9Rvh9sN2Yoa1i/jZMXNykFm3mqbThM878H4HIIcFXyUOvcl+IxkCKeGmZLvNJwoKHmduztaTe1aqVp+Ow36iw2Awjz7IkoBWPfQqIgxFomL3ebr0/bFSlDIzFZkU3RjDUU3/amLp95vM9SJyBWml4m8/SkyLM3YphulevtTo69iz8yAzZnIAV0kVlR+dcy/15Cphjc9zLIhRS5/halGMoOMkgiX2xr5VkxMsNNG44S6c4Y6gt6EfRjZ71Oc6tsVoyhyMf8uf/OcMT25QQeekGiZJNve0uHa7dn9KMc4O2lE9TGx3Y++s1nfuLhp2dRVvLmW/psnpJEsRpM6F+znQ1Ky3lndOo8vN2+otURWJsOjhshn1BqjcXItQy+JggrjVYoS5RBynANsNfO/i53uLjh7qwFd3GyQcHcqsTcr2DwYtzEcOSEVq5yee684OSFEEOAkHrQnDt0D66VWMOsxlCLlb0oQyYXJXkiBpmMQbtZpsFq9u+I2b2pz9LxCjbzHYtnTqboUhZnGNyVjV45wxQ2WsgZRzAMPsHI4TDUcmyjjFs0Rjp9PihoFdN8i4bkAdjXfoZXkyhZ5rATJ4JeJGh1Le1ORjfK8nNUhwPzywWqchXYHYsCjYbl9TcJpupzoG77iWuue+uLz7x46rxudSEl3Rh48u27Jvr04mlW2xnT4zEjtfiVK69gmWwYFCWpOzKu1VVIoejHEhllg1/cHVspkOvAXQa5WA9yWdLhpc6VMrAH74p8FHA5D16+8iOtVRncJZDn59V7uTW0YG+Vf691glIJX3iyzqnFCvhDeeKVUpdiHXuvHxfxajJluNWKoWQon25W2GhjzTWTMQ/c3eWZo1UwHmnmtLiX5dXdbK1UEoMu+HKLTQ5ya0sSpSRXZP61zAEli8vd+yzfMZw8KXthcrCbIZOvkUmleGSIpSFw4wSa7Yyl1Zh2zw3FT7LSOU35UeOmGL5fspmHHmytKFZXxzh1NuaBB8TbG0F/o0iy8/rKMoxmcOi85dxSmw+9pc1YXVKrRIRBjBQGEINzZZJE5cxS9hS7P2v3FCsdn3ZXkaROuxeFnDUPWgxZbX0GpRyglQFdSJbhTJCSPBlIlBK48/mEw2M7eCWw9XBA0GDEmzY5yFMnT1RCpRrz5AnFp79Ro9f3oarRUuCJtdJkfYD5rWb6lZXK+rRqOWVYzosnqWakrnnffX2+9HiXp0/42JpHLwvwBYOFpsrsOUjNFeAegrw8f8YFn/kCU47NM+n0uCmxdhHUG8lAlgxPhhBrwV6KqwYtiKXnX8RzUrh5iSO1lCuLfc7MQaefN9IMjo7Mx01Y5wOPsyHAlYCaL5htC0avpLz3niUO7u4w1sioegl6y0SPakVy864+zQvg+aucmYt4/GV/kNu01mIyOLAz4V33xINysnOmuY8uheXKac2fPjZJRdSYqIsBgw23SVHSpeVKplhzQ8oavADNK792wJZFmV6WAiJVts26oZ/FCGWdH8Kk1VqgewO2dpdSLsD0/ZgkzvjSE1WOXqyC5yGkykFlB76aMou9motwTUalzNrFENJSJdOBXA60eJEujGPNddtT3nFvh0PnK0SpTyY9ekbhZ6z7LEUunHUM7t7tus+CKhabwSiBKuIuKbAKpB3q8cGOKkGa0ixDM9w1ihigSOmtySoNtDlI5fpkt0732X/tHMfnPI7PVRCqSCU6/GEsmUl55z1dDuyMyDIXH8r8pj/1coXFxRqnLtZ57njA9drQ6YC+eOL3kdLDZosYscr/9uFRLi8HLK7oQTnSGtcR3agl/IfPRGSZwZZPFRYSKRW9uELSqXDNhOsAD7TLUa9Jm5U0asFwg78vMeDaALOQKiVwl1OFA8YuAD6cnDqQKDlzO8a2A6bWg/fh114eXGqVEPgxRy4IvvJ4lW7Ph5qHFIVzkFJ68FWqmKXM0JC6hl6UouS7drb2uoJPyYAVJx71esw77on4zCN9Dp0NQPv0jcTPtbgyoLKS9UGAyHAsKoTLrQ2rGANgW+t2voF0kY7Ni12lCPKNdUAeVJalQJhhfnrwLPM/E2ZYOxnKpoLIXP3AneMJ2yY8fv7vtuin82iVDhaoHSxyybYNMFoXpKkq2bUtH7i3x9xyj08+ovm9LzzBxJMnydIE/ckHncW126tyYWY7Xgzbq7C9Wkzldz2XUabopz6zs3WirCjiFGZ2V0QZ82FDzaDVkCxc4FGa0SfXPvhy8Ui+AuDrWDsvz5ermUrlDkNVlHQLoJeYW5WYuwB3fnnFFNrc4K9V6i6d4HkJqc34/GMVvnmkAqEG6RqavaJMXgY1667yN99Cg68dbyYGp5EXsU5m5BqgR32PN17f5YHXdXn5Qkiaelih6AmNlzH4TCIbsrhYs7ReyeTlIfYqZ04jHZu77wXSiIEOV9IxuiwYvXheJaAX5LSW2IbsroR1izwv92eZYLlZY7SumGxEaJ069QADl2WaKjo9zfKqJknd0eFFYciloAX3XqfY38kwLCOw6Fv3xygFnS6MVj3mlgVRYkhTM8hlxwlEiSFKIUkd4NO8vGttbn2V+ZHYnjs9WOvhEX56nbtufZZkuMLXsrZYw9rr04Vlw1Xeo6jKQC9dengIagForwTqInPiMibuXakE30t48bzk4w/VAR+khxAKb1DcsQNz1doqbJE5EBTCbC3Ahhp0jQ43JQ2eB/JG5aMfBufEa6zVfPebe3z1iT7PnnGTBBKj6GZi4JuXgryELwb7xdpQyH0Wa61j8TLQHbHni9BiZH6eTxEUm2FlWdj8ZxXvQuRShYFVtiAAk7N2IX0UFpl37PRjBSIgThWrnTBvj3OLwAwOzlXEqSSOFVHiEhtRIklT14XfjwVXFw3LPYHNrQr6hVOBy4GqjJGKYXdV04tdXjtOoZ/ntPtxRj8qijjDo7XXDDaX5UNWy2XzHLyDlNIQ2LIEiMHpaMU/u0aaDLMV60E+PI6j+NqWBuAPwb2GtUvvRWNtIVWUSvG8lCRLefjpCodPV8DzQLrg0he2NDm2nEVYe4jTWvJeCy1b+mLQAFHyiKxxF2YSo/KMSqaJYo+Du/u88U7H4r3MsXgkfPoGdDZM28msSNXlfoustMiwgy3+FalLCVZZpBUoi6t+WoGwAitAWjFgcStK2nydDBWFnBnk592/p6yTZ8PMiiI1gih2XURFJdTaYVXTzUpZlzOP3FzxJLX0Iwsk7N2aMVL3SDOLlkphrdPKI7WUiZGEJHUVpn4s6PYUra6i2VV0exlR7Jg9zYYnFZdBvt4AVejktee/DCXJGvZe98+s8Z8IBmfvDE8vtmt0dxngxfsacJeG4g+yJypD6RLAc4ni64RTVwW//aU6UeJB1cvlCYPWNFU+JbicOSnnxb6VRLFrgV6WKcaUgG5fTYtraoHkB9/R5fPfrHHiilt8mVF0M+Vchlle/CHPYmQuXbh+JynCzTLAZUk6qVyjS2Ox0j0jK4UDuCnttIU2X5PmzeMqW0r5GhevlDNHrqJpiVORk4ZbjO4czqKcD0kq6ceCdtfS6ho63ZRu35FuljniHa0bjPEG/339gW//4Iaoffifd5a+RujHjNQsWrhtI040rY7P5fkKl+Y0npZEkZMvaX64p8kKJreD2zZYqYX+lq+UIGWdvUa6DEA+ZOv1JitZ8n4MQV4CtiyCy7XgLmb7DfV2/rU0Q+2dB5exTfnkQzVePFVx2ktolHCVS110I5UXX4m51maO/huvNRq87MAU+YBS44C9BuQSYzRx3+OWPT2+480d/uMf+PSMBqNJhKRnXIwwyElnRYzgwF7OrNiBHnGMinW/ly0FnzLPfVtbgN8OwC1tTkZ27S7mQL1Wp1sBRoAwjvRMOZeeDvPnzp9TgJvcq+I8Tv3YneEzsxBzZcnS7FmiVBDnvrJ6BU4vpnzovXf+87fcvvdH9RefOD26tNx65/ETUAk0d9+wzE27+0SxxlhFmgSkZhJPj1ALIfCKwfblY+GGR3OvsThSzoyUASzWaNWB7i5W/DofypqB7Gv0ty3p79zRV9LeanDSQ+kgKmXXSZLCKZgNwO3phJMzkj/6ehU3f8Wx96Bzv1hooiSb8ny/WEfca9yEg6e3Vn8XD7RceCmaIFzgmQPbSkymyFSuxTPN99zf5VMPVzl22QMZY4Wkn3muGaV0ioLI8geTFYWfgr9L0sm67y12qMEhTxnaXIM72TLQ3db9DGvy/Lhx8saUn+2rMHtmins3zKYVC67wpTtQr8WXw5tB+YZwtIuuRVgscWK4YXfGXdeFiAxuv+7yO8cqyajGxlS8jP0bAsJaxGcfG+WXP7GBSug60UcCwe4NHtduhdB3ICvsnUkmSFN31nhcyJaslGMtsbl7vmU5sq6os06/rTliOtdwSpWZvARuOQR0AfYyuN1EVpO/u3SgUgZVyncr5S6tUjKV8rnHahw7NdTeUkiX+x500KxPe66tYA6/Lx7dGuIufb22AXlNTrxkJ9VGOG+KHJbw40Rz3bUR73ldhzN/FBBnCoQmE5qeEOgsz2oMAt0io1JKE2KHIbAlz8sPYwKlLFY6krfWbQDKghV2WOIXYKQDviny4aXnacpxVwnsJv9+qMOL80OLGDBXC2lu+7COIENfct8ej51bBLWKIPAyamHMudmMJ14agdRn1w6LH0Roz7OISsToxgUW2gGrKzWmQ4/RmqUWCEZqislRTehbGlXnnRbCsU2SCaJI0I0E3b4gTiypzBPzxYMtPeiiCFJMJX01kJSBXZi1lBimA4uMTXHOejHdaRBUloPMsiTRBbiz4REn0qBlMdTGgd3zEs5eVfyXTzboSwduhEbJdbnvQRP02gOxhh6EP0OdlNyVBaCKFrZhyb6swcUaf0pmNGnmEWQpf//9Hf704SpnZjSoJJcqHj0hUIU8yfX4INhcB/IiN2+LDzeIgQUyB7uUdqDPlRwGniZnc5v/HCMFwuY/TxYZFCdN1hCCWSvjjHUOwjgx9PsZvcgMPCk21/G+dv/C/LKHFBOM1TOqYUbSSBivtUDFXFzq008TjDXoaig4Pevx2a802DpRZc+0YLQuqYWKSiipVwUjNctoPaUWuhEKSrobkqSSbl+j2zr3TgxtmNi1QddQf6/1bLyiwaFY+YXHeCAH7Bpp4jzgZvC9Vnkj7ADcZu0l1+e7S5d08sTTMa3Y8BufaXBlPgDl5ImQcpgaLGnuwdes/Z3K3po1FcxXl+El9i4aD8o9mkUJXw6ugT1CKrJUs2Uq4kfe2+bnf9unmbipR9ZKIqNc2jArPod1oncgTIYgH/7/MAxVeQGqLFGsFAOWLwAviwJQQUy2YO68Avqqz3ytZ35gnsoscWxodzOaHUM3cp4UcEog0OSzCQ0rTU2tqqmGmnrFZ6wR8oaDfcYbi4iK6/TRnrXsmhR88L4ATwdoLQgDN1G1GhrqlZRqJaMWJoR+mk91ylDKZVA6fY/Dp8dYXA1yb4HLQa73dr/q9v0q7F0UBNZIlCKgk+V3OwwwC0kiLUqbXIsPAe3kiClJleKok3TwrlWCDhL+5PMBH/5Eg8h4Tp4INZAng6bidbvMGt1d7FZrIsxXh3jZMDRMFZZBX5TsXSW5qG4OSvjGHQUe6pQf+0CHkxd8fvNzTouDIhOSvnG9mzJjwOBDA1ax4wxlpbVFdTVn6jxgKBagLIAu8vy9cAtBCJc+NLaoorqfZUTpZw56M8Wa5138Gbl8klLQjw3HZzLakVvQSuXjPRRUPEstyKgFhlrVncgR5hOBPV0lNZo33F1n86YAbYUmCC03H1hh14aIXqRR0nWTa52RZg7UgR/nA29Szl4VXJiV7gQAoTh8JsBkOi/ulO2sQ7bjWzHdGoCv68ksddIPulZkSWvL4cGvRcakfMqaKmlvx9Jll2BaenezBpdX4E+/XmUlKsDtAO5Jp72dJZVXFHfWGMJKeBavgu+y1h7qXiha/9bKEwZHvawBd67FlVEY446GGfEz3v+WLp96rMpSW4FMwCgSnB4vZAqinC4sf8C1TK7Kuly574f63D2PgsVtzuJWDNnbvuI5l5qic5nksjwlk5YSeJ6gGiomxwwr6arLxSvL+VmPszMBvlZUNISemyRsMoGfFxmVFPRimBzrcNstEcKm6PGqz+yi5uX5DpunF+mZCgJLlGV0OoIvPe4TpXkOWmm09nj2RMih0yG1QDNVVWwZkWzfkNKoapQ/9IesYbr14Kb8i6+TKaKULRFDYA+Dy6IBdQh2LdeD265h8CHgs8G7LrG3V035/DdCnj5cwRTaW+Y9l6KQJ68cTrSevdekCEt/9+oknrNnKVVYSJT1zRC2HHRaibLDvHiaeWiTctf1Me++o8vvfsEHFYOQWCGIjHatfjiZIgeMaRl+tJImH5ic3LMsmF0VBaCCzQcSJd99SjGWLXXQD5+3HXqQiucs3O+llSseeQpG67Bjk+KtdwrGRzpUwh6Hz0qePaEHfbZSCfqJ4guPh/T6rj1RSoGnE67b3cfTHsvNGroWJEw2Eg4d1fyDRyaoVYIBA0ex4Pg5jziVgycmcaceTIaChm8YC6BRGbKwa0Bg4AkZBGIMf9E1NtKC2fM2pyEjDoO4Ncz9ColSgDo/Ljzv/HeMXZIkRcZEliSKTFHSDX4/c1Hy25+vM9v2nX9TukHvSjA8saG827zKTlTW3K/G3t9Kf69vBVxz+lwp2LRlE1bmzs9x7+74kw21jB96d4fHDgecmZMgEvLJNPSFHBwiNWDzHNRizSocpnrLwWdhL5K2yIkPS+4WO5AsQjoz7vBYFbtmkQ9nUA5rH0pZQOZlfLeo212fajiOFBWSJGb/toSbrsmQpTFwSWq5c1dCPxWDYUSj9Q4PH/JYanloz0PXq11mFxKOnWmQdhqOLYQzl0ssN28vpnzm5irrBi76yp2AUA0F9Yo7rMmNRWMwmkGpIWDLhvfBcy8dLlo25JRTg0N5kjPoYHTw8GTjQWqwGGshM5QegrsIMge6W2Zo6aSJ7ydEmeHXPtbgm89XXG+b1E57S+m6dsRw/sqgmaBYgOtZah2Tl3/fV6QK11Qwh1mLAjxr7bNlG61rNzNFRiUzpFKjUs0bb4350e9u8bO/5hOl0jWiGkmaZ1WkWdflU2RWBh/MtaQVf6sGHy4vCskc+KJIKORAL2KvPNthSrvbQOpT+pk5o0tZtES68nySKvqRYLUjsQS0u4owCPF1NvhvFAYrYx3Wav7QExXImBu2t1lKUtpxjLYoqqHPHXvqeNrHknfEZ3ZYyEktUZ6XzDJXDFBS5Ac3Dc9wDwIxmM7q6aE+HvxydrAJDh98AYw1+rvE2gMWX8vaUqzNnBTDImUBZjnU4MXZmTqfcT0ILmWK56c89KzHp75ZJYo9qOiB9h6wd7HI1siTV2HuEooHYH+Vlq3196IA9lAaDM1XrqJYYm87nCcujZMqBdDTVFOpprz/jT0e/GaPrz6rXNown+abCE2PoqpJ/unsGrliZcnKm39fcPkaXZ5n0gZAF3bYtVUa7VD+/Qe2AFvIl7wYlQmMHiyFwYFXxrhWyMDXKOUWT5pBlLiSvbOU5L6o1BkAISRLPTZul9QaGTrJYrTucf2eFXZurLPUDGh1NVEsiVNXyIkSQbtraHYy+lGWe4cFnueO/QgHpwDns7Vz7/XAp1EwU57yWv8qs/cA5KoAt3ml9l4faKp1gC7luQezrUuZE52D2/cSVjuWzz9W5cTV0NGBcJZYUWhvQWmClH0FuAeSZbBYxbot/7/9KmyelDzhr5Aq6wo/6/3iUiqkyZBGk0SavRsT3v36Dk8f82nGefnVSCyCGEVxDoQkz1UX6cE1sz3yimb+vRqwtdPlg0xPYXsV7mtTaHBb3iVKC9mCNbmtozCE5ac+ZLn9w1qVnzzhzFe+Z3OvOvRiaLYt7a7JXa+OhPuJpd2zLLZheqLD2LaYupeh290K7Z7k6VMdTs8bvusNKUnSoNvz81Yh1/U8s+Bx5pIapHQ8nQPcl+4MyfywJjdEZ1hZFEU6aVCVG05UGnjGWZdBGYC4VMF8VYAXALavBPfgwNQye2cDcHs6xZDxO1+o8OFP1rGikCZl9maovdekBl8J9AFzi4K3ylrs1dm7PPVrbS68LFNe2cpmirK9MZhMYqTLi6t8aqtUhh97X5fTMx4f/pQmSXOQ52OTIyFRphgkUTyEPJFtyt0+gnIjrRVDHlb5jlNIFsSwi6fYA4QdJrkttmRBGI4iKWSKTi2pdqYrpxwUaSaJU3cwgafdve30LOdmYmaXM+LUTcZNDbT7ENuY97+pTc3vMF5JmQhBR7Gh0w1IOptZjCWr7avctOcqlxcCklSglGG5Lfnm4Una3SpauWP2CmAXp5ANTiLzzaBzRublLXfgqSRJBSITg0bSIgc7YMJXkSRDY9VaYBcB5fAYb/f1GnCXCjlSDrMmSiZ4fsLpWcmnHq7R6XhQUS5VJBVClDInr9KWVhR4yoHz+q/hzy7yDBm8BPqSZCnPLTGm8HuUgC4LoBcgd2yeJJp6LeV993X50qMVTl/NK2Rudi+ZEPTWRAUlBlduhvh6uWKhlFFx/+c83WXJsr5NMf+37bAM77wkbtyIyQMRIYrJB+480HRwOQ94kue4Kz6M1Ax7drY5MZuw0PJQShJngkuLiluuEWxqjJHFI1S80Fm2t05LNowado51kErRiQ1fes7wiUcEVxd9qqFzqa0saq7bapiecHKkGkIlsFSC0sm/+SlkRTOvzHOlaep8vBY90Jbl7atgxWHFcl0qUDAIINezt1R2jeYeMvdaeeJK9DmL65QoMTz4VI2vv5C7BUvsLQfSZGjyUoVeLAWUr6jIDYX3n+0kXEvoa4FeuozJMxWD+TTuKBKnu81QphhJJhQqMxihSCPNW26OectdPS590SMyTtc6JxSkaCLhei+FBWGGWRWH0jWOIlfwyf9US/JJcLkjsfx9rtfkqyxkY22uoV1LY9FPIHJ/vec5lRikEOcNN0FqMZnEWoWWkslRuOt6wU17+2Q0qVZiri5ZPv5wjWanziceqZDFGe95e8A1QRX9uteNrR47cvVLn3wh+vaZJckzxxqcurIBgSZUgpEAJupw7UYYqSuqgXKThCqu0lkJDKGf5iDPCHxX6XTuPCcvkkTR6gakq64Lo8jzlosAw+ByXTD5iu+Hw9iHWZSyBs8oDowdpgPdJZXr1JF+yiPP+vzb3xohMxp8NdTeQg7Hsa1h7NJnLD63fHX2/u8oYg6RXTDcK2SKXSNX3HDTPPA0AiOGGZVBAUi63LgwbliQ72f89N9qceKy5pFnJMYXOYu7D58YlR/yvrbjyA5chnbwudakEG2JzQubbYFoaRFWDKYiDqw5+XuawWpXsNqTRKlLJXvK5sWa/OAv7WK5xBP56Agnb5T4/7X33mGWXdd15++cc9PLlaurcwK60Y0MEABBgAADSDGIAkVQVKIs2xJHYSzb4zEtjYNk2ZwR5U/WSOORKMukLJEURTEIBJhAgkRORM5Ao3NOleulG86ZP865992qbpBgMkmN7/e971UXGtVVr9bdb5+1114L5pYkew+3WD0eMtLsUYv6bFuV8LrzY3YfneeB5/vMLirwvdvmsjXz3lv+wR0ngQ8Is/YdOk0ItGHHhCbwbH57JYRaRdKoejRrHs26oFHV1CqaaiWjGqZEYUolSAmDlDBIqIQJzVofQ8rMAvTTgH7aIk5D4sSq48p9d14Nz+S3c267BOyikutlldy+Y2SuTSkJqGTqQJ8W1ODhacl/vaXOgaMhVHNwe4PeW+S99/KVtLPrTc4c8CyjPnP4iDPBvawPzzlvStQb5Z68xIuX+XGZj/Ld+F5KZD7hTDQbp2Le9442+/YHHJzL78ryoTNH5op2pfxcfI/LKcTi2bWiwthKLoR9x8vv+EE7J0h9jQqssU9XG2bnfKTxqFUF9cBQ9QxV3xAlhjgwxJmwDleZ88jERsF3elXq1ZBqlBEFViOVacHONYZWQ1CrPv4BrR8/6d10XYfAg5Ozmuf3CZK+5RiDgiGRVCLlQG6oVzLqlYxaJaMaJVSilEqYEIUx1ajPUK1LnPV45gA8s9/nnsdrLPZC6pHi0k0etUi5qaMDEQM3Uilg5Rg+57elNEWC8OBwOejF88o9oAJLzIlM3WEzIQsy/urWBrfcWcNEZXB7CDEQVXnSlPYbzbekB5dlYa68VnzasLwBGOhAWAYms4JZKW/4aNf+6aIvL2lUhEJqjRAesptx43Vdnt/n8/sf9ojDlHL8tsEntns/paNxaZXNmQAZzBk9OQx2Nwt+Ww6+X1zh8krGqBOjkp84b55abYle0ueuxwOeOxDx5N46s0sR9apHM4BGoKklhkpiSELnfZlZWXY/9mh3JdXIoxJ6Nmbdt3rxTn+Bh1/yWeyFdqi3sGh569kFWOwYhipWSRiFkjC0jX0UQjXS1KIc2CnVKLYAD2OqUY9WvYuQPR7bbfj412s88HSTkws1kl5AKxRsGBcca8DEsLCLE2JAQQ0GPGfRm6jlLYkstyNFi5KDuwRsmSILGazVeUuVcccjIf/9S3V6mTegBV20oSprTs4CbFmSFcizVeuVB89lYD97r2Lc4W5ZS1CmCTFnSGjNsoNmiVmRsvSs0EKTaY/Q1/ziW9o8+FTI154QmALgtqIbLYhXKtedDNBIY/06l8lrhVsCMst+OoEhE4Pt+vygraQtmJVIMTkiWTvSZOMU1KuCa3f0mFla4oFnZvnE1+t8Y1eLdrfKggN6M9H03BymH2v6saHb0yx1bPGNAkkYSiqhoF7RNKqCYS2QnjNffWyfb9860oxKxTA+4tOs2kNkVDpAVoKMSphSiZIC2PVqj0rURfkdnngJPntPnVvuG+HYQg1f+AyHgjWjmvG6YbxlT+dxYrfu/dIJOgfSGRx30X7kLYle3qKo5QfJvPfOqcG8RZEyRXkJnb7gAx9psu9oiPEVCFW0JkJKm8EpcLEgnH2ww5kgLp0tBwAp5hYv35CvDAdYPtEsi6/MsjZlmTZlmeJQokVexSVCKIT2kHHGpqmUf/OP5nnw/QFLPTd9y3Ws0mba94sk6tKUEuG47vzzpb58hZ4l13g7tXT+lyzIlQW5EJKjp2qkmWKkWWGk2WXNcIefur7HDZfP8/kHlvj03VWe2DXEiV6V2cBnJDY0QkMtNlT7mkqgCX1BFLgIdjdsbNTsO9GG8Q6+37fzmonRSTylmFtYIu3OMTkC40Mp1SgjLEVXh0FGFOStSI9q1OX0fMzf3KG47fEh9h5vcOJUA6F8xiuGVmRohJpGZGhWJVFo36LyF2/wouT5iQNwe2p5b72S5x7039kA+GVwF5y37b99LyXN4P/9bJ0nXowwTkhVPJzmxBemtI42oAfPFIOdWbkd8UvZdPNs9fqMSr6CORksQLi2oACzOVNtKCy7YkSJPjSueksnsc0UmfCQ2nDxtoRf+8kF/u+/bRFn7m2qBGotFf1c0+/YEZMZpzeB3CQ/X84YSCdLwioMmRRuFzPXtQx+5jSDTk8wv+QDECeKpW5ArdKjUenxC2/qcsNlSxw8ucBtj1W5+d4hTszWmQ4CmoGkHmjbo3tYWtozhF5GJcwYHfIYawVUqqNEUR2tM7yfv+ltVCo1du96hj3P3cr5WzRD9ZhKqIsDm6cygiDBUwmZiZlrp9zyoMeHbh3mpcNNElMlChRDVWgGmlpgqIaGWiCoViS1ir3DAl8WEX/WOL2kNSktKihVbjeMG9SsrOLlcNKV4E5LLUqKqmR87RsRf/GZOgtdv8SaeMCgensrq7c7jxUbMfkZbUX/PVANLnexGuSrrQD0iqp9Bt6XAX1g7Za3JvnHptSPa7fSpoWxj7yaO8BnqaYRaf7xu9o89lzI7Q9JqAoGm8ACNGih6BcVvNR/k4/lXVU3pc8XRqYK2QAAVUBJREFUs2r3OmgrtlK6NNhx+5RxAp2+xGt7gCiGOb1Y0e0FVKOIkUafNWNdrj6/y8+/YYn/+vkqdz7WYnqxxnQnwFOK0BNEjn1R0lAJMkYWUuIk5tIr3sjOHRfSbi/hKU9QrSpOt1Pufu40c33D+qmUoXpGkuS9sT2l9lL4wkMV7nu2zunpGp00ohZJxjxD3TdUA0PkQyUwVAIrRK9Egmpkx/l5sllhyCOxBwGvvG7mtm+85dz2GeAWuhQznVfyUnuS9+F+yov7Pf70U3X2zPjLcu9tizKo3vlC8bJtnZVVu1S5B72nOONzL0sP5gVvhRaFFX33QGXo+nBYcdgcMCpF5TYGY/TgICpsH66FQktNlmg2D6f86k1LHDjhsfuowOSjWj2g+oxWxNhVNI1ldnQ+zMlvOjkQhhU3dP5u5/YuB6FWua2Dpp8IvL5ECgEoO/xJBUmi6Mcevdgn6gdEQUQUxGxZ1eMD/6jP8RtP8NDzis8/VKWTWIcHKe3MIklgpGbYMqXZPLnE1FgHjcD3Dd768YxmM+Wc1RqlWzy3u8Gn74t5/lCMRLuWwpYzIRQShac86gGM1gwVT1PxDKE/cLWyIizheiNJFHpEkXSfw/7DuRlm4T5VcplSK8ft2jEppaotBp9TblKpRIZU7iFT/DDhxILgAx9u8Lk7qxh/QAdaOayysoOi97a/Y3U2zvtlKEJKf4blFX3wyeWAX1a1V4CdZWB/eV4878GFGVgh5460wlXxTEiEVAhtEJlGYJmoG6/rstCX/Ks/HObknISo1KrkakHtkUpBJ7dvEM7LRBo0Ai/v0d0NSdGK5JU8d5+1fiVSGlSs6TtXBcg36BVp6qq4A3nY9wiDgNAPWepGREHC5FDMu65NuOm1MUq1Ec71OB8YPrd3nD2HJ1nq1HjpSI01ylpreL1EESThCSn9r95w5cgNWTbLzP1werZCLbBb04kebHH4EiKlCUshTqGL5At9uxQaBoLQL430Q+nEWI7IL3IpSwb0KltmX1xMJWVWAvKgJbF5jVkJ9KVhjptWxhi+8ECVrz9SxQg3ihdl5kS56p2nBi8/XC7bLuJMmlCWgF1ML1dU7rKS8qwteaktWeZT6NoErW21pNSHlxkUWerHrchpwLDInE3BWGAaQ5YqlKd54+U93nZ1h49/WRKn2KyPXAknDEiD0W7tTQhSIUgxBEYQGMicpZsuWpbBQdRONAcLDYMBnkbEeeNm2ZtMC2cPKAgDTT+QhL4i9DPCwCPwfQIvY8Ef+LbnW0RpZk2rKlGfU/OaLz+cMDGymo3n+V8dHw5OLMwrvKk1O/jc5z59IAjD/5LKqRvuffQUWbfKJWslvoJ2T9PuOx8LpwvxlXt44HvCBTrZU3KQPweWRw8KMZYhCnOAu6jsUtBqOT5kpViqYEzEANx5Pnpeve3nbRVXKiVFc+vdFX7/Iw2OTOd9t2tN3MFSOHAvN9IsLVoUYDbL9kqLTntFRS/Y8JVESrk/MWfF+IoefNB7Q5kPF2dnVfI+3LUmoujDbcS3FmIZs5LEhrUjCf/qHy6w0JHccm+VJMOS2toBHGN7DeGhpSI21gw0kZAYLMi1wVelrSOgPAXNmXZK+5jGZO77V4VLQJIK4lQQJoIglq4AKsJyrGPuH+nOYpmWtLs+7a6HpzRh2OHKHT0aQ2P4Mv4vTz1254E3v+WnXMpaJyVJBe2OpB60uHJ7SLNmQGTc/7SxLqOO6ikiQVxEtl96BJ7E8yWBJwl8myYc+nbsGvnGSmlzzYqvCf0M3y/nwOfgzj0C88qcV+zBcw5wKTP3+QwpbN/t+RmHTyv+4u9q7NobQi3vu0sgL5iTQfU+W+U+g+fOH3IAduFK9bIFhxXVvLxg8M2AjdEvI5tdOd0c+NNIsZw2lGa5IEsYhTYaaRRa29cujTO2bU74xXcu8cizPgdOSRCZGys7EYzQFuzGGp1kwrpspUIQa0EgBaExhNIGWA3W60qtS9Fz5SyMTXmz4WXKbtGnVpodexYzPd8UhXJZ1EzhVGaZt6Wu5L6nFNIomvVhAq/H6AgoErRIwb0xcdXl5xKEFVaNatY09zHcbDPc6nDHk3Bsoc5oBJXQ/uODDPg8Jls6gNssysATyzPgPU0YQOBbPj1w4A68zCkPbZKwzYDP18zSok1RMiu1JBohBgAXOegLgKdW/bgo+eO/bnD3k5HtL3NgyxLv7VgTf1lbMui9c2C/HNBlCcSDCm4QZ8iMXv4qHy4ptSYsh0bp8JmzKWbQhginVXFWarZdKVdx7TZsJFpox40btFBkHcN1F/f5Jz+3xH/8sGSug3P1ycVCOciV+2HtoTwTikwIEiOJjbVNiwyE0jibuXI0S95W5X6EupSNCUmmCVJJkkhiT7pOIC+aua+7LCywfWWLZDVKmRxZIhUZdz5RZ6wmaVYEqzatY3z1Ttqd3gDg69aswqtM3f7Sc1/54PDw4r+67+lFHtldY3Yhou5Bq2YnRXnFXhaNrcqfx7UrxinDbP574N5m8keYR2T75SThtMjHsZLWfHhj25QiB93t4+V7eXYjZaBD6Ur4s5vrfPjTNZYy91Yj1BkVvNCcFEaaK2zYzjK9tCAXZx4083al/HxmO/7yIC8/L+PD8568lASR04SibGCZ9+IO2DnY3eekNMVk0xpfSrRRiMxQ91N++V1tTs5I/p+PN+hqNejDka56Z+RTT7sub19HLaz3SiKtPUVFCirakKpBCPBAA+4S04rFBkgzje/ZHtyevfJC6Ypmga08Kc8t0/QlcSIIvIh3XjvPay85wWO74Mndqzl8YvqDv7B9++0v7jk2ALhfXc1/+9DvdDxP7T9wdIj7nwzoxwFTLcFowx4SlRJOV5CDWxTpweVvwM/j+soJZp4p+infd9nv/qBqF3mUrnJ7hY2aY0Rc5bZ9nOv0DCWg24fx4PmXQv7mqxUWE2U3FjgT3Hnv7S1jSwYfqxUAFpw5zSyDerBMLZZ9vtSgfAuQCyh67jLQRemt3a6D5QdNSZlNoQD1slZFy+VVvGhR7OFTCGP58VDz0zd0+epDIU/uCi2hklfw/C3KlHquXLCFfVfUyiOWPqmR9I2gqgf+8amG1LOAL/wFtTXStPjIceS6Awf0vDNQ7tnzRNE5KAHzS5L5JcVIK2BiuM/V2/sM13ySZHr/B//Tf+z85vv/7QDgANddfyOVasRXv3Yva/c9xkgrZGxYUK9AkkmWuvZOtOCmAHIR0ZdHhuQGl65nGgA9s6yJsn33ANypq97Wm8T3kgLovTSjq+2SM7kxHrbSNgO3LZRrin3BM3t8fu33mjyzO8D4Zb67/HA3apkd4cxt+TPowRJOywKrM6hDWKYe/GbQNmd8UFYYlsbiK6u5sbIHI/KeO29ZnIUDpWmoyWMCnd21VEht0MJqyI2Q6NhwwdaYP/nNeX75Ay2e2R244HpLHwoBjcAUEtn8JxNC0tMenb6lX7Xy6cmAxFP0tAV6RUOYA11Z30E/M6TK4KV5cbSHVVW0v1b/7zt/ed+T5HHsSgkrqupqkszQqHiMDQdUg4Ctm3Zwzo6rSeIeZwCcYBjhV9CqxtpJxc6tKUONHtMLmnanQpxESJn31o7mKwU8FY6uJT+SQSZO5szms+Wgds++SojCBM+LMSZjeklz8KTkzkdCnt3r4wc5dOwvaaSR8Y7re6yfylg7nhFGsJgIPnRzlSefD8jykSMrwW17SWVrz3LWhDNBvXJML9zGSnngsxz5pUeBg28CcXOWD5fJZ0u04bfgxnPlX96Xa9d3y6L6Lx/xC2cDJ7SyLZ42XHxezK/c2OE3/9BjqScJI83aVRnrpuzrPdLI7CaW+x49X/DsPp+7Hq5w8GTA6cWQOA3I0oBu4BNrj14mqXqGioZEWTLLz+zHvjKo1A3YlHEkRu7zXga8LrF0EiEFnX6fpX6P3Ud9hmoBmyYzdl4UsGHtMP1ep3hdC4BL6SNkuGdkqLI3PJfNYXiSx/cavvBAhXXDhvPWw3DTUKtYAVbgDfJuBt7cA93IStOdfOQ/6LdtxQ79mCiKmV1KefZFyWMvhtz7TMRdT0Z0Oj69rhqAxGgwdgXtL76Uct6GmH/+C20uOi/hlttDPvP1iH7O5+U9YwF0+3UkOXNiVYPL7NhWBknJM6t5gdnSQGc5VViebn7rLvyMtmTlGLzYhCiljmHbEllOhHDpC3Ilk2IEQku01K6tscCWhVWy/RxaEwnDTa/vsf+Ixy1fC7novIR/9t42561PqDc0npSYIvjJhr52uzH/+7utF8k9z4Y8+kLE87urTC9GpGFI2wvoa0VXSSrKECljI8hVDmyXDFLIpPPIG/d5L+8SBKGvqUaKoabPdZfB2lUL3PpgwHN7PI63WxhZ31uJqnt0pkvvM6XrY5+9Fc/z/8OTTz7wb/buO8jMfIvRumRqVLJm3NppNaopldCO7gsQr1hAWLZ1k7tISe0CVW2CWRjGREFML0657wXFzXdVuOPhGrv2VzC+b40vPeccVNANGegEsgTSBOKUi3fE3PSGHh+/LeL5XT6EssSW+HZiWTw8fAlVidMxmGJ7x77QpnjBVW4XkUejyEFyRZ40UU6yKP6szkxfLv85r0xFMkX+cO3e4OOSa1du8J8vfyhd8kLPJQyDjwc7qcvDtZa7eWUomRS20UqmCGWQkeDZlwI+dlvET72hxyXb+5g+JIlPmvpk2sNoVdCANkUjw/edLOKA4GuPhNxyV417n6/R6VXADxCBj5IegRREEkL3+vsO3MVhv7Rsnr/++TkvCqwHz3DTZ824ZPV4xmirx5HTbYbH13Lxha/6j2ma/tvzLrjpzAoOcHo2QnqVL1X96o9fs7N20XA9ZnaphlKCoXpKq5FQr1gTzvJUSbrAIKsK1G55IQf+gO7zvIQosMGqc23N7Y953PZgnc/d22D/yQpGhND0Ec6PO8/rAeMOKRqTxa6EWiPpc9el3Pj6HqvGMj7w3xrsPyEHsp+zENdF9MgZE0tzBjuybInY/aE87Dmj91454fk2r0KGalZU82UcuKMKBZxtfG8QaAYtyfI+XC//OJdhlOSdew55/MHHqjz4tM/F5yRcsg3SVJGmAXEakiY+mVZo5+EmiimlvXE2TSa87+0Jb7lqhpvva/OVByo89HSdubkKaSUg9X16SuGlAk8KPCEGcegMDJZyAiCv7qEyVAJcTlRMt6fYe1Qy0w4YaUa8bqj+5NaNlS91lvrLXtNlAP9n//gG/uLP/4/7G2Pi0fZi/6JunDLciBhqZIwPdxltdamEfQLfVmKZOyIJp1hxIM/BnqS2ovu+HaELk7HnKHz5EZ+n94Xc+Uidg8eqxIQQBkjPI1B2gBAIU6yNIeyJvJsp2iIkSzJI+mxem/KL7+iwc2vM1vUpT+/x+dDfevTLqzFuLIxjqL0SyIsevNSKWBu55RoU6X4+mc8rV0wvy3zhSmyfbXyfo3mZDQmDb7ncc8NZem8GSQtaO28RN8qXxQ1Q0qgUbUsO8pL2r7R0EmvBLXdEfPzWKnEs+Mtba7zqvJhNE9DrecRxSC8OSTOF1tL9f4aBXDklTmzruWY04dd/IubtV8bc8WibZ/eFfPHhOnuOVNA6IJYese96kVSWDu1i+dyB/HdkqehaAON1WNVMadUlQSVDhR7P708e/Xd/8OD9/+Hf/PbLAxxgeHQTUgr2HDDUgjav2tFj09oZTs51eGyvoRLazRjQCKMLFiP/5RaCSgEX70hoL8KeQ3bN+pl9EZ/4SpXdRyp045DYRBAGeJ4ikJJIGff2pd3amAUiwvaZ/VQwHQtm+4pNq2N+931zXHdxjF4SBErzKz/R5nN3Ruw/oUrIGaCxDOyzqQXPtuAweD4L/72yylN+HZaP7PM/Fy11GeiUVITl/7gC1PlmuihUhThgW5pQuEGPcK+XcCrDgmUp9ecFDZl/zxKOnlB86HM1YqmgJrnjMY9/9yHD7/7yIpMtSa8fsdSNSFJVcO5SDraqfOXjeSlJGhDHCYEfsH4i4R+8JaaXLPELb23z11+t8Oy+ECM8dh/yabclF1+cllXlONbUUqc6f2eyvWEUKg6dCHnqSIUtk4rLxjy2rGvQHFlbUjZ+E4Bf+9o3IqUXjzc/jum/xJ4Tmk99OmTv0SFeOBASePZtLdUGnSSYtA8mXVGdDBrNVRf3mFmU7N3joZG0E5+5bgBeCH6A8jxCKagqYwVcyhAoCAopLU57YH/baWbfflur+vzOe+f4ydcahA6JM4PKEjavSXjvW7p88C8D4jNKqFgObAbVe3kU93JrCLH8Swy04KwAtvgm1XplaTd802sgtlrhdrWsui9fitAu9UwL4WhAS+NpYQrteN7CGGRx0+TfWGzgo1+qsu9wUMS29IziU3dECOnzmz+bIk2F2YUKaWard74PW/T+nsb3lI1F92wCRZwmhH6A78dctCVmy+ou7ayNBnbv8ZhZkLz64tS1SstfJKMlWRzSiyPSzAOTEQQZzx3o8NLRJR561uNrT1cxtS38xk+8OU6S7FsDvNkcxfMb728OrTvvDz96+LoX98ToLEQKmKoOfuHtGI50Ksz2NcaYZco6bQxGp9x6f4o2qRWp5ethFR+p7GGjqgxVB+zQAdtXuXmn/dhTojhsSCGYHBG88aqMH7u8SrtdtbJYlWA8ge/1ec35fSKpicsoctVXibzPM9+ycufDnTOYlBXVu7iH3C9FFI3Md3CtbEscAJdNMUsj8FyLIsRAJy4KRoUBNZiDvwR0TAlQwtDLBPc+E5IZD1QAKgQZkKH47AMNKkGPN11SB7xiScUvckdNiQJW9jlLSVOF7yvSLMVPPPoqwPdTRoIUKTImdloraK2rpJm3rO0RLgOonVTpdJp0+34hfGuFkldt1ly8oceR2YCsuvGuTRtWv39mrnPGS3oGwP2gyeMP37II9V1rWrVrqpt8NT4sOD6Tceh4Ri2yGzraaLq7UxZmPWqeBWvgtoj7mWAp9eikBp2l9jcnFEIqfCmoKKgpTaSsF4YvXeV2w6NcneirXKWIXVoNFePDiqnhEY6e8mhUe0RRDxPY3Awvzdi5OeWqS2O++o0Qo/IK5YY7nF13ckb1ZoUORYjl4C7q3kq75PIk6NsDdulpsM/4sn04BVVogVwWXjmeW5sC0IWcdsUBM7+UBw884vPcngCtPJABqIjI8xj2DaOR4sTxBk/sChkfllQj40ye7KzDqv0sR516mtS3Llupl5Fqhe+S4TxPkWYKpTyktFPSNPXox3ZynmbWZl8qTeCn+F7C9ILikeetf029YqhXMw4ch2OnFaPNGlG9mm1aW9n1+a/cvvjjb77hWwM8v9K482vXXlp51fTM0sVx1uXJgwGeF7JhKmByVHD+lkWGJmb4y9vHGFKKVkVbgygBvQROtSWxlsRYb1vpgF1VZsCHeq5iK6tbCRTOftmJtjynMQ/sRna96jHctKf6+aXI+qpIK6NVMiXNFK3hlM1rUpfIOzgpDvQm5lv23it58HKrUsR0i+XtSbmil6D+yvFtVnxCDD4s7InNYOE3dwcrV3HyKp4DXedxfgIjpe1ntT6zZZGGvUc8Fma9IpfIVx4tzzAcaoardqg3t5AhhaRflVQrgigRhIEhTa1AKvMEqW9IM0nmSXzfZQllksyX+FqiPYWnLWVpgDQN6PQqzC1V6ccKKQyBn1Gv9onCmC9+o8dX7tecvyFjcsRn24aM0eF57ntWsutwxMTE5NNDq9q/NjJUO+tre1aAX/Kqd/Dsox/J/MnV5qsPvcSTe0JEFnDhZp9z1sO2DYsgp5leUjR9wVhV06oaqqEFZpxCbDQn2lZkLJSkoqChjN3+UYbIAdp3SxN5a+L7gsBFWYS+nV5FoaIaWUetSmhT3jKXXZ6mitS3RjfaKCuiz/LSlxN6JQpKDERVy91iS7Ek8izVu/zI8VeAerCL+QpmO2cr3md9LqsMiwNnvhTsdFC5xaON4zPF4kOuXckce6JdRc8Pmjm4839QFoaLCiE8AgEV965s044NvTij3bVDM20EWSjdOppNxk59SaC1i97Og2szG1Bm7HpcPnVFGAIvRfoxC+06h47XiBNF4GuqUUaaSVomoVXvspi2eWRXlXPXGEBx4bkVfvZN87xwpEfQvNqcno+zf/CeG185wAEmNv44vX7C8YXjTNRm2b5Bcd6mlImReabbi3zs6z53PT7MhpZgsmVo1hT1qqJRVTRrhmsun+H2x5e44+khUlOlInHrbc6iywE7KHQtomhH8rFsWLjXKiqRoBJamYByrVC+omUNb8qHlPKpUCKWVfCcSSlV8mKTnmWfG+R6rphUrqC7z6AGX+bz3/Qq/eUBk5Kvgw2sGyxFmGNEuGdnPO9670zbA2YmdHHQHPinCDcVzcG2gv/J3/HkcpPRTNs81F4/c7mnsrQmZwa7lxqnGBRFxnxuHJqzNlIafC8FEXPfsx5ffcin4dl36EbNGmz2Y6tcfMurMirRaT5x+xDPH60yuxSw0K6wfYPHDZd77Q07L/qk9Kr8i/ed/WV9WYBXq6NGqv5/edO1F/3nU/vvbG3btMRCb5GP3aF5fHedU9NVto4qVg3BUMOjVfdo1RXDTcPaiZgrdnTZuWWWFw9WOLJQJVIQeRCV/OeKXtu1JcXihF8GuKLiDIjCwNoEeMoUGyKDSrgCTsVwJ+e/bQT3IOtnMFQYBFwNgF6OFB9Ub1E6WC7vs78ZgfKKrpJMNi+sA2oQt2RTDo0VBWWotcwX3Ao+OXPfrxbC2bkZtNROKls28rRzAlFeHrbwJRe32fxKrKtU4mTMAsjZmNLSs72JNDrLoxAHUoL8PVUpjRSS6QXDH32mzrMvVblqa8zUmGaoYV2rev2AOJUkmeSqc+fZOLnA43va3P1Yncf2VFnsKLaff/n08YMv/fGFl9/4srzUywK8VpG8sGvfJ7Zt3fDb+/ao1u2PdXhkV8TpGZ+q77NtEkYbgmbdgnuoIRhuaEaHElaNdgiDHrNLklj7VBXFcnLk2837Aajztbd8UcL6jgcO3JFvF5Vze66yc20Z5IWbhxudl3Uo+eZOAepSmzIwHaKQyUopVgB7+eDhbHz4y1Xj7wT0hYtUuRcvHzDzfjzvv93WPQ7Y+eFX56KrTBRra6Zk1mmrqn1OM4dklS+euUqPjYvMtHGp1tpKp93GR7GYZlzAgXaZns4DPHPfo9EiX9VESU0cJkihGK6ntFPD0TkBJPRjTa/v0Ys9urFPu6uYXwwYG+7xhgu77FzX5xsvpHhimPGpc2k2Wt/0tfS+2X/ctmV1/8lnFn7F+Gs+NT3drq2qV9g6CgjrLNSoeTRqklbN0KpnjDRjRlo9NkzN8cSeLn/0yWFm2xXGqlizFmcrYZeUHUtS6rl9dzAJvHyncwBuq2DUxUZ+Hl9iBVL2sOkpw3P7FHc/GWKcPYQUwvkNuiouB3qH8mPQqgiX7raSIlxuDfEyeP72gLyi7rxsa2McmIrJpCMQjV36tb4m7u/pcgWXFCkKWiK0HkSf5Cb6RqJTyXUXJ2zZlPDUAY3xNJlRZMYMNN2ZlbrGKahEo6RAiMzd6LL0rjJ4tgAftCeFX6E0qG7IcCPkf3vPEqcWZnlu9ygCSLKMfmzoxZpOT7HYsYTCkVMhggbVSsZYLWbT5g1t8H5Fhuv7fJPrmwL85OkTetPGtQ//zE+8duHur+6pSZlw7DScnqsw2hKFGWezltGsx4w0u4yPLOL5s3zpsSpPHR6mFSiGIk0tNFSDfPN+UL2L7Q239uaXwe1T2sIv7eXlWfNO2FWsrqmME9OK/QeDAuCDCG4H6pJ7VREkW/xZLG9TzlLFKQ16vuvrW3yRM9bWxEAWbxiM6ZFANjiMZs6w2xGk9ibVxnqIa1OAO9N2Ipklio3rEibGEsS+DG00qYHUCFJX3XPj+jQ1JBK3+D34EQw210S7z9h3iTzAVhYrarrEvQdejXOnUt582QzP7PbZP9Okl9gk426saXczFtuK+YpibEhyeiHl2GmDH1Z49etvWJhau/7hxcVT+pu9ht8U4BMT40B0eml2900Ta3fe+Zkv3++Hcohz1xnWTSbFfmWz1me42WWoscATe7r83ze3eHTPGK0wZKKmaUaaSgCVwHHapQ0NP19988oVPOe+c3sJ4w6kmoFvSi7iGlhJGDKOzYRoocjN7D2R2yEvVwfmVdwrgVvJlQzKWViUVwLcFTTft4vvl/1/TH7ItDVTO/YmX34wlmQgz8zBHTKFNshMFvYNg8x7aa3dPA9lJGtGEqRI0UaTaUNc3szJIMkMKhOozCBT4zatynMCOTg3eLmEwN5UaWZcJE5WDKXyn+dnX7fI+ZuO8Ief7fHorlHaiWI81jR7GcGi1TLFice5GzXrpk5THX1dcnpe33RJrXU60TW+2fVNAS5Ehaef30ezueUIYbq3ER3Ydu7aNudsOM1Ys0eaVQl9w0hrkW6yxJ9/SfLZ+8bZdWCYsYZkrJHRiAy10EodQ7dM6nlWSaby1Te3Bme3qPObgALkYWEdkK/ADdKLC3tklRHHhj+5uUYfO2pWJTP7fOyfA9pbCW4nkz1bS5JX7pdDZFFdXwn4v+kLTiFcO9sNUNavaOPi/4Sd8BbDSVwb7Zafcyt6IUBkDuBS2px7lRVhsiGKX7mxw9/emZDqlMxoYq1ItDWhT7TN0fGkIZGiZKthd2IH35ocOHC5qp1mLoMntZx5ktnDY5YJskzSrCuuPX+RyaEZPnNfh0/eMcbu6Rqr6lYDHps+c72YTt/nNRev402v3b53as3UkaWFvYy2tnznALevkOLY/ocPrBlr/vLb3rj17gceuYsn7wxYPzbEay7SjA1P89SBDp+9r8onbh+jFoZsGjU0XVtSCwWV0BoB+X6uh87jmx3IlSwxKANg50vLvm9WgDsrWpQ8XMr3E148JJlZCGyglFB4CiJpSgB3D8ft5g4BObilO2DmIH8llylV6zOA+F0AXXyLGwpcO2AY+I9JG0mSBzzlGYBCYLPqhSF1LYrNmrQTRp0pssxjuBGzaSrm2f0J2tP0tLIG9MotBruVM5WWfWP04LUq3rVk8X1mxib1SSmsdjy2AcNxIuwmfaqIU0W37zM13OU337PIhvHjfPq+Fi/sH+GcuuKGCwVrV3XZdbBN7F3E3oP88iNPPnLgLTfs+JYv5bcE+AXb1zO/2KZZrx773G3mnn1HX7p2/WiXLWsEI83TfPHhjN//5CTdXp1NI9CMNNUAqgFUnG9zFEpXnWUBoLwq5ssAvnIGQqXWJChakxzcbitI2d3OPKLE91K6acaf3Fzj8PEIfB8pFaEc5FyurOKeHOhcPMe8DPjvwWFymWy1BGHjEsQEywH9MgPJV4LpZc/5x6IE9vIBt8ixL/+/GrR7VzKFoNKZ2wuDEHbDPpU2JTmVCi+z4/M09Vg/2efXb1zg/f9vlaU0IVUePQ1RZvckk9TNEKRBpgMvQitp1svf5ByTIrMy42QLm+8polhav+9E0o8VnZ5PuxtSq1R5x1Vtbrhsjg/+bcYDT46x51CIMorXXqS4+tqt96zecM2xNGnjB/XvHuAArUaNPbse3H3FzsYfq3jbtc8+cy9b17e5/4WUP7tllJZX4dwpG3lirSOsfVsltEOaKHRJyMr+pJm2KVsGZ3SZb+YXwx9TaBwsc5Jv5JccjtwmvlIpUZjw0hG497EKMXZ7R0lB6Aw1i9Wo8sMTpT+LZYfMHFy54aXWFFLMvMeUGCcHKN0EpY2FshT1WwH7jMFRAWYHUdcKlG8cU/YfATCimMJaDYo14sy/shCy0FYrqcikJlOSVEs87ZFmHqHxuObSmDWrerx4sELmB/Qyj74ydo8yb+lSBuxM0abklKsmD5Y1WBtl49gYrS2p6Ll36kqo6MWSXt9OqxfaPr4XcWq2xuhQnV992wJZNstjL7YYbfVpcy37T07+8YuHHtv9+msve0Wv7ysCOMDmc1YDjYfHjy/c3Dhy7MZP3/0MDzwzwmSlwuo11kFWSkGa2cXU0JdUK8rGn0SCKLSgNQa6fUG7aw8uMj/4qdxGwIG71JIEZQ8V31lMFDYTCcpLePhFnxMzISgfoawMN1BW6ebn8ltlCkBb+znrEJBXcqlysf1y/hdhbQ8KPxworBVkoePOnZzEWduWV4R0ytWudB6QAyOick5PZkQRaZ2HekmXVqc1eNbUcNlNI6VBZdo6s2YaL1NOL6JIMp9VwylXbu/y4v4aJgvoS0UvE86mmGJ3dSBGK8VA5ofafEbhBmZJCt1eSi+2B0zfs8as/VARJ5IklfQSYXOFUoNUUDsZsXqsxntfP8fakXnWrzmfC84/9+a+t/HhSjj/il/WVwxwIdZz7PDRA1defs0//cajz6r9R1f/+I7Vho1TtjrUKpBmGc/vs5x2rerZ8X3N0Ky66JPQehAeOaU4PRdgnV1zv5XB7l1QVG9TquDZshYl3zMMg4TZRc2n7qxxuhdCEOBJQSStpVi+b+mvALdXvGuIwp4gb1MskJymJbWVJzewsXVJ5CQFxoazL9/C+U6a8NL7u3AHzYFHolne52rIEGSZbRvSbJAsnBcMbcrtlSxuECkNMpUoaayOR2kXuuqRJh6tSPGT13e55f4+c72QVAV0MlW0enYJZWCoaQ/jZdmDcXuhVuSVvzsfndYcn84IlKESCqqhoF/VxJnVEAkhUDLhxYOaNBXUKoJn94ZsmBzl8q0pleGhW8/f+Zp/Ojt9+uCqqVWv+GVVr/hvAn/wn/+An7jxx+Y3rl93wbapo9eunzjA8fmANaOSDVML3PPsErsP+6waVgw1PUZaMNpMGRtKmBjusn5qHunPctvDilOnPaKA0mjeFNPKMDA2dzPIrCzTGyRNBH7qHgmBH1Ot9fjsPT4fvbXFUlJF+BGRkjRyWYCTBOSal4KCLPwU3b/vDdKbcx8OKSyok8xaANuY6cHofKAsdKtW+XjfWQTb88bgYykGK1nLHLRkabJaqpRKlTbN3cHYhWSQuQTqXl/QT6yRTpbZqk6+AVS6b3Ig5snCxY2TD8sc1er7GSPDMQeOKJ5+0cabGzdPUOV3lbJU2H2wnDhwuTyhYO14RqO5yL0vJBye9kEbdGYtQMAghf172zcuIvwZ7n/GQyFoNbp87YkuiXcur7/2NZ89duzQZ885Z9u3VTdecQXPr4u2r0JG6z5486EXNt/x1PR7eu2My7Z2EN5pnt0/zHhFUq8qhpsw2koZbfUZbXUYaiyw53iHv76zxWNPR2yfSkkzASj3C6Tou0O/5GHopxbYhQOWrdyezKhECUdPGT55e5VjCyFEAdKtvvluYcI/S/UuLMHc9NTy8rKo5lZMJEhSTZqlpO2MXmyruMD+Io2EQWRJaSHhOyje5QqeHwjLYC9v2Ath8HNfv0Sy1DHkiyzW+VeQeeDrQVx60fJIiUrtDZNIiZIKL9NkmSZzVTyOfSYbMe95Y5s7n6hzZDYglR7dTBHkEgcca+N2y+w+bj4ks2b3mYsE913m5fVbMyqVWf76zip7jwwxEUviVJNpECKhGgUsdirs3LjAZ0Sbk/NNLt/h8Q+3VxhaNfFJUbnsg1ly5Nt+Wb+tCg7wux/4I9aed3nfRJNfjGemr7to89L6av00//WLDVRS59y1AWvGFavGEiaGe6waW2R0aJab74/5F382zqFjQ6xuwlBdUqsoqpG9eyuRTU2uBJoodNmHQUoYuP47t3xzZkGBnxBFPfafNPztl5scmalDGBEqRcPD6l5yD3M/15g7iUBJimstnlXJy9zSmrUKNGp23LznaMZCxxTJvLnWo6xbke6AKqVwQq1vr4IvE4EVlhB5OMDgwB2FGfWK5f13HxacnNb0Y21BlQ1yfIq7JufyCxHZ4N9aWcXzwVkQZizGGV//RsDxGR88ZYdn5I5gorRdJko3JsVrkFfwKBBF5PvFWxLeff00JxZiHnqxSpoqq4R0ipZM+7RqATs3d3l0d8biYoWNa1bd+/Y3b313b+GJpfN3XvVtA/zbruAAv/zT7+Dowcc7rz//TfGLT3+ED99SRfZbXLxVsX6VYMOqDpOjXUZabarRPJ+4U/CBT0wSUGN1wzBcsxRiEMhBe+IbG3QV2jS3MEidSWdqD5ZqcLhUrv/2RMZtD1R44kAEgY8QishRg77rRYuoFLW8z/fc5DQohF1O9+I0M9VIM9aKmZpY5LanJCdmq0zUDZXAEDFgEHSxOTMYlZcIj8GQaMV1xka9O9rm/1MOfiVzCzx700dhwkiry5HZPo/tGyVuB4w1BFHoEsec/59xdXbAdIB0UYmpu4HSzLIoaWbH9nkV7/d9Llif8KZXd3hiTxWyBC19ukLhZU537sRVuRGRreS5n4kh8TRxYujHNpNnbjEg9FtMjcO/fs8M0mT87dcnWOyFzHVgsZu6qMCQbRtGeM/r5rnzmZDNO94cP/a87Lz21W/+TqD6nQEcYGrdWrTW33jkqWtevXbk0cqW82NadVg9sYQRS5xc6NHTbR580eM/fXI1oaiwrqUZa0CzpizDEkgil3dfCTOqUVYEy1qAW69vm1BcTjC2QJ/vGF467BPHPlQ9PCkI5cAxaUAPisIdybYhVtA10J0Ll+psv5dqJaNRTRgb6rKlOcuV5wv+4ktVKr4s/F6UHLi7LkOqYFm7sWzzJwd36YPyetqyL5EfCB0YfU8TBim1SkyzusRn7tc8fgAmQ1BC03C67GLIkx+E3TuHEjnN5w7UqSRVkjSVZEqRZhlpplykiEctkpyzNqFRS1hMUtApqZC0nSQg0NZmItF2eJS5A7jVkju7EC+j6wuWOpLA91AqAmDVqOD9754jkMf4xvNNwkrAdNtndr/P9ELGnqOS7RuG+m+/bs29azds/IYQr9yS+nsGcCHGmZvv/eurX/0m0wr2/vPnX9gdhaHPM/sX+MYLAZ1+xOFpzVMHxhkJK6wd1ow2rBVzo6aoVxS1iqAa2Q2OapRRq6TUophKFBMFCUGQWFEPKwzv3dvofc973PtEpfD8DoQgkNoNc0zhTuXlfbcaaM49TxbSgNAlUFRCQzXKnIAsoRL1mRrtc+FmQ1+ntNOASgZBBpnK+fEVrwvl8b4ovD5WyrNeblt+5dfK+1qvBHLfj3l2n8/RaUF1VFDt2RvB/j96cAAUaqBrLw6uFtyeNKRKWi48K002ta3mqVZce1HCq87p8/UnquBlYAyxFmQIPA0qA18Iqp6hnmnrW1iwP7h3XenmDBKBj3ELEBMjit/6uVO8cPgYB4+P0e75PPyC4sSpGhU0RxbXTB97qnPjz//M8NJ3jO7vBuAAQ61I79v1od/xolYSm42/efDEruBjX2mydVWLm66f4c+/KogI2TBsGGvCUF1Rq3jUq4p6Vdol0oqmVsmoVxPq1T71Sp9WvUMl7KFJ8JRzVsoUIIphghSabqJo9yy4pbS6k2XTSjXg2Mujec+pFn1fDrTmgfVcrLgWKQ+7lTIlSa1gKM4gLVRxpoi0KfvC5OW7sJY4y4iyrAzMWZkiAmQlyAvvkTwr1Hqmh55dHl5KBI2+dSSQRZ+tC0ZDSoESohCTeQpSacfvaSZIc6VfVooCz6y9ci1KqQSZvZNxDyOdjDZFZCldD5Z6Pgu+YqxqnJTXirCsCC512nFFZhRJKkjcpk816jO/1OWzd0zyrtdIfukt03z0y212bN4SR6Nr/ltsopjv8vquAA7Qnh+Pt64d/b324rPxHfef/N2rz/Pkm65cYu+pPtOzNbaMC9aMCoabPvWqZw9xgaBWMRbYlZRGNaZRs8Bu1Zfoxh2+eK/k9kdDbri8x09e28OjSpJKF4HhRtRuOGPDpAR+rjtRuZnjII2i/BhErpQEXS7ROQryM4BNdD42rbnjkQicB/zZuO6Vo+jB4dEBvbQJZBE+qNzF8rAbzjhHtDOuwhvd2IPoGy/vcdujfeaWKnQCQRgPzhv2sOgArqzHtkqd5iYDL7OCJy8zZJm2vXgmSTNBlim0Vhgt7aJEfheXiXqtqZkl3vm6Gd5weczXHqnwpUdbnFhqkDoD/UG4b+YiVizr0+kJOj2PflzF84YZbQhGhuf56FeHeeOlI2zfiBbh5O+Gast/Fv3ZHzzAz3/Vu7j1C7d1jbjw5muuavz79sztPLwH7n0iwtchW6c81kx4jLYU1WgwLKlGegDwWp+heoeR1jxHZ7t84KMt7npiiGPzEQ+90CPLTvNjl3sIoZxxZDJ4wZ0tsidXbO0UrqUsG8l7nrSm6r7A93NqcnDItY+E0LcGoUfnM17YHyCMOutO5oBnZjmzUjLeHGznDw6jwor8ikOpBfdAKLUS5GVtuBCSHRt7jFV6HJ01dFJBJTUECcUQq+DQU12YfnqpIFXWp9tWbxvEWlRv42S0ZlBIip9UKDwprbepZ7jxyg6/9TMp6yYU11/Y5obL2vz7j45w6PQo2vgIkZUWSzSIlHbX/vyzoWCx45GmDbaug3dd2+auJ+a4++mA977zenP5hetvnl/sdl911Tu/W3h+9wAHuHDneoaH1790/Kj8tSef6f/pwSNPSg/YNOlxznqfjVMZayfaLPYynt/fohFJQt8CvFGLGWp0qFfn+bPPaz5+5xT7jw8z5CsuXG2oBgEHDlU5vL7PcKNPJerhqcSuQBUvfv42rJ0YKHdpLbnDFhXctSeOUcm1L5aGywpaMvATlEw4MQOLfR/pyWIJF0pGnTKn3nIeOHeVdakYrgfO0alL9mympLGVuB4532Escm5KZj/Y7ZgkVVQDGBvtoY+mdFKfeiropxCk1ljeS3C6eUiVJEmNNbv0RFHFs1SQeqKQrVqgu9W2HOAmb+A9ah6MBJqRmmDT6BinZ0Zot1NGWl1uuHSJ7eum+Zu7O3zkC2s4KQI8aaUStnhArZLywuGEpa7PutGMTs9HyjqtumLzBFx16eV6au3WX6sPnf9SLzv8vYDm9wbgGzaex4OPvhCP7Lz6w5tmX6pu3tj4w/3HZtm6NuLic3qMjszy0IsJjzxfIyDj0nMkgW+oRgnNWpdaZZG/vE3zB38zSdc0WdsQTDQ0I3WYHPEYrkfMzHv4HiiVEQUKjXSVUWD3Lk2x1DCICx+YqCslUJ4skuJ8lyUUeIN1uMDPQ7FSoiAh1TF3PxJw8FhE2LIHM1kawpRbEVlmKNRgoSP/e8Wo34mOjNs0K/PqMoNMugOs01PbfJuSgY+R9Poea1cJrr+8w0PP9WknPj1fEKWGfgpeahMTvDTn0rXtuZWVrqYK62GSicLiIS07FBQGQQ7gSDwhqSlDK9SM12F2vsJTuz1Wj8W0ewEjzYB144r3/9Q8hqN85ItrmOn6hH5GLTIoKdm+Ec7fNs/Du1Ieea7BXNvgez6XbutCMMax2fBf3HTTFR/uzO/KVq/59iaW31eAA1x12XZOnz6crb/0x/ccmVu7mPXuaGyYOMXBmSX+n8/7nJ5uMFH3OG+DdfGvRhnNWp9VYwvc/njMH316kpgWG1uGiUbGcF0y0lSMDftEoSBNJUliT/kg6Hcl+w9IFroeKGFdY4sx92Bbp1isKPpvWSgXB1pzl9npOSlAYGUAs0sZTx+ogQoJJIXgqJxln1NwZXAXuTLuRstFUkkKSWpdd42x7wJaSifOEk5ZKQq15TILBgfANJMkmcKkHhduiGk1Oxyaq9JOJZVUEOb/hmfwU0iVIfXcRk1mSq2JKb5mlmnXbw/iB5PU6ovWrc9Qz9mJoC+tSZMnDb2e5uSMQIiwaHMyLRgfFvyzn5xnz+GT3P7wFBVf0ojsZHO+HXD+ZItfvGGet145w+fuq/D8oQqt5ip+4u2vXxyZunzPiZPHslWT3xtwA99G5t0ruJRXpbPErdddffWv/9LPXzXz4omAv/h8nSFviPNWe0yNKIabilbdGpdPjc1zYq7Nx+8cpq2HWNuE8bpmuC4Yblij81ZNUg01ytOFZNRTML0guOsbAXOzCs+3IMtzd4r2xFVVC3Krgface5ZfjPPzVbh8UuqmpX7M7sPw5UfryEgtN2qXZ/4bA4P7fHkDG28eQDWCSmj/fpZZb5FeP6Mfa+Iks5KA1O48ZlkZ3HnLsBzkWabodAPeeFnKOWs7kMV0MuhlgtgtB9ubKdfRaNLSv5E6NijN7L5l8XX1oAdPEsnIMLzuiphVTWsDAbajSjV0Y81CO2VmAabnPabnQ2YWKpyea6FMk5++rs346AwH5wynFwUL7YzZecPRUxEvHRylvbCKX3ij4TWXKUY2XDezdsNVv95Z6t/abFS+l5D83lVwgOGhEQC6ndMfba6/1rvkouCDreD+8TVjp7j7SY1OfMaHYO1El+HWLHtPLfGfPjXCHY+Os7ouGK9phuuSoYZkqOHTakiadU2tmlEJXMSgixS0y8a2Cc6N0ouqLQaVu2gZirZhoHspbwn5vhUa+X5C4CdkJuaB5wI0IYHyqOSDo2JR2R0il/0bbvXOgdvGm1tVZH7wO3IyY2EpKwZPgS8Lea3VitivZcFuK26m7TuYfdhpY5L6GO3xmh0dHny6RzcN6aaCamrlqYmXLwlD6tkxfqrdTZRCWuq/00wMbqbSgRNjeytjNJmBxAiSDPoJdHqaxXbmOG7rhiVE6GwhDK+72PB//uIs/+nTcGJ+CP+0olFNWTep6KRd7ng04KqdW3jH264+NbXp6n/VTZOPrl//ylWCPxCA51elOkanvfQXb3vTa+WzYyf+r10v7Ro/NT/EpZsl2zcs0ayf5tYHEz5x1yQHjzeZrEnG6pqhOrTqklbdp9VQDDegVbdTxUqUEAQuWtCB3NIZliL0xECQNIgYyRmFEk1YpMMtB3jg8oMCLyXwY9r9lC88OAxEBEoQ5rryPOKkeF4eT7KseoeaSmgHWWNDMbXFLl99LGBu1mesaWWjOQuX9/CpHPTJeY9sK610slZFkiqS1AMT8Larevz557oc79XoZD71DCIH7MSzgU95e5KlebsiineK/AYqDpo50I3N47Gn2wytNf1M0U0EYd8FSMms0J5IoVDSL1pEIQzXnr/Ehsl5PnFXwtcfGeHFI4LRluSCbZpEtQlbV51at+na38qy7C9Gh4a/H1D8/gAcoFqrc89df/fhLKtmu45v/oM1w4sj52xs88KxBe68TfLc3jHaSxVWVQ31UNOsQLMqadY8hhqKkSYMN1NGGjGtep9atU8liPE9O8l0elXyUNdBckNZblrOx5GlbR4Lbs89fE/jFbqXhCCIue8ZjyOnqqjAp6JwAC/RjXIlvy5dduiAW68EmlqU0agnrBpdQss5TnSGmJ4PCDxnVCR0iX0xJMpYhsO1D0km8AuAu+dUkaQ+nX7A1Fifi7e1+eojDbqBTy8VVFKIPUOQlVqSTDtgy5IVROkGWtEGaWcKhMnIUw46mWAxkSC023ZydkO5xZ2UKOXhewG+p0lTj4lmxj+8oc1l557knsebPH+kzkgz5GdvaMzUWvX3f+2ur//3G9/+tu8XDL9/AAe49rp38s//wyf+qlXdFv/YdQc+dOfD+xqznQoz8yljlTo3vipmz4mMw8cVtUjSqHm0GoqhBow0U8ZafcaGOkwMLxGFfeJUurE9y4jnMnOSg2XgK5734Dk4B5megxzPrDhghn5Cu5fwp7e2ODFXI6jLwhp6ILu1fXz5BioOsXkirxseRWFGLUqoRn0Cv0+WaZb6gnZsKcqBIEwXXydVogRM255knrEH7VQWFbwXB4w2PX7lHUs88GyXxbRC21PUMiuhTfKv4doUW8l10Z4UwM4Gj5wmLFqUknCmr7EJG21B1ResbtnJpRCpW1rx8T1JJfSoVwW7jij2HWlx7QV1JhsnuGyr4ehMj+PxtsV37Gj9k1UjJ/5meOMvfz8h+P0FOMBv/fyiHp9Un3z08Yl01YT/l/0ju6KqCrlgp+TVF/c49UBGNF2jUVPWAq4uGG2mjA/3WDuxQKM+x1P7Mwyay7YI0rRClim3M+YqOG4ZtpQMoUrtw6DKDip4nu+Z73jm8YaBH/OVRyT3PdWAMKCqBJHSJW2583KRgsFWvkTl/X1uJuppN0DShG5BQ8kUoTPiFHqJIE4NQVpqIfQKtiMTrtUQdsTtmKTEV85Z16PXi7jmggWuu2SRzz9Up5tV6GWCKLWb8KnnbNcyx5y4f8cC2gxuIje2T0ueKcWgxxL9Njhad7nivHkMkqf2NGjHAQaDFKlTaPpUQsVQQzHb7nDPMx7SVNm5tcHiUsy5G8/tH+9N/dIHb2l+ZqTa098FtH44AD6x6X184ZZPZTs2rf7M8MgL2aFTycfGaiej7Zt63PZIyvN7K2wcCxhtORu4RsboUMy6yQUOT8/zyc+FPPDMEJMNya+/I+acdRaYWdYtqsuyrflldhAD2m5QvQfsieflgbXaSXETZNDnU3fVWepV8SvKVm/PpU84etHzKHju4gYqAG+WRfz5fr5qZ+PIMZrY6VrikmOUBV0Z5KVePBUkbliTV/A4USSJR5z4DDV83nPdIl+6b5hEh/QySeKowCQ/qDpwp8UzRS9eALzUh2du2ANuyOMrVtc029Z6/OqNAWNDS9z3/BJ/e9cw+443UdIQBBmh7xYpVIULNvRI0lkee1Yy2qxy5SXr+5t3vmux1lh3f5p0stWrvj99d/n6ntKEL3e97R3v5q+++lL2j/5Ufvb8c7b8wk+/fXXn5MIsT7wQsH1NlSt2CsaGbN/arKVMjbU5PL3IB/66zufvnqQpK6xu1Dh0fJzTc1X6cWArjBNO+9JV13ximeeaS4nnJooDwdVgiSDXWefJy9Wwz8FjhpeOVtEqpOIJKp4mzG2elfNRdIdJ23cv//rLci7VICtUyqwwCM2cLdqADszpQasN0ZqiRUmyvHoL4lQQp9KCO/WIU8umxEnI5tWaDavbpP2UTgb9DAdyStRgCeSOUUmKNsi9Qzi2Jh/fY+yYvu4bVjU064YDjp+aoNeb5J2vjvg3P3eaVasWODInWOxo4kQzvZDxjec0L+5vcelWn9GhafZOr+8YtfW9GzesvWBkJDg2Nj70PwJ6/2MADvDb/9svcvvvtowUH/qUqrR+KeXc+VedU+f6y2K6LPLcoT5gGGvF9LMF/vjvQp7fO8y2ScmWVZK1Ex6ViOItVAiBVBJfSkJXNfPqXbQnnigmlyv7b0+uTGBOUV7CLfeGvLSvhvQ9qgoilx1U3ussbOeKKl72Fy9HowwiFYsHgwXmXE+uS+pEbWweaF5lcz47Tq1RTpJK4sSCPHYVvJ/4nLtB8M5rFpE6ppfaGJmiBy/aErMC5Nhx/TKmxlGRqUJnngW6EY56tTmVh05I9hyus+fQOBesr/EbPzmLCnucXrDHom0b+hAscvsjGY8+O8KVF26fv+C81i89uecTn/rYX3/+uCdEFqhv13bghxzgAG98008yNvIehNjxiYt2Xv4bP/uuy6c7KL7yoEAZj6GaplFb4uFdmr1Hh9g2qdg4qZgaCxgbltQrGt+tVfUSWIoDAk9S8YxjLkp67zO4bzPov/P2JA9R8jIqYczsQsrffL3OQha56m1KJv3Ll5R9XxRa59xXRcrckXagVSnWufIXwdiDWR75Pgh4dV4mbiMnyw+KKfRTQT8R9FNJHDuAp5I48Uhcxk0ofX7q9XaLKk0yepmVpSald4MBt65JM21bnmxwA8WJcF9bEacevcQnCgSVICU1ttq3e5rTcymHT0r2Ha2y+9AEWyYrXLZ9gfl+xnzbgPF546UJ6zcqguFXTY9PXvwbq0Y2f2LN+Nt578/d9B2i5zu7vu89+MrrHe/4dfd7PvlX4Hl7To/+3vZ1d49L3WFsJOb+5/v8t88PMxyEnLNGsno8YNWooFGzSxGhbxOTn35Jcf/zdRpVt3+ZW7552K34vIWQKyu4cdtBZlDBPcuePPqSZG4pAi+gpvKt/EEKReAzsHf2lNvAF0W2+tlqkl18ONvKz8q/6DxVwPmxaERacofN2SJpb6w4UcSeLvXiAUO1mB3rOtz1TGJt13Q+xDEFuMuPcq+fpBbc/VjS8xRR4LGwFHLF9kXO29zl3qeG6CeCbt9wei6l34d+rEiyCudtHOXXfvwkf64WOHp4hNkFqNYm+JWfuf5UOPLa38Skf7Vl7dD/aKgB/4Mr+LLfp5gAU/nIu99+/W+98Q3XnRoZiZBymi89ENLwamxfp9i0JuDCc2JWTcyjTVIEFBkSntnvs9SuMBwZqoGhEgiiwAZW5Rs7OXNSXuDNt2MG4LYtShD1+fxDIYdnqkSeWrG0XFpSDkSxoGw/Z3tv6wNkluk5BnHcy8XgK4OtpMiXE5xuBdtWJImmn2h6Me5hrSL6DohFm5L69OOAyWHFj1/VgTghzgz9cuV2a2UDlsaU2qAc3IJuX9HpKzp9n6VuSKMScsHGPkKm9DPbSimVcGy+w9N7YvYeNjy3r0a3PcHbrkhZipcIKiGXXv7aU5Nr3/BbQxX/Iz8ocMMPoIIvA7mscOJU+8NXXHZVun7S+8Ov3XXb8HijS0UJ1q/yuOicLmOj03z6Hh/Tr3DleeD7KYdOZXz+oSGakaIVaWoR1CJBNbeI82TBfQ+WHvIWxQWXFuadmkqYsPcIPL8vIjUhdeepkkcbhp5wZvwudSK02/ehb3tv2zfbA6EsjdeLfBpTilhxmz7FUrHI9TLgKatVF7hWIjXIVKMzBUYuMysNPEWclCu4R9X47NgYs2lNhwOzNeLADXW0PWDmVshlxiZztsZxCjhnWCE8J3MNWGjXeMur5vjCNzr0l5qEvmTnZkEsFrj5Lk0/MSgVMtL06PRHeMfrmlxw/g2z23Ze8S99X/+lEN9bbcmPFMABJsdrJGn8UT+4bMZ/5NiWd/5Y/Ptf+Orj/gVbOqyaPM2n71E8+kyNS7d4KJngq5jbH/PYfaDFumFoVkwxAa1E1qAGYWxFFKX+28tpwZzdyJ/tpvqeo4LdB6sgfKqem1x6xm3946q3zeqsRoKqs7lQ0tDpS+aXhFvmcEaVvij01bn0NE82K2/MF/Jd9/XDQJFpw1I7pdvPkMLa3mmUXfiQbmnaNwSpInLurP3ER2ufc9b3OHdNl33HM5KqJDVlpibXpwgyp0/J3LtOmtqBUD+RLsTKFoPp+Rrb13V442WLfO6OOplWCEKuODchzRb5u7sN7IbVoykTG65MLlrP+y+45JI9QvhfECL6QcPrBw9wAN8LdH/xqVt/433XBYf2HuyEgfyT06fvFt+4R8u7Hh7l3MmINeMw0upzcr7H39w5xEjVZ7yuaVStv/Rwy6dVt9zv9Jx2ZjQrPA8deyLzBWZhqzhkzLUV/Swg9KxxUM6aWMfbPO3NVu5axdCsapr1lGYt5uAJzVMvRTRrdt3LV9YPPZ8ULovtI5fXGgaGR9ZeuhIpGlXJUD3jgecyDp/UNKvQyGwPr4TAU8rGvsT2/4mDwWQzSX08qWjUUhApifZdhJ/1WRxEkVh+PHCLoPmUd3ouJcmgV1eAcpPJCtVoiJ9+7TT3PNFleqnGkVOG8eEmb7goJdPznJxBj627xoyv2vG/MrT5vz/01Kn4tVd87ySv3831QwFwgLBxIf2FZ+J1G1Z9tJf07lzqX/juTM/9x0s3nWBiGFaPJ4wNL/DpeyXtxQZbJwzNim1NGlWPiWHBptV9FjpLPLmrwtSoT71qBzxhYF2yfH8QXgW23/V9zfyS4Uv3RhyeDRlu2OqdU4MD5sSCvBraRelmPWViuEsYzvH4A4IXD41xzmqNErZHr6blwYkYRHdQbk3ckMqzZ4daJBlparatb9MxMzy+f4he4iHQThKQOWdWSexL4tRYxiOxIqxu32NsSPLWa3p85YmYJK0UDrm5S26SGjdWt5s2YB0F1oz3eXxvn6VFjw2TPoGbSEoZkmYtNk6lvP6SBf7uzgrHphNqh0JOz1e55JwpOnr0342Mr/uUH00dmp85Hb/hNT8c4IYf4CHzbFfYPB/hbek+t2t+1+HFV//e267b+rs7zz8nq9cF9eo8Ura5/5km504otq/3CELL9dYqksnRlDUTM9z6cI/Ti5bvlcr+8mqRpl5NiQKrfisOfcby1cZkLHU9MD6hYmD7VgJ34dIUQjXS1KsJI60OGUt8/SmfhS4sdTXdOLMGNokF+GAFrARwSmG0bgkj9CWVEBo1u8Z3/UVLCK/PqSXJYtfKU3uxJo41cWIlq7mJfFmfooSiGWmUyIpJb05ZamNTqNs96PbsATbL7M86Phzz1tec4tBsyqm5lHbXTnh7/ZTn9kbsOTzGq89TxCblZDcjM5rJ1RuyxXTH7/6D91zwe4Ge3nXdlWu7P0zghh+iCl6+bnzHT/Lc45/Odlzy8789OzPrPfjI1//FfQ88Hj6zD1TqceFWny0bEm5/okdnoUqzBmvHO7xwpM1zB0bZ0BSWHw+gUckYbfUZaXboxh4z8xUyDWEgyR2/lTJIx/UFapDAnIM8NwgNA0MltNYStSihFvWY7sQk2kNqQT+xk7wkcVEd6UDAVASvFkadgxYl90kMA0Pkaxt0KwU1r8fJfp1235oSRX1NP9Du35Fusinc9NFW8Sz1yNIMnVmmXWDfJULPtiLTS9Dpw1jdvnvZpQtJt++xY4PgnE0LHD48ytSIoVGNWezN8eSeJt1+lR1bq/zUtTFb1o6wZuMl/WuufMMfjIyO/naiP8uv/KN3/6Bhc9brhxLgADsuuYn2UptH9yf/est5N8gN6za++jOf+6w8Z4N89brJeW9ieImhmkGlHuPDGbXaAl/8cohMA+d7KGlUDSOtmFZjnkMzSxw/NUyWBIwOWWuIPOemnwli7eE5QdHAXtlld/rSUYVWPBUFGdUoRYiYW+4NOHYqYMvoIIXMBi7Jl0n6FcvYE1VSIfruIJxlsH7S8NZrF/njTw/TiRX9xDIW+Q0Up66Cp26NLV+I0C5ZztP0+7Yd8j1DrSIZbUomJzocnutz/FSdYFFRizKWuorZhYDV43V+7FXz/OGehFPzHottj+mez7G5FLIuG9dOpedt1g9ccvm79UUXrHtAyt6/XlxYpNFs/KDh8rLXDy3AAWr1IkHrt+6844u88drrG6fnlv7r8eN7fur47Evy1OmEHesVG6cWeXJ/zNMvDbNuRDDSUrQakqFGwpqJJZ491Ob/+ushRoIG114gqUZ2HUxgN8/vf9bj6X2h3cLJXaRyB9o8+a3knxL4GaFvjfdnFjx0otyApswxD/Yp80Nm7gBQpCGUtvAt0K0tHNiKO9FM0NrQTSBObNJwUoBcFvqUJHHuVJkijhU7N2ku2x5z++N2eKSETbhbNRZw3SUpjdZpPvDXhpf2DNGsZjSXMk7PeRw91eSiTV12bFlk/+GAfUc8tmzQbFun2LphrW6Mbfr0kN9835HDhxcvvfjSHzQ8XtH1Qw3w8nX9697KvY8dWByuVf/J+NTa3btfiM6/5Pz+jRdMvcCJhUU+fUeNyXrIxkmf8SGf4YZmfKhPZpa47ZGATrvKtrHBMMVqUeyQ54WDin1HPYYaZYPOcnbnivQJ51PuewmerzDOO08bsZxndhYQAwZlkBAxGPDgzHkGenYhrO9hkoDJUvqZT5wKm1FZetgevNSmZJI4U2ya0mzfkPDlRzT9zCN1XLzWcGouYvVEnTe/aoldB6ucXgho1lJOzko8FeJ7I/zM66b5s1vnufPJGjt37ODKy+s3v+qSy585d9vUH+lub1FVz/lBw+EVXz8yAAe45tINAKePHjn2bzeuOW/DNQtP0fSCG//7LU8wMy25YpvH1nUQJ4ahRsbEcJeZXszeY0M0Q0WrJqhEUI0yWvU+rUYbz0vZtk6zcSplfqnUmnhlkItlQVhln3LpHDa1y6EZDFGciEqX0hbcz5EPepRz5rILGgP1oZTW281oMDqlW14mzgxp6nQkZRGWW2kTCPYeU+w6aI3mp7uaui8Yiw2dvmZuSbHUrrFlsk292uPEfMBoQ9OsZTy3X9Dth1x0bsT550bMJ1fSmNx+81uv2PHPZuaWDgjxvd+Z/H5fP1Qsyiu9Vq+ZYnJi4cCGref8y+F1F7zrddf93N3/+N3XcO1lkucPLyJFzNToAu2+5hsvRMzORUwNCepVRaNqGBvqkZgFbr7PcPRkxAWbPM7fmIIe6L59XzgHWunoQqcjL4Ce8sJBye2PV8CnWAMrtB6a5QfMkv1m2QWrTBd6SuN5lqPvp4LXXdZn84YevfJ2jmuBklRbmjCx4/s4tn24FPDsvoBHdzeZGtXcdO0pTNDj1AK0OxmLbcHxmYixZsjl2xOiChyfy9BoNkxN89xhHx2+nhvf8rN3v/qKC9913o7t//LQdP/A2rU/euCGH7EKXr6EWA2w2xiz++KLeCbp3Te1ad3qP5tND2xV3afUg8+lrB33mJ4NqCmf8RZUI0mzphGyw5/e4nPwyCRDIZy/9ZRbbdNEHkS+IHK8t1UoDnQs0rU2gW+zgfYfDvBqg+qapIPNGV24UpW0KCWFYWGOqUSx5mbfIawmfMuajOFGnzjVxE40pZ2eJEktZdiLFb1Y0OsrerFHpiWJVtT9gIs3VHj31QmXnTPLx740zmJH0OkZTs4GDDdbjDe7bJjQrB3r040DLr7o6mzLxdt3N1vyf3nNFa85dg3sEstMFX/0rh9ZgOeX+wXsMubgrjTVb77miuE1Ul3+6S995a7mTGdf7cBRybUXpSSJxPciokCjTZ/HdrW4cHWE1tBPFAJJNYBaBPWKnSqGgXLpBHZ3Mk9LsIfBmH0nfVARsRbMxlDvCxqJHaakmSl0KCv9v+33Xariyt5EYZBRjRKqYQ9PZaRJwJaJHvebmFiHhelopiGONX1f04+toWXgK6pdn17fRxuPyDcoA8dPt7hsa4e/Uhn9xCdOMk4taI4+6bFxVNJbF/KaS89tn7vjuoUkyW7a0FpzRAh54Ecd2Pn1Iw/w/BJiPcboAzt2bjh0+Fhn50/dmFzV61/15xs27EmfeO6FkenTC40kS5hf0gwP9VjdGmbjlGBqrEsYJvh+lWYkGK4LRlo+QWBjEasVQ7OWkWaCfiwx2k4U5zoZH7ltFdVKBc/vIXTCTK9Kq2/ZjswtNBhEEasHVhVbNteUTmgV+ppqlNKothHeAu2eR5wM8d4b2nzpoQ6pDpHSKhsNsNg1SGWFZktdK/DyPY/FdkQc9+nGhmMzmv1HPUaGGgSiQ70aEIYJoW9YOzHB6Pj5cxe8ev1Smvrv27lj04PQmM+M0Z78kexcz3r9vQE4WNdVQJt03yxq8rZjx9rn7nr84/13/8wf/+9zJx5878OP70qCMNn+2ftXR7VAsnltDykXWOpI6qFivCmZGPE4Z71hsdPm8MkK2zZoPH+JFw5GTLQixoYEYZDyibsqHDvZ4MoNgrderRgbPcWffj5jeqbJRGJbFEzJ29tpYMAU0tU81Cofmw83+hw41ePPPj/CRG2Ut7/asG3jcd553RJ/c3sLKWGk4TE6kvHc/oS5JcHWtZpD0wlLJwVCBKwerdLuxFQqkh4Juw5rtq7z+IdvCXh6z1CvORq94Fc2m7f/+BsD4df/89994VN/efElbzGPv7ikL93e/EH/Cr/n198rgOeX8DaBdWzv7D9wECG93/c99fuvvvwCVa/X/4Sh3rndmUPXNBq71W0Pt9g42cXLUs5ZI4kixZqJRY7NzLLrwBqGGz12HWvz4HMV3nSZbVWiIGGp59HwJVPDgkZU4fJzQi7e2uVzd9aJE2l9tV07EwYpUTVGBgkiSej0DJ3E9urG+X2HQUaz1uErT0gee36Ia7cHHJ8WbJiqUYsW6SeGLJNEoeSq83uc7vTYu9+jXs2YP7rEyemI9ROK5/d7pEJyxVbDuWsELx4JMeHG7OIdk/c2Vw3t6vaWfm1hKc48z8cLQvOeG3+WesX/Qf/Kvm/X30uAl6+NG9bDoANOZ2cX3/f2dZVhZY78n8889dnAf2khOzAvL6001WVXbDnKQ093Ob0Q89huxVBdk5k+B44Z6qGgUdUoL6YXCwyq2PRJUkm/H1Lxl+hnGe2+TYTwpKEWpQzVl5hpdzg6a1g90uHw3AKnuw0m+oLM2JumGmUEfo9OIgl8ReA5IVWqMMYjDAx9Y1jsGrq9gM2rF9h3KOb0vM/Fm9rcO2uQKuWx/TV+7s0b2bw+eXR2LnhMDU2pa65/a7x1w8T/saPTn601bJX+je+vHckPzfX3HuArr+HhBsAs8KsAf/Txe8i0eO3FrfhNV5x74Kb6mNqmTY/dd+zh3Vdr+lmPh5732DicEYUxX3s8Ycf0MJ1uisAQJ3YqeWpec/m2RXYfCzlxdJgktZPP8ZEuh2a6/OnNo6ATfvpti9yUzvBHf2c4Pt9k46T1UKlEMfc8rXnyJcHEcII2IaFn+fBq6HP1Djhv4xJ799WYnRPsWJdwx6N9Ts4N8/orRhkaO5+hVoPGae/F9RuHPr15vf5KmnJ3bfwtvP8H/aL/AK//3wF85fVPf+5agLvT+NjdgvPuaU2KLcdOzur1k6f1ug1Dm1Jv529euO0EO9ZVEcF+7nysQ4SH0gljLUM7yRAiY3o+pdMb4rz18OLejKWenXjuP9Hjcw+McOBQi5GhDhW/wvhwyC+9OeHzD3SIsyaNqqZRa/PsIyFVVYVGTKozgiDm2GlJp61Y3cy4YmubxYURGqNbmJiY5Fd/di179vZ+r5+d3PeG618rK7UxeWVq9gC3hcOTP+iX9ofi+vvBBX0frm88O00lCob2HTj62ueeeYYLN3vJxCr1z58/IG7YOgm9pMdTTz7NqZlZmlUfIxfxZYVu0uGepzXEATdeC/e9uEh3qcrrL+5x8KSPVB6HTsL1l6Qs9ed56MlxfuK1KRkLPLp7CE/WCbwFTNagXssQapgdF1yEyQK2rk3YdUh9teqbP9yxccmfXL8DL1p7N/Tn3Fzgf14rrv/fV/CXu67YOQowB9wCMD1zBBAvjEzoyUZkdJr26czuQ4l5ZhYDFnoVplpZsnP7tb8zNrn09t2HkmT9RknHz/CFR1iJ2T5s0+C2b+tSiyLGvJg+FTZubnP0dOBfc8Wqz9//0IO/s2GN9OeXFKcXfZQ/xHnbLsL3fBpVI5tj6gSCfWtX/09Av5Lrf1bw7+F17z33IwSTp2ePtl482DNX71Acn9PEic9sJ2WiIWhUDKOtDvOLVfqZ4eSMx5U7Fjk2UxerJrfOG2NOnH/Rq37QP8rfm+v/Axi7LeNcGFY5AAAAJXRFWHRkYXRlOmNyZWF0ZQAyMDIwLTExLTA3VDE2OjQ0OjM3KzAwOjAwjBDxpwAAACV0RVh0ZGF0ZTptb2RpZnkAMjAyMC0xMS0wN1QxNjo0NDozNyswMDowMP1NSRsAAAA5dEVYdFNvZnR3YXJlAG1hdHBsb3RsaWIgdmVyc2lvbiAyLjIuNSwgaHR0cDovL21hdHBsb3RsaWIub3JnL0jPKKMAAAAASUVORK5CYII=', 'weight': 10}
-
mf_hecke_traces • Show schema
Hide schema
-
id: 14230000
{'hecke_orbit_code': 167772183, 'n': 1, 'trace_an': 7}
-
id: 14230001
{'hecke_orbit_code': 167772183, 'n': 2, 'trace_an': 0}
-
id: 14230002
{'hecke_orbit_code': 167772183, 'n': 3, 'trace_an': -89}
-
id: 14230003
{'hecke_orbit_code': 167772183, 'n': 4, 'trace_an': 1536}
-
id: 14230004
{'hecke_orbit_code': 167772183, 'n': 5, 'trace_an': -2388}
-
id: 14230005
{'hecke_orbit_code': 167772183, 'n': 6, 'trace_an': -12518}
-
id: 14230006
{'hecke_orbit_code': 167772183, 'n': 7, 'trace_an': -9896}
-
id: 14230007
{'hecke_orbit_code': 167772183, 'n': 8, 'trace_an': 34920}
-
id: 14230008
{'hecke_orbit_code': 167772183, 'n': 9, 'trace_an': 33064}
-
id: 14230009
{'hecke_orbit_code': 167772183, 'n': 10, 'trace_an': -60820}
-
id: 14230010
{'hecke_orbit_code': 167772183, 'n': 11, 'trace_an': -78484}
-
id: 14230011
{'hecke_orbit_code': 167772183, 'n': 12, 'trace_an': -343492}
-
id: 14230012
{'hecke_orbit_code': 167772183, 'n': 13, 'trace_an': -296769}
-
id: 14230013
{'hecke_orbit_code': 167772183, 'n': 14, 'trace_an': -711120}
-
id: 14230014
{'hecke_orbit_code': 167772183, 'n': 15, 'trace_an': -237870}
-
id: 14230015
{'hecke_orbit_code': 167772183, 'n': 16, 'trace_an': -253440}
-
id: 14230016
{'hecke_orbit_code': 167772183, 'n': 17, 'trace_an': -1128820}
-
id: 14230017
{'hecke_orbit_code': 167772183, 'n': 18, 'trace_an': -499874}
-
id: 14230018
{'hecke_orbit_code': 167772183, 'n': 19, 'trace_an': -1301252}
-
id: 14230019
{'hecke_orbit_code': 167772183, 'n': 20, 'trace_an': -3482704}
-
id: 14230020
{'hecke_orbit_code': 167772183, 'n': 21, 'trace_an': -108908}
-
id: 14230021
{'hecke_orbit_code': 167772183, 'n': 22, 'trace_an': -1562088}
-
id: 14230022
{'hecke_orbit_code': 167772183, 'n': 23, 'trace_an': -1958887}
-
id: 14230023
{'hecke_orbit_code': 167772183, 'n': 24, 'trace_an': -4606464}
-
id: 14230024
{'hecke_orbit_code': 167772183, 'n': 25, 'trace_an': -1320899}
-
id: 14230025
{'hecke_orbit_code': 167772183, 'n': 26, 'trace_an': 692230}
-
id: 14230026
{'hecke_orbit_code': 167772183, 'n': 27, 'trace_an': 2977921}
-
id: 14230027
{'hecke_orbit_code': 167772183, 'n': 28, 'trace_an': -8371144}
-
id: 14230028
{'hecke_orbit_code': 167772183, 'n': 29, 'trace_an': 2813849}
-
id: 14230029
{'hecke_orbit_code': 167772183, 'n': 30, 'trace_an': 25535196}
-
id: 14230030
{'hecke_orbit_code': 167772183, 'n': 31, 'trace_an': 7334751}
-
id: 14230031
{'hecke_orbit_code': 167772183, 'n': 32, 'trace_an': 26028800}
-
id: 14230032
{'hecke_orbit_code': 167772183, 'n': 33, 'trace_an': 646330}
-
id: 14230033
{'hecke_orbit_code': 167772183, 'n': 34, 'trace_an': 14981564}
-
id: 14230034
{'hecke_orbit_code': 167772183, 'n': 35, 'trace_an': 23410104}
-
id: 14230035
{'hecke_orbit_code': 167772183, 'n': 36, 'trace_an': 40211900}
-
id: 14230036
{'hecke_orbit_code': 167772183, 'n': 37, 'trace_an': -13324320}
-
id: 14230037
{'hecke_orbit_code': 167772183, 'n': 38, 'trace_an': 37578632}
-
id: 14230038
{'hecke_orbit_code': 167772183, 'n': 39, 'trace_an': 6304533}
-
id: 14230039
{'hecke_orbit_code': 167772183, 'n': 40, 'trace_an': -45307920}
-
id: 14230040
{'hecke_orbit_code': 167772183, 'n': 41, 'trace_an': -15691573}
-
id: 14230041
{'hecke_orbit_code': 167772183, 'n': 42, 'trace_an': 124523248}
-
id: 14230042
{'hecke_orbit_code': 167772183, 'n': 43, 'trace_an': -46474818}
-
id: 14230043
{'hecke_orbit_code': 167772183, 'n': 44, 'trace_an': 43428040}
-
id: 14230044
{'hecke_orbit_code': 167772183, 'n': 45, 'trace_an': -72736710}
-
id: 14230045
{'hecke_orbit_code': 167772183, 'n': 46, 'trace_an': 0}
-
id: 14230046
{'hecke_orbit_code': 167772183, 'n': 47, 'trace_an': 8232227}
-
id: 14230047
{'hecke_orbit_code': 167772183, 'n': 48, 'trace_an': -163054384}
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id: 14230048
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