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{'Nk2': 19600, 'analytic_conductor': 72.27733975703225, 'analytic_rank': 0, 'analytic_rank_proved': True, 'atkin_lehner_eigenvals': [[5, 1], [7, 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': [1225, 1, [1177, 101], [1, 1]], 'cm_discs': [], 'conrey_index': 1, 'conrey_indexes': [1], 'dim': 6, 'field_disc': 1163891200, 'field_disc_factorization': [[2, 9], [5, 2], [79, 1], [1151, 1]], 'field_poly': [28, 152, 154, 12, -23, -2, 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, [-28, 24, 134, 28, -29, -2, 1]], [3, [-1486, 4644, -355, -564, 12, 16, 1]], [19, [1617325344, -386280192, 34989568, -1514512, 32250, -308, 1]]], 'hecke_orbit': 35, 'hecke_orbit_code': 153122387397706953, 'hecke_ring_generator_nbound': 3, 'hecke_ring_index': 14, 'hecke_ring_index_factorization': [[2, 1], [7, 1]], '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': '1225.4.a.bi', 'level': 1225, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': True, 'level_is_squarefree': False, 'level_primes': [5, 7], 'level_radical': 35, 'minimal_twist': '245.4.a.o', 'nf_label': '6.6.1163891200.1', 'prim_orbit_index': 1, 'qexp_display': 'q+\\beta _{1}q^{2}+(-3+\\beta _{5})q^{3}+(2+3\\beta _{1}+\\cdots)q^{4}+\\cdots', 'related_objects': [], 'relative_dim': 6, 'rm_discs': [], 'sato_tate_group': '3.2.3.c1', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '1225.4.a', 'trace_display': [2, -16, 0, 0], 'trace_hash': 1562050366154350721, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.140', 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mf_hecke_nf • Show schema
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-22247, -19581, 9007, 4593, 5846], [-73292, 11022, -10910, 3226, 13098, -2406], [20052, 34554, 5038, -4020, 1881, -18183], [-108919, 6314, 15574, 9124, 6389, 5820], [45337, -22281, 2583, 10133, 13491, -18700], [-1614, 25992, 10556, -16368, -27532, 10460], [-25794, 20702, -12646, -11566, -8942, -10000], [35706, -27262, -11018, -10792, 9119, 6783], [124715, -10708, -4266, 11128, -11534, -15763], [-35525, -2940, -14114, 4966, -1295, -3818], [74502, -7589, -1259, 17835, -1348, -10042], [-22872, 20290, -466, 12586, -20972, 10944], [72074, 8391, 11121, 23701, -6699, -6545], [23832, 13128, 1224, -424, -3410, -5642]], 'char_orbit_index': 1, 'field_poly': [28, 152, 154, 12, -23, -2, 1], 'hecke_orbit_code': 153122387397706953, 'hecke_ring_cyclotomic_generator': 0, 'hecke_ring_denominators': [1, 26, 26, 26, 26, 26], 'hecke_ring_inverse_denominators': [1, 7, 7, 7, 7, 7], 'hecke_ring_inverse_numerators': [[1, 0, 0, 0, 0, 0], [0, 6, 1, 1, -1, 1], [56, 13, 8, 1, -1, 1], [98, 83, 15, 15, -8, 15], [784, 265, 127, 43, -29, 36], [2254, 1315, 323, 267, -106, 267]], 'hecke_ring_numerators': [[1, 0, 0, 0, 0, 0], [-64, -86, 8, 23, 0, -1], [-144, 60, 18, -23, 0, 1], [-164, -638, -298, 89, 26, -5], [-428, -476, 8, 49, 0, -1], [264, 800, 240, -155, -26, 9]], 'hecke_ring_power_basis': False, 'hecke_ring_rank': 6, 'label': '1225.4.a.bi', 'level': 1225, 'maxp': 2999, 'weight': 4}
-
mf_newspaces • Show schema
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{'AL_dims': [[[[5, -1], [7, -1]], 51, 11], [[[5, -1], [7, 1]], 46, 6], [[[5, 1], [7, -1]], 45, 20], [[[5, 1], [7, 1]], 45, 9]], 'ALdims': [45, 45, 46, 51], 'Nk2': 19600, 'analytic_conductor': 72.27733975703225, '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': [1225, 1, [1177, 101], [1, 1]], 'conrey_index': 1, 'cusp_dim': 396, 'dim': 187, 'eis_dim': 48, 'eis_new_dim': 15, 'hecke_cutter_primes': [2, 3, 19], 'hecke_orbit_code': 67110089, 'hecke_orbit_dims': [1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 3, 4, 4, 4, 4, 4, 5, 5, 5, 5, 6, 6, 8, 8, 8, 8, 8, 10, 10, 12, 12, 12], 'label': '1225.4.a', 'level': 1225, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': True, 'level_is_squarefree': False, 'level_primes': [5, 7], 'level_radical': 35, 'mf_dim': 444, 'mf_new_dim': 202, 'num_forms': 46, 'plus_dim': 96, 'prim_orbit_index': 1, 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mf_twists_nf • Show schema
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id: 681007
{'conductor': 35, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 6, 'source_hecke_orbit': 35, 'source_is_minimal': False, 'source_label': '1225.4.a.bi', 'source_level': 1225, 'target_char_orbit': 1, 'target_dim': 6, 'target_hecke_orbit': 15, 'target_is_minimal': True, 'target_label': '245.4.a.o', 'target_level': 245, 'twist_class_label': '245.4.a.o', 'twist_class_level': 245, 'twisting_char_label': '35.c', 'twisting_char_orbit': 3, 'weight': 4}
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id: 681008
{'conductor': 5, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 6, 'source_hecke_orbit': 35, 'source_is_minimal': False, 'source_label': '1225.4.a.bi', 'source_level': 1225, 'target_char_orbit': 1, 'target_dim': 6, 'target_hecke_orbit': 16, 'target_is_minimal': True, 'target_label': '245.4.a.p', 'target_level': 245, 'twist_class_label': '245.4.a.o', 'twist_class_level': 245, 'twisting_char_label': '5.b', 'twisting_char_orbit': 2, 'weight': 4}
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id: 681009
{'conductor': 35, 'degree': 2, 'multiplicity': 2, 'order': 6, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 6, 'source_hecke_orbit': 35, 'source_is_minimal': False, 'source_label': '1225.4.a.bi', 'source_level': 1225, 'target_char_orbit': 5, 'target_dim': 12, 'target_hecke_orbit': 16, 'target_is_minimal': False, 'target_label': '245.4.e.p', 'target_level': 245, 'twist_class_label': '245.4.a.o', 'twist_class_level': 245, 'twisting_char_label': '35.j', 'twisting_char_orbit': 10, 'weight': 4}
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id: 681010
{'conductor': 35, 'degree': 2, 'multiplicity': 2, 'order': 6, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 6, 'source_hecke_orbit': 35, 'source_is_minimal': False, 'source_label': '1225.4.a.bi', 'source_level': 1225, 'target_char_orbit': 5, 'target_dim': 12, 'target_hecke_orbit': 17, 'target_is_minimal': False, 'target_label': '245.4.e.q', 'target_level': 245, 'twist_class_label': '245.4.a.o', 'twist_class_level': 245, 'twisting_char_label': '35.i', 'twisting_char_orbit': 9, 'weight': 4}
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id: 681011
{'conductor': 1, 'degree': 1, 'multiplicity': 1, 'order': 1, 'parity': 1, 'self_twist_disc': 1, 'source_char_orbit': 1, 'source_dim': 6, 'source_hecke_orbit': 35, 'source_is_minimal': False, 'source_label': '1225.4.a.bi', 'source_level': 1225, 'target_char_orbit': 1, 'target_dim': 6, 'target_hecke_orbit': 35, 'target_is_minimal': False, 'target_label': '1225.4.a.bi', 'target_level': 1225, 'twist_class_label': '245.4.a.o', 'twist_class_level': 245, 'twisting_char_label': '1.a', 'twisting_char_orbit': 1, 'weight': 4}
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id: 681012
{'conductor': 7, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 6, 'source_hecke_orbit': 35, 'source_is_minimal': False, 'source_label': '1225.4.a.bi', 'source_level': 1225, 'target_char_orbit': 1, 'target_dim': 6, 'target_hecke_orbit': 36, 'target_is_minimal': False, 'target_label': '1225.4.a.bj', 'target_level': 1225, 'twist_class_label': '245.4.a.o', 'twist_class_level': 245, 'twisting_char_label': '7.b', 'twisting_char_orbit': 2, 'weight': 4}
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id: 681013
{'conductor': 105, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 6, 'source_hecke_orbit': 35, 'source_is_minimal': False, 'source_label': '1225.4.a.bi', 'source_level': 1225, 'target_char_orbit': 1, 'target_dim': 6, 'target_hecke_orbit': 52, 'target_is_minimal': False, 'target_label': '2205.4.a.bz', 'target_level': 2205, 'twist_class_label': '245.4.a.o', 'twist_class_level': 245, 'twisting_char_label': '105.g', 'twisting_char_orbit': 7, 'weight': 4}
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id: 681014
{'conductor': 15, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 6, 'source_hecke_orbit': 35, 'source_is_minimal': False, 'source_label': '1225.4.a.bi', 'source_level': 1225, 'target_char_orbit': 1, 'target_dim': 6, 'target_hecke_orbit': 53, 'target_is_minimal': False, 'target_label': '2205.4.a.ca', 'target_level': 2205, 'twist_class_label': '245.4.a.o', 'twist_class_level': 245, 'twisting_char_label': '15.d', 'twisting_char_orbit': 4, 'weight': 4}
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mf_hecke_charpolys • Show schema
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id: 1786450
{'charpoly_factorization': [[[-28, 24, 134, 28, -29, -2, 1], 1]], 'hecke_orbit_code': 153122387397706953, 'p': 2}
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id: 1786451
{'charpoly_factorization': [[[-1486, 4644, -355, -564, 12, 16, 1], 1]], 'hecke_orbit_code': 153122387397706953, 'p': 3}
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id: 1786452
{'charpoly_factorization': [[[0, 1], 6]], 'hecke_orbit_code': 153122387397706953, 'p': 5}
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id: 1786453
{'charpoly_factorization': [[[0, 1], 6]], 'hecke_orbit_code': 153122387397706953, 'p': 7}
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id: 1786454
{'charpoly_factorization': [[[-9225436100, 145959100, 14188145, -121780, -7174, 16, 1], 1]], 'hecke_orbit_code': 153122387397706953, 'p': 11}
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id: 1786455
{'charpoly_factorization': [[[12513937372, 142488452, -18677143, -335452, 5774, 168, 1], 1]], 'hecke_orbit_code': 153122387397706953, 'p': 13}
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id: 1786456
{'charpoly_factorization': [[[-3807091762, -1617286496, 56343501, 258596, -15392, -4, 1], 1]], 'hecke_orbit_code': 153122387397706953, 'p': 17}
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id: 1786457
{'charpoly_factorization': [[[1617325344, -386280192, 34989568, -1514512, 32250, -308, 1], 1]], 'hecke_orbit_code': 153122387397706953, 'p': 19}
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id: 1786458
{'charpoly_factorization': [[[298897696, -2857186592, -117873628, 1255504, 25628, -336, 1], 1]], 'hecke_orbit_code': 153122387397706953, 'p': 23}
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id: 1786459
{'charpoly_factorization': [[[-544215793700, -83516880700, 602869465, 8915940, -53678, -176, 1], 1]], 'hecke_orbit_code': 153122387397706953, 'p': 29}
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id: 1786460
{'charpoly_factorization': [[[16539893268192, -102917394048, -2570626588, 26102448, -25716, -392, 1], 1]], 'hecke_orbit_code': 153122387397706953, 'p': 31}
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id: 1786461
{'charpoly_factorization': [[[271258136464, 23023990640, -1526653324, 22613152, -89976, -140, 1], 1]], 'hecke_orbit_code': 153122387397706953, 'p': 37}
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id: 1786462
{'charpoly_factorization': [[[144691772208184, -939906866944, -7701125412, 59901536, 8450, -656, 1], 1]], 'hecke_orbit_code': 153122387397706953, 'p': 41}
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id: 1786463
{'charpoly_factorization': [[[440374360000, 18771448000, -3870581200, 37693280, -55884, -388, 1], 1]], 'hecke_orbit_code': 153122387397706953, 'p': 43}
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id: 1786464
{'charpoly_factorization': [[[251564448569400, 1800726198000, -8752733015, -79566260, -33486, 628, 1], 1]], 'hecke_orbit_code': 153122387397706953, 'p': 47}
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id: 1786465
{'charpoly_factorization': [[[590408333736048, -5945405657808, -2044347436, 135434416, -136456, -676, 1], 1]], 'hecke_orbit_code': 153122387397706953, 'p': 53}
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id: 1786466
{'charpoly_factorization': [[[1428693236194504, -15602412569744, -18969298900, 336696624, -195738, -996, 1], 1]], 'hecke_orbit_code': 153122387397706953, 'p': 59}
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id: 1786467
{'charpoly_factorization': [[[-842000334839552, 2861494227200, 78272992512, 177937920, -391404, -740, 1], 1]], 'hecke_orbit_code': 153122387397706953, 'p': 61}
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id: 1786468
{'charpoly_factorization': [[[885207397312, 414007830432, 15282759844, 196825056, 995324, 1768, 1], 1]], 'hecke_orbit_code': 153122387397706953, 'p': 67}
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id: 1786469
{'charpoly_factorization': [[[12825914492789888, 185488962938496, 462275136464, -434606368, -1411664, 224, 1], 1]], 'hecke_orbit_code': 153122387397706953, 'p': 71}
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id: 1786470
{'charpoly_factorization': [[[-85930733799153792, -663510070049280, -1583394182048, -853424960, 1793326, 2640, 1], 1]], 'hecke_orbit_code': 153122387397706953, 'p': 73}
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id: 1786471
{'charpoly_factorization': [[[-12396852505061368, 137930883341320, -537452474759, 733697332, 348774, -1636, 1], 1]], 'hecke_orbit_code': 153122387397706953, 'p': 79}
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id: 1786472
{'charpoly_factorization': [[[22933181485670400, 378981658583040, 731658671104, -866569280, -2167726, 140, 1], 1]], 'hecke_orbit_code': 153122387397706953, 'p': 83}
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id: 1786473
{'charpoly_factorization': [[[45203758262142976, 300049405065216, -152215153600, -1781898784, -405122, 1904, 1], 1]], 'hecke_orbit_code': 153122387397706953, 'p': 89}
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id: 1786474
{'charpoly_factorization': [[[-510868966648482, -29262257474736, -351538551619, -1429318964, -1523712, 516, 1], 1]], 'hecke_orbit_code': 153122387397706953, 'p': 97}
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mf_newform_portraits • Show schema
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{'char_orbit_index': 1, 'hecke_orbit': 35, 'label': '1225.4.a.bi', 'level': 1225, 'portrait': 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', 'weight': 4}
-
mf_hecke_traces • Show schema
Hide schema
-
id: 270029000
{'hecke_orbit_code': 153122387397706953, 'n': 1, 'trace_an': 6}
-
id: 270029001
{'hecke_orbit_code': 153122387397706953, 'n': 2, 'trace_an': 2}
-
id: 270029002
{'hecke_orbit_code': 153122387397706953, 'n': 3, 'trace_an': -16}
-
id: 270029003
{'hecke_orbit_code': 153122387397706953, 'n': 4, 'trace_an': 14}
-
id: 270029004
{'hecke_orbit_code': 153122387397706953, 'n': 5, 'trace_an': 0}
-
id: 270029005
{'hecke_orbit_code': 153122387397706953, 'n': 6, 'trace_an': 24}
-
id: 270029006
{'hecke_orbit_code': 153122387397706953, 'n': 7, 'trace_an': 0}
-
id: 270029007
{'hecke_orbit_code': 153122387397706953, 'n': 8, 'trace_an': 66}
-
id: 270029008
{'hecke_orbit_code': 153122387397706953, 'n': 9, 'trace_an': 70}
-
id: 270029009
{'hecke_orbit_code': 153122387397706953, 'n': 10, 'trace_an': 0}
-
id: 270029010
{'hecke_orbit_code': 153122387397706953, 'n': 11, 'trace_an': -16}
-
id: 270029011
{'hecke_orbit_code': 153122387397706953, 'n': 12, 'trace_an': -160}
-
id: 270029012
{'hecke_orbit_code': 153122387397706953, 'n': 13, 'trace_an': -168}
-
id: 270029013
{'hecke_orbit_code': 153122387397706953, 'n': 14, 'trace_an': 0}
-
id: 270029014
{'hecke_orbit_code': 153122387397706953, 'n': 15, 'trace_an': 0}
-
id: 270029015
{'hecke_orbit_code': 153122387397706953, 'n': 16, 'trace_an': 298}
-
id: 270029016
{'hecke_orbit_code': 153122387397706953, 'n': 17, 'trace_an': 4}
-
id: 270029017
{'hecke_orbit_code': 153122387397706953, 'n': 18, 'trace_an': -354}
-
id: 270029018
{'hecke_orbit_code': 153122387397706953, 'n': 19, 'trace_an': 308}
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