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{'Nk2': 8100, 'analytic_conductor': 36.08635945792064, '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': [225, 1, [101, 127], [1, 1]], 'cm_discs': [], 'conrey_index': 1, 'conrey_indexes': [1], 'dim': 2, 'field_disc': 241, 'field_disc_factorization': [[241, 1]], 'field_poly': [-60, -1, 1], 'field_poly_is_cyclotomic': False, 'field_poly_is_real_cyclotomic': False, 'field_poly_root_of_unity': 0, 'fricke_eigenval': -1, 'has_non_self_twist': 0, 'hecke_cutters': [[2, [-54, -5, 1]], [7, [9036, 200, 1]]], 'hecke_orbit': 19, 'hecke_orbit_code': 81064793393332449, 'hecke_ring_generator_nbound': 2, '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_polredabs': True, 'is_rm': False, 'is_self_dual': True, 'is_self_twist': False, 'is_twist_minimal': False, 'label': '225.6.a.s', 'level': 225, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': True, 'level_is_squarefree': False, 'level_primes': [3, 5], 'level_radical': 15, 'minimal_twist': '25.6.a.b', 'nf_label': '2.2.241.1', 'prim_orbit_index': 1, 'qexp_display': 'q+(3-\\beta )q^{2}+(37-5\\beta )q^{4}+(-98-4\\beta )q^{7}+\\cdots', 'related_objects': [], 'relative_dim': 2, 'rm_discs': [], 'sato_tate_group': '5.2.3.c1', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '225.6.a', 'trace_display': [5, 0, 0, -200], 'trace_hash': 376521032029242142, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.026', 'prec': 17}, {'__RealLiteral__': 0, 'data': '1.934', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '9.300', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '61.500', 'prec': 20}], 'trace_zratio': {'__RealLiteral__': 0, 'data': '0.002', 'prec': 17}, 'traces': [2, 5, 0, 69, 0, 0, -200, 615, 0, 0, 196, 0, 360, -18, 0, 1137, 1490, 0, -3180, 0, 0, 6515, 1560, 0, 0, 4756, 0, -4490, 3920, 0, -1096, 5455, 0, 20113, 0, 0, -2020, 485, 0, 0, -27754, 0, 3000, 36887, 0, 2454, 25760, 0, -11686, 0, 0, 31700, -26980, 0, 0, -54270, 0, 160, -11960, 0, -24396, 129810, 0, 43649, 0, 0, 40060, 133345, 0, 0, 87296, 0, 70290, 41222, 0, -67535, 4500, 0, 65480, 0, 0, -21185, 92580, 0, 0, -248924, 0, 150645, 72810, 0, -20576, 46590, 0, -121652, 0, 0, 126140, -125615, 0, 0, -73404, 0, -236320, 168540, 0, -158066, 159900, 0, -229940, 0, 0, -24530, 6590, 0, 0, 87040, 0, -266080, -83448, 0, -1644, -301990, 0, 624938, 0, 0, -358680, -284145, 0, 0, 311496, 0, 351740, -90963, 0, 703995, -52230, 0, -61460, 0, 0, 338740, 228080, 0, 0, 309721, 0, 161670, -487600, 0, -153096, -851325, 0, -544014, 0, 0, 1100, -441210, 0, 0, -161784, 0, 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mf_hecke_nf • Show schema
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[584077440, 26172560], [298358962, 54396736], [-214957422, -29534076], [269794185, -12445310], [267666091, 42213648], [119419248, -29552896], [-548876496, 1545832], [-122197995, 4026120], [-441467623, -50370150], [-482325150, 59764900]], 'char_orbit_index': 1, 'field_poly': [-60, -1, 1], 'hecke_orbit_code': 81064793393332449, 'hecke_ring_cyclotomic_generator': 0, 'hecke_ring_power_basis': True, 'hecke_ring_rank': 2, 'label': '225.6.a.s', 'level': 225, 'maxp': 2999, 'weight': 6}
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mf_newspaces • Show schema
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{'AL_dims': [[[[3, -1], [5, -1]], 11, 6], [[[3, 1], [5, 1]], 7, 4], [[[3, 1], [5, -1]], 9, 4], [[[3, -1], [5, 1]], 11, 8]], 'ALdims': [7, 9, 11, 11], 'Nk2': 8100, 'analytic_conductor': 36.08635945792064, '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': [225, 1, [101, 127], [1, 1]], 'conrey_index': 1, 'cusp_dim': 138, 'dim': 38, 'eis_dim': 24, 'eis_new_dim': 3, 'hecke_cutter_primes': [2, 7], 'hecke_orbit_code': 100663521, 'hecke_orbit_dims': [1, 1, 1, 1, 1, 1, 1, 1, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 4], 'label': '225.6.a', 'level': 225, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': True, 'level_is_squarefree': False, 'level_primes': [3, 5], 'level_radical': 15, 'mf_dim': 162, 'mf_new_dim': 41, 'num_forms': 22, 'plus_dim': 18, 'prim_orbit_index': 1, 'relative_dim': 38, 'sturm_bound': 180, 'trace_bound': 7, 'trace_display': [0, 0, 0, -80], 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mf_twists_nf • Show schema
Hide schema
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id: 182922
{'conductor': 3, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 2, 'source_hecke_orbit': 19, 'source_is_minimal': False, 'source_label': '225.6.a.s', 'source_level': 225, 'target_char_orbit': 1, 'target_dim': 2, 'target_hecke_orbit': 2, 'target_is_minimal': True, 'target_label': '25.6.a.b', 'target_level': 25, 'twist_class_label': '25.6.a.b', 'twist_class_level': 25, 'twisting_char_label': '3.b', 'twisting_char_orbit': 2, 'weight': 6}
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id: 182923
{'conductor': 15, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 2, 'source_hecke_orbit': 19, 'source_is_minimal': False, 'source_label': '225.6.a.s', 'source_level': 225, 'target_char_orbit': 1, 'target_dim': 2, 'target_hecke_orbit': 4, 'target_is_minimal': True, 'target_label': '25.6.a.d', 'target_level': 25, 'twist_class_label': '25.6.a.b', 'twist_class_level': 25, 'twisting_char_label': '15.d', 'twisting_char_orbit': 4, 'weight': 6}
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id: 182924
{'conductor': 15, 'degree': 2, 'multiplicity': 2, 'order': 4, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 2, 'source_hecke_orbit': 19, 'source_is_minimal': False, 'source_label': '225.6.a.s', 'source_level': 225, 'target_char_orbit': 2, 'target_dim': 4, 'target_hecke_orbit': 2, 'target_is_minimal': False, 'target_label': '25.6.b.b', 'target_level': 25, 'twist_class_label': '25.6.a.b', 'twist_class_level': 25, 'twisting_char_label': '15.e', 'twisting_char_orbit': 5, 'weight': 6}
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id: 182925
{'conductor': 5, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 2, 'source_hecke_orbit': 19, 'source_is_minimal': False, 'source_label': '225.6.a.s', 'source_level': 225, 'target_char_orbit': 1, 'target_dim': 2, 'target_hecke_orbit': 12, 'target_is_minimal': False, 'target_label': '225.6.a.l', 'target_level': 225, 'twist_class_label': '25.6.a.b', 'twist_class_level': 25, 'twisting_char_label': '5.b', 'twisting_char_orbit': 2, 'weight': 6}
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id: 182926
{'conductor': 1, 'degree': 1, 'multiplicity': 1, 'order': 1, 'parity': 1, 'self_twist_disc': 1, 'source_char_orbit': 1, 'source_dim': 2, 'source_hecke_orbit': 19, 'source_is_minimal': False, 'source_label': '225.6.a.s', 'source_level': 225, 'target_char_orbit': 1, 'target_dim': 2, 'target_hecke_orbit': 19, 'target_is_minimal': False, 'target_label': '225.6.a.s', 'target_level': 225, 'twist_class_label': '25.6.a.b', 'twist_class_level': 25, 'twisting_char_label': '1.a', 'twisting_char_orbit': 1, 'weight': 6}
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id: 182927
{'conductor': 5, 'degree': 2, 'multiplicity': 2, 'order': 4, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 2, 'source_hecke_orbit': 19, 'source_is_minimal': False, 'source_label': '225.6.a.s', 'source_level': 225, 'target_char_orbit': 2, 'target_dim': 4, 'target_hecke_orbit': 9, 'target_is_minimal': False, 'target_label': '225.6.b.i', 'target_level': 225, 'twist_class_label': '25.6.a.b', 'twist_class_level': 25, 'twisting_char_label': '5.c', 'twisting_char_orbit': 3, 'weight': 6}
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id: 182928
{'conductor': 60, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 2, 'source_hecke_orbit': 19, 'source_is_minimal': False, 'source_label': '225.6.a.s', 'source_level': 225, 'target_char_orbit': 1, 'target_dim': 2, 'target_hecke_orbit': 15, 'target_is_minimal': False, 'target_label': '400.6.a.o', 'target_level': 400, 'twist_class_label': '25.6.a.b', 'twist_class_level': 25, 'twisting_char_label': '60.h', 'twisting_char_orbit': 8, 'weight': 6}
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id: 182929
{'conductor': 12, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 2, 'source_hecke_orbit': 19, 'source_is_minimal': False, 'source_label': '225.6.a.s', 'source_level': 225, 'target_char_orbit': 1, 'target_dim': 2, 'target_hecke_orbit': 23, 'target_is_minimal': False, 'target_label': '400.6.a.w', 'target_level': 400, 'twist_class_label': '25.6.a.b', 'twist_class_level': 25, 'twisting_char_label': '12.b', 'twisting_char_orbit': 2, 'weight': 6}
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id: 182930
{'conductor': 60, 'degree': 2, 'multiplicity': 2, 'order': 4, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 2, 'source_hecke_orbit': 19, 'source_is_minimal': False, 'source_label': '225.6.a.s', 'source_level': 225, 'target_char_orbit': 3, 'target_dim': 4, 'target_hecke_orbit': 14, 'target_is_minimal': False, 'target_label': '400.6.c.n', 'target_level': 400, 'twist_class_label': '25.6.a.b', 'twist_class_level': 25, 'twisting_char_label': '60.l', 'twisting_char_orbit': 12, 'weight': 6}
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mf_hecke_charpolys • Show schema
Hide schema
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id: 540700
{'charpoly_factorization': [[[-54, -5, 1], 1]], 'hecke_orbit_code': 81064793393332449, 'p': 2}
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id: 540701
{'charpoly_factorization': [[[0, 1], 2]], 'hecke_orbit_code': 81064793393332449, 'p': 3}
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id: 540702
{'charpoly_factorization': [[[0, 1], 2]], 'hecke_orbit_code': 81064793393332449, 'p': 5}
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id: 540703
{'charpoly_factorization': [[[9036, 200, 1], 1]], 'hecke_orbit_code': 81064793393332449, 'p': 7}
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id: 540704
{'charpoly_factorization': [[[-141021, -196, 1], 1]], 'hecke_orbit_code': 81064793393332449, 'p': 11}
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id: 540705
{'charpoly_factorization': [[[-29296, -360, 1], 1]], 'hecke_orbit_code': 81064793393332449, 'p': 13}
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id: 540706
{'charpoly_factorization': [[[-559359, -1490, 1], 1]], 'hecke_orbit_code': 81064793393332449, 'p': 17}
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id: 540707
{'charpoly_factorization': [[[2232875, 3180, 1], 1]], 'hecke_orbit_code': 81064793393332449, 'p': 19}
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id: 540708
{'charpoly_factorization': [[[599724, -1560, 1], 1]], 'hecke_orbit_code': 81064793393332449, 'p': 23}
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id: 540709
{'charpoly_factorization': [[[3456000, -3920, 1], 1]], 'hecke_orbit_code': 81064793393332449, 'p': 29}
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id: 540710
{'charpoly_factorization': [[[-72602196, 1096, 1], 1]], 'hecke_orbit_code': 81064793393332449, 'p': 31}
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id: 540711
{'charpoly_factorization': [[[-7864124, 2020, 1], 1]], 'hecke_orbit_code': 81064793393332449, 'p': 37}
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id: 540712
{'charpoly_factorization': [[[182931129, 27754, 1], 1]], 'hecke_orbit_code': 81064793393332449, 'p': 41}
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id: 540713
{'charpoly_factorization': [[[-270585136, -3000, 1], 1]], 'hecke_orbit_code': 81064793393332449, 'p': 43}
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id: 540714
{'charpoly_factorization': [[[22262256, -25760, 1], 1]], 'hecke_orbit_code': 81064793393332449, 'p': 47}
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id: 540715
{'charpoly_factorization': [[[147908484, 26980, 1], 1]], 'hecke_orbit_code': 81064793393332449, 'p': 53}
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id: 540716
{'charpoly_factorization': [[[-195696000, 11960, 1], 1]], 'hecke_orbit_code': 81064793393332449, 'p': 59}
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id: 540717
{'charpoly_factorization': [[[-92208796, 24396, 1], 1]], 'hecke_orbit_code': 81064793393332449, 'p': 61}
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id: 540718
{'charpoly_factorization': [[[249648291, -40060, 1], 1]], 'hecke_orbit_code': 81064793393332449, 'p': 67}
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id: 540719
{'charpoly_factorization': [[[1844897904, -87296, 1], 1]], 'hecke_orbit_code': 81064793393332449, 'p': 71}
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id: 540720
{'charpoly_factorization': [[[1160669249, -70290, 1], 1]], 'hecke_orbit_code': 81064793393332449, 'p': 73}
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id: 540721
{'charpoly_factorization': [[[-446416500, -65480, 1], 1]], 'hecke_orbit_code': 81064793393332449, 'p': 79}
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id: 540722
{'charpoly_factorization': [[[2098410219, -92580, 1], 1]], 'hecke_orbit_code': 81064793393332449, 'p': 83}
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id: 540723
{'charpoly_factorization': [[[-5241540375, -72810, 1], 1]], 'hecke_orbit_code': 81064793393332449, 'p': 89}
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id: 540724
{'charpoly_factorization': [[[-3238386044, -126140, 1], 1]], 'hecke_orbit_code': 81064793393332449, 'p': 97}
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mf_newform_portraits • Show schema
Hide schema
{'char_orbit_index': 1, 'hecke_orbit': 19, 'label': '225.6.a.s', 'level': 225, 'portrait': 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', 'weight': 6}
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mf_hecke_traces • Show schema
Hide schema
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id: 246018000
{'hecke_orbit_code': 81064793393332449, 'n': 1, 'trace_an': 2}
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id: 246018001
{'hecke_orbit_code': 81064793393332449, 'n': 2, 'trace_an': 5}
-
id: 246018002
{'hecke_orbit_code': 81064793393332449, 'n': 3, 'trace_an': 0}
-
id: 246018003
{'hecke_orbit_code': 81064793393332449, 'n': 4, 'trace_an': 69}
-
id: 246018004
{'hecke_orbit_code': 81064793393332449, 'n': 5, 'trace_an': 0}
-
id: 246018005
{'hecke_orbit_code': 81064793393332449, 'n': 6, 'trace_an': 0}
-
id: 246018006
{'hecke_orbit_code': 81064793393332449, 'n': 7, 'trace_an': -200}
-
id: 246018007
{'hecke_orbit_code': 81064793393332449, 'n': 8, 'trace_an': 615}
-
id: 246018008
{'hecke_orbit_code': 81064793393332449, 'n': 9, 'trace_an': 0}
-
id: 246018009
{'hecke_orbit_code': 81064793393332449, 'n': 10, 'trace_an': 0}
-
id: 246018010
{'hecke_orbit_code': 81064793393332449, 'n': 11, 'trace_an': 196}
-
id: 246018011
{'hecke_orbit_code': 81064793393332449, 'n': 12, 'trace_an': 0}
-
id: 246018012
{'hecke_orbit_code': 81064793393332449, 'n': 13, 'trace_an': 360}
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id: 246018013
{'hecke_orbit_code': 81064793393332449, 'n': 14, 'trace_an': -18}
-
id: 246018014
{'hecke_orbit_code': 81064793393332449, 'n': 15, 'trace_an': 0}
-
id: 246018015
{'hecke_orbit_code': 81064793393332449, 'n': 16, 'trace_an': 1137}
-
id: 246018016
{'hecke_orbit_code': 81064793393332449, 'n': 17, 'trace_an': 1490}
-
id: 246018017
{'hecke_orbit_code': 81064793393332449, 'n': 18, 'trace_an': 0}
-
id: 246018018
{'hecke_orbit_code': 81064793393332449, 'n': 19, 'trace_an': -3180}
-
id: 246018019
{'hecke_orbit_code': 81064793393332449, 'n': 20, 'trace_an': 0}
-
id: 246018020
{'hecke_orbit_code': 81064793393332449, 'n': 21, 'trace_an': 0}
-
id: 246018021
{'hecke_orbit_code': 81064793393332449, 'n': 22, 'trace_an': 6515}
-
id: 246018022
{'hecke_orbit_code': 81064793393332449, 'n': 23, 'trace_an': 1560}
-
id: 246018023
{'hecke_orbit_code': 81064793393332449, 'n': 24, 'trace_an': 0}
-
id: 246018024
{'hecke_orbit_code': 81064793393332449, 'n': 25, 'trace_an': 0}
-
id: 246018025
{'hecke_orbit_code': 81064793393332449, 'n': 26, 'trace_an': 4756}
-
id: 246018026
{'hecke_orbit_code': 81064793393332449, 'n': 27, 'trace_an': 0}
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