LMFDB - Embedded newform data

Formats: - HTML - YAML - JSON - 2024-04-23T11:19:57.672399

Column	Type
Nk2	integer
analytic_conductor	double precision
analytic_rank	smallint
analytic_rank_proved	boolean
artin_degree	integer
artin_field	numeric[]
artin_field_label	text
artin_image	text
atkin_lehner_eigenvals	integer[]
atkin_lehner_string	text
char_conductor	integer
char_degree	integer
char_is_minimal	boolean
char_is_real	boolean
char_orbit_index	smallint
char_orbit_label	text
char_order	integer
char_parity	smallint
char_values	jsonb
cm_discs	integer[]
conrey_index	integer
conrey_indexes	integer[]
dim	integer
embedded_related_objects	text[]
field_disc	numeric
field_disc_factorization	numeric[]
field_poly	numeric[]
field_poly_is_cyclotomic	boolean
field_poly_is_real_cyclotomic	boolean
field_poly_root_of_unity	integer
fricke_eigenval	smallint
has_non_self_twist	smallint
hecke_cutters	jsonb
hecke_orbit	integer
hecke_orbit_code	bigint
hecke_ring_generator_nbound	integer
hecke_ring_index	numeric
hecke_ring_index_factorization	numeric[]
hecke_ring_index_proved	boolean
inner_twist_count	integer
inner_twists	integer[]
is_cm	boolean
is_polredabs	boolean
is_rm	boolean
is_self_dual	boolean
is_self_twist	boolean
is_twist_minimal	boolean
label	text
level	integer
level_is_prime	boolean
level_is_prime_power	boolean
level_is_square	boolean
level_is_squarefree	boolean
level_primes	integer[]
level_radical	integer
minimal_twist	text
nf_label	text
prim_orbit_index	smallint
projective_field	numeric[]
projective_field_label	text
projective_image	text
projective_image_type	text
qexp_display	text
related_objects	text[]
relative_dim	integer
rm_discs	integer[]
sato_tate_group	text
self_twist_discs	integer[]
self_twist_type	smallint
space_label	text
trace_display	numeric[]
trace_hash	bigint
trace_moments	numeric[]
trace_zratio	numeric
traces	numeric[]
weight	smallint
weight_parity	smallint

mf_newforms • Show schema

{'Nk2': 1700, 'analytic_conductor': 8.755609214785844, 'analytic_rank': 0, 'analytic_rank_proved': True, 'char_conductor': 17, 'char_degree': 4, 'char_is_minimal': True, 'char_is_real': False, 'char_orbit_index': 4, 'char_orbit_label': 'd', 'char_order': 8, 'char_parity': 1, 'char_values': [17, 8, [3], [7]], 'cm_discs': [], 'conrey_index': 2, 'conrey_indexes': [2, 8, 9, 15], 'dim': 52, 'has_non_self_twist': 1, 'hecke_cutters': [], 'hecke_orbit': 1, 'hecke_orbit_code': 206326202385, 'inner_twist_count': 2, 'inner_twists': [[1, 1, 1, 1, 1, 1, 1], [1, 1, 17, 4, 1, 8, 0]], 'is_cm': False, 'is_rm': False, 'is_self_dual': False, 'is_self_twist': False, 'is_twist_minimal': True, 'label': '17.10.d.a', 'level': 17, 'level_is_prime': True, 'level_is_prime_power': True, 'level_is_square': False, 'level_is_squarefree': True, 'level_primes': [17], 'level_radical': 17, 'minimal_twist': '17.10.d.a', 'prim_orbit_index': 4, 'related_objects': [], 'relative_dim': 13, 'rm_discs': [], 'sato_tate_group': '9.2.3.c8', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '17.10.d', 'trace_display': [-4, -4, -1140, -4], 'traces': [52, -4, -4, 0, -1140, 12308, -4, 2044, -83224, -117636, -115768, -145528, 0, 463660, 288244, -3407880, -271932, 2193336, -406700, 493564, 0, 800964, -4172180, 15078440, 11946576, -14209012, -7973656, 13540804, 7833752, 0, 5936252, -26730116, -1635208, -53493988, 46992776, -12761764, 74606796, 0, 74096776, -69317672, -71362288, -308117664, -3765712, 163659820, 14167408, 72135428, 0, 164621412, -284548508, 226223888, -406733132, 103553016, -244724728, 971226260, 0, 470691652, -440646580, -308561768, -481734984, 379626176, 507966228, 358867236, 1070586456, 0, 366263684, -2244715148, -311910088, -1839196668, 533688136, 34867672, 186006812, 0, 487115192, -214149412, 533015920, 1104236912, -237869092, -2081523384, -136338052, -922534152, 0, 1951892384, 1843663888, -2630025952, -395061976, 1538547296, -369395636, -3388839640, 0, 874363684, 2087197720, 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10, 'weight_parity': 1}

Column	Type
an_normalized	double precision[]
angles	double precision[]
char_orbit_index	smallint
conrey_index	integer
dual_conrey_index	integer
dual_embedding_index	integer
dual_embedding_m	integer
embedding_index	integer
embedding_m	integer
embedding_root_imag	double precision
embedding_root_real	double precision
hecke_orbit	integer
hecke_orbit_code	bigint
label	text
level	integer
weight	smallint

mf_hecke_cc • Show schema

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-0.2156693849889817, -0.02148871094961013, 0.14732332284534594, 0.024525684261232434, 0.181595010716801, 0.08004960195158504, -0.19284440587659799, -0.3607545988017551, 0.03900090319390378, -0.49787495490597733, -0.4138345278559493, -0.3710925001606273, -0.43121791669232357, 0.2196183365885211, -0.1311387047383251, -0.13421761764123685, -0.4661716626544848, -0.14839526456476895, -0.3799826253292503, -0.2263292297279731, -0.25411789815292785, -0.019081765667959563, -0.023084924971474467, -0.35522037798536854, 0.00798739007054857, -0.22168615872688327, 0.13966584436643645], 'char_orbit_index': 4, 'conrey_index': 15, 'dual_conrey_index': 8, 'dual_embedding_index': 4, 'dual_embedding_m': 17, 'embedding_index': 4, 'embedding_m': 43, 'hecke_orbit': 1, 'hecke_orbit_code': 206326202385, 'label': '17.10.d.a.15.4', 'level': 17, 'weight': 10}

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

mf_newspaces • Show schema

{'Nk2': 1700, 'analytic_conductor': 8.755609214785844, 'char_conductor': 17, 'char_degree': 4, 'char_is_real': False, 'char_orbit_index': 4, 'char_orbit_label': 'd', 'char_order': 8, 'char_parity': 1, 'char_values': [17, 8, [3], [7]], 'conrey_index': 2, 'cusp_dim': 52, 'dim': 52, 'eis_dim': 8, 'eis_new_dim': 8, 'hecke_cutter_primes': [], 'hecke_orbit_code': 206326202385, 'hecke_orbit_dims': [52], 'label': '17.10.d', 'level': 17, 'level_is_prime': True, 'level_is_prime_power': True, 'level_is_square': False, 'level_is_squarefree': True, 'level_primes': [17], 'level_radical': 17, 'mf_dim': 60, 'mf_new_dim': 60, 'num_forms': 1, 'prim_orbit_index': 4, 'relative_dim': 13, 'sturm_bound': 15, 'trace_bound': 0, 'trace_display': [-4, -4, -1140, -4], 'traces': [52, -4, -4, 0, -1140, 12308, -4, 2044, -83224, -117636, -115768, -145528, 0, 463660, 288244, -3407880, -271932, 2193336, -406700, 493564, 0, 800964, -4172180, 15078440, 11946576, -14209012, -7973656, 13540804, 7833752, 0, 5936252, 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-99067025933516, -185995602211956, 213948289343424, 575478065275160, 0, 464496587897552, -30864512723676, 608387063473832, 349116543972948, -70970663821360, 155754588270568, 444170378396588, 0, -105817851705476, -313985286105360, 48383164300320, -162557440508740, -892611121611228, -131916963562764, -19733245375524, 108810852215448, 0, -257767754124084, 174636084478412, 40548944853960, -390610562597140, -58604825816704, -122174983897944, 165345619200212, 0, -495326502253348, 31489078141332, 138215956148000, 146966187553400, 152205803262340, -476438978654884, 212258904398624, 304423730070012, 0, 39679176500364], 'weight': 10, 'weight_parity': 1}

Column	Type
conductor	integer
degree	integer
order	integer
parity	smallint
source_conrey_index	integer
source_dim	integer
source_embedding_index	integer
source_hecke_orbit_code	bigint
source_is_minimal	boolean
source_label	text
source_level	integer
target_conrey_index	integer
target_dim	integer
target_embedding_index	integer
target_hecke_orbit_code	bigint
target_is_minimal	boolean
target_label	text
target_level	integer
twist_class_label	text
twist_class_level	integer
twisting_char_label	text
twisting_conrey_index	integer
weight	smallint

mf_twists_cc • Show schema

id: 2286501
{'conductor': 1, 'degree': 1, 'order': 1, 'parity': 1, 'source_conrey_index': 15, 'source_dim': 52, 'source_embedding_index': 4, 'source_hecke_orbit_code': 206326202385, 'source_is_minimal': True, 'source_label': '17.10.d.a.15.4', 'source_level': 17, 'target_conrey_index': 15, 'target_dim': 52, 'target_embedding_index': 4, 'target_hecke_orbit_code': 206326202385, 'target_is_minimal': True, 'target_label': '17.10.d.a.15.4', 'target_level': 17, 'twist_class_label': '17.10.d.a.8.4', 'twist_class_level': 17, 'twisting_char_label': '1.1', 'twisting_conrey_index': 1, 'weight': 10}
id: 2286502
{'conductor': 17, 'degree': 8, 'order': 16, 'parity': -1, 'source_conrey_index': 15, 'source_dim': 52, 'source_embedding_index': 4, 'source_hecke_orbit_code': 206326202385, 'source_is_minimal': True, 'source_label': '17.10.d.a.15.4', 'source_level': 17, 'target_conrey_index': 1, 'target_dim': 52, 'target_embedding_index': 37, 'target_hecke_orbit_code': 36028797186736417, 'target_is_minimal': False, 'target_label': '289.10.a.i.1.37', 'target_level': 289, 'twist_class_label': '17.10.d.a.8.4', 'twist_class_level': 17, 'twisting_char_label': '17.5', 'twisting_conrey_index': 5, 'weight': 10}
id: 2286503
{'conductor': 17, 'degree': 4, 'order': 8, 'parity': 1, 'source_conrey_index': 15, 'source_dim': 52, 'source_embedding_index': 4, 'source_hecke_orbit_code': 206326202385, 'source_is_minimal': True, 'source_label': '17.10.d.a.15.4', 'source_level': 17, 'target_conrey_index': 8, 'target_dim': 52, 'target_embedding_index': 4, 'target_hecke_orbit_code': 206326202385, 'target_is_minimal': True, 'target_label': '17.10.d.a.8.4', 'target_level': 17, 'twist_class_label': '17.10.d.a.8.4', 'twist_class_level': 17, 'twisting_char_label': '17.8', 'twisting_conrey_index': 8, 'weight': 10}
id: 2286504
{'conductor': 17, 'degree': 8, 'order': 16, 'parity': -1, 'source_conrey_index': 15, 'source_dim': 52, 'source_embedding_index': 4, 'source_hecke_orbit_code': 206326202385, 'source_is_minimal': True, 'source_label': '17.10.d.a.15.4', 'source_level': 17, 'target_conrey_index': 1, 'target_dim': 52, 'target_embedding_index': 38, 'target_hecke_orbit_code': 36028797186736417, 'target_is_minimal': False, 'target_label': '289.10.a.i.1.38', 'target_level': 289, 'twist_class_label': '17.10.d.a.8.4', 'twist_class_level': 17, 'twisting_char_label': '17.12', 'twisting_conrey_index': 12, 'weight': 10}

hecke_orbit_code 206326202385 does not appear in mf_hecke_charpolys

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

mf_newform_portraits • Show schema

{'char_orbit_index': 4, 'hecke_orbit': 1, 'label': '17.10.d.a', 'level': 17, 'portrait': 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', 'weight': 10}

Column	Type
hecke_orbit_code	bigint
n	integer
trace_an	numeric

mf_hecke_traces • Show schema

id: 27688000
{'hecke_orbit_code': 206326202385, 'n': 1, 'trace_an': 52}
id: 27688001
{'hecke_orbit_code': 206326202385, 'n': 2, 'trace_an': -4}
id: 27688002
{'hecke_orbit_code': 206326202385, 'n': 3, 'trace_an': -4}
id: 27688003
{'hecke_orbit_code': 206326202385, 'n': 4, 'trace_an': 0}
id: 27688004
{'hecke_orbit_code': 206326202385, 'n': 5, 'trace_an': -1140}
id: 27688005
{'hecke_orbit_code': 206326202385, 'n': 6, 'trace_an': 12308}
id: 27688006
{'hecke_orbit_code': 206326202385, 'n': 7, 'trace_an': -4}
id: 27688007
{'hecke_orbit_code': 206326202385, 'n': 8, 'trace_an': 2044}
id: 27688008
{'hecke_orbit_code': 206326202385, 'n': 9, 'trace_an': -83224}
id: 27688009
{'hecke_orbit_code': 206326202385, 'n': 10, 'trace_an': -117636}
id: 27688010
{'hecke_orbit_code': 206326202385, 'n': 11, 'trace_an': -115768}
id: 27688011
{'hecke_orbit_code': 206326202385, 'n': 12, 'trace_an': -145528}
id: 27688012
{'hecke_orbit_code': 206326202385, 'n': 13, 'trace_an': 0}
id: 27688013
{'hecke_orbit_code': 206326202385, 'n': 14, 'trace_an': 463660}
id: 27688014
{'hecke_orbit_code': 206326202385, 'n': 15, 'trace_an': 288244}
id: 27688015
{'hecke_orbit_code': 206326202385, 'n': 16, 'trace_an': -3407880}
id: 27688016
{'hecke_orbit_code': 206326202385, 'n': 17, 'trace_an': -271932}
id: 27688017
{'hecke_orbit_code': 206326202385, 'n': 18, 'trace_an': 2193336}
id: 27688018
{'hecke_orbit_code': 206326202385, 'n': 19, 'trace_an': -406700}
id: 27688019
{'hecke_orbit_code': 206326202385, 'n': 20, 'trace_an': 493564}
id: 27688020
{'hecke_orbit_code': 206326202385, 'n': 21, 'trace_an': 0}
id: 27688021
{'hecke_orbit_code': 206326202385, 'n': 22, 'trace_an': 800964}
id: 27688022
{'hecke_orbit_code': 206326202385, 'n': 23, 'trace_an': -4172180}
id: 27688023
{'hecke_orbit_code': 206326202385, 'n': 24, 'trace_an': 15078440}
id: 27688024
{'hecke_orbit_code': 206326202385, 'n': 25, 'trace_an': 11946576}
id: 27688025
{'hecke_orbit_code': 206326202385, 'n': 26, 'trace_an': -14209012}
id: 27688026
{'hecke_orbit_code': 206326202385, 'n': 27, 'trace_an': -7973656}
id: 27688027
{'hecke_orbit_code': 206326202385, 'n': 28, 'trace_an': 13540804}
id: 27688028
{'hecke_orbit_code': 206326202385, 'n': 29, 'trace_an': 7833752}
id: 27688029
{'hecke_orbit_code': 206326202385, 'n': 30, 'trace_an': 0}
id: 27688030
{'hecke_orbit_code': 206326202385, 'n': 31, 'trace_an': 5936252}
id: 27688031
{'hecke_orbit_code': 206326202385, 'n': 32, 'trace_an': -26730116}
id: 27688032
{'hecke_orbit_code': 206326202385, 'n': 33, 'trace_an': -1635208}
id: 27688033
{'hecke_orbit_code': 206326202385, 'n': 34, 'trace_an': -53493988}
id: 27688034
{'hecke_orbit_code': 206326202385, 'n': 35, 'trace_an': 46992776}
id: 27688035
{'hecke_orbit_code': 206326202385, 'n': 36, 'trace_an': -12761764}
id: 27688036
{'hecke_orbit_code': 206326202385, 'n': 37, 'trace_an': 74606796}
id: 27688037
{'hecke_orbit_code': 206326202385, 'n': 38, 'trace_an': 0}
id: 27688038
{'hecke_orbit_code': 206326202385, 'n': 39, 'trace_an': 74096776}
id: 27688039
{'hecke_orbit_code': 206326202385, 'n': 40, 'trace_an': -69317672}
id: 27688040
{'hecke_orbit_code': 206326202385, 'n': 41, 'trace_an': -71362288}
id: 27688041
{'hecke_orbit_code': 206326202385, 'n': 42, 'trace_an': -308117664}
id: 27688042
{'hecke_orbit_code': 206326202385, 'n': 43, 'trace_an': -3765712}
id: 27688043
{'hecke_orbit_code': 206326202385, 'n': 44, 'trace_an': 163659820}
id: 27688044
{'hecke_orbit_code': 206326202385, 'n': 45, 'trace_an': 14167408}
id: 27688045
{'hecke_orbit_code': 206326202385, 'n': 46, 'trace_an': 72135428}
id: 27688046
{'hecke_orbit_code': 206326202385, 'n': 47, 'trace_an': 0}
id: 27688047
{'hecke_orbit_code': 206326202385, 'n': 48, 'trace_an': 164621412}
id: 27688048
{'hecke_orbit_code': 206326202385, 'n': 49, 'trace_an': -284548508}
id: 27688049
{'hecke_orbit_code': 206326202385, 'n': 50, 'trace_an': 226223888}
id: 27688050
{'hecke_orbit_code': 206326202385, 'n': 51, 'trace_an': -406733132}
id: 27688051
{'hecke_orbit_code': 206326202385, 'n': 52, 'trace_an': 103553016}
id: 27688052
{'hecke_orbit_code': 206326202385, 'n': 53, 'trace_an': -244724728}
id: 27688053
{'hecke_orbit_code': 206326202385, 'n': 54, 'trace_an': 971226260}
id: 27688054
{'hecke_orbit_code': 206326202385, 'n': 55, 'trace_an': 0}
id: 27688055
{'hecke_orbit_code': 206326202385, 'n': 56, 'trace_an': 470691652}
id: 27688056
{'hecke_orbit_code': 206326202385, 'n': 57, 'trace_an': -440646580}
id: 27688057
{'hecke_orbit_code': 206326202385, 'n': 58, 'trace_an': -308561768}
id: 27688058
{'hecke_orbit_code': 206326202385, 'n': 59, 'trace_an': -481734984}
id: 27688059
{'hecke_orbit_code': 206326202385, 'n': 60, 'trace_an': 379626176}
id: 27688060
{'hecke_orbit_code': 206326202385, 'n': 61, 'trace_an': 507966228}
id: 27688061
{'hecke_orbit_code': 206326202385, 'n': 62, 'trace_an': 358867236}
id: 27688062
{'hecke_orbit_code': 206326202385, 'n': 63, 'trace_an': 1070586456}
id: 27688063
{'hecke_orbit_code': 206326202385, 'n': 64, 'trace_an': 0}
id: 27688064
{'hecke_orbit_code': 206326202385, 'n': 65, 'trace_an': 366263684}
id: 27688065
{'hecke_orbit_code': 206326202385, 'n': 66, 'trace_an': -2244715148}
id: 27688066
{'hecke_orbit_code': 206326202385, 'n': 67, 'trace_an': -311910088}
id: 27688067
{'hecke_orbit_code': 206326202385, 'n': 68, 'trace_an': -1839196668}
id: 27688068
{'hecke_orbit_code': 206326202385, 'n': 69, 'trace_an': 533688136}
id: 27688069
{'hecke_orbit_code': 206326202385, 'n': 70, 'trace_an': 34867672}
id: 27688070
{'hecke_orbit_code': 206326202385, 'n': 71, 'trace_an': 186006812}
id: 27688071
{'hecke_orbit_code': 206326202385, 'n': 72, 'trace_an': 0}
id: 27688072
{'hecke_orbit_code': 206326202385, 'n': 73, 'trace_an': 487115192}
id: 27688073
{'hecke_orbit_code': 206326202385, 'n': 74, 'trace_an': -214149412}
id: 27688074
{'hecke_orbit_code': 206326202385, 'n': 75, 'trace_an': 533015920}
id: 27688075
{'hecke_orbit_code': 206326202385, 'n': 76, 'trace_an': 1104236912}
id: 27688076
{'hecke_orbit_code': 206326202385, 'n': 77, 'trace_an': -237869092}
id: 27688077
{'hecke_orbit_code': 206326202385, 'n': 78, 'trace_an': -2081523384}
id: 27688078
{'hecke_orbit_code': 206326202385, 'n': 79, 'trace_an': -136338052}
id: 27688079
{'hecke_orbit_code': 206326202385, 'n': 80, 'trace_an': -922534152}
id: 27688080
{'hecke_orbit_code': 206326202385, 'n': 81, 'trace_an': 0}
id: 27688081
{'hecke_orbit_code': 206326202385, 'n': 82, 'trace_an': 1951892384}
id: 27688082
{'hecke_orbit_code': 206326202385, 'n': 83, 'trace_an': 1843663888}
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id: 27688902
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id: 27688903
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id: 27688904
{'hecke_orbit_code': 206326202385, 'n': 905, 'trace_an': 0}
id: 27688905
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id: 27688906
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id: 27688907
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id: 27688908
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id: 27688909
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id: 27688910
{'hecke_orbit_code': 206326202385, 'n': 911, 'trace_an': -93531843310244}
id: 27688911
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id: 27688912
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id: 27688913
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id: 27688914
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id: 27688915
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id: 27688916
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id: 27688917
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id: 27688918
{'hecke_orbit_code': 206326202385, 'n': 919, 'trace_an': 85121376880336}
id: 27688919
{'hecke_orbit_code': 206326202385, 'n': 920, 'trace_an': -138393963706744}
id: 27688920
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id: 27688921
{'hecke_orbit_code': 206326202385, 'n': 922, 'trace_an': 0}
id: 27688922
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id: 27688923
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id: 27688924
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id: 27688925
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id: 27688926
{'hecke_orbit_code': 206326202385, 'n': 927, 'trace_an': 39946717204672}
id: 27688927
{'hecke_orbit_code': 206326202385, 'n': 928, 'trace_an': -194990876599136}
id: 27688928
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id: 27688929
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id: 27688930
{'hecke_orbit_code': 206326202385, 'n': 931, 'trace_an': 0}
id: 27688931
{'hecke_orbit_code': 206326202385, 'n': 932, 'trace_an': 29903564171844}
id: 27688932
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id: 27688933
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id: 27688934
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id: 27688935
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id: 27688936
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id: 27688937
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id: 27688938
{'hecke_orbit_code': 206326202385, 'n': 939, 'trace_an': 0}
id: 27688939
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id: 27688940
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id: 27688941
{'hecke_orbit_code': 206326202385, 'n': 942, 'trace_an': 112714824997192}
id: 27688942
{'hecke_orbit_code': 206326202385, 'n': 943, 'trace_an': -73487652546716}
id: 27688943
{'hecke_orbit_code': 206326202385, 'n': 944, 'trace_an': -180899857517148}
id: 27688944
{'hecke_orbit_code': 206326202385, 'n': 945, 'trace_an': -58650843268008}
id: 27688945
{'hecke_orbit_code': 206326202385, 'n': 946, 'trace_an': -45421867454668}
id: 27688946
{'hecke_orbit_code': 206326202385, 'n': 947, 'trace_an': -119109732626344}
id: 27688947
{'hecke_orbit_code': 206326202385, 'n': 948, 'trace_an': 0}
id: 27688948
{'hecke_orbit_code': 206326202385, 'n': 949, 'trace_an': -175313765039452}
id: 27688949
{'hecke_orbit_code': 206326202385, 'n': 950, 'trace_an': 91963863035504}
id: 27688950
{'hecke_orbit_code': 206326202385, 'n': 951, 'trace_an': 46220383529464}
id: 27688951
{'hecke_orbit_code': 206326202385, 'n': 952, 'trace_an': 102931989866412}
id: 27688952
{'hecke_orbit_code': 206326202385, 'n': 953, 'trace_an': -11825265790312}
id: 27688953
{'hecke_orbit_code': 206326202385, 'n': 954, 'trace_an': -218444642178124}
id: 27688954
{'hecke_orbit_code': 206326202385, 'n': 955, 'trace_an': 23731214254832}
id: 27688955
{'hecke_orbit_code': 206326202385, 'n': 956, 'trace_an': 0}
id: 27688956
{'hecke_orbit_code': 206326202385, 'n': 957, 'trace_an': -294694784425308}
id: 27688957
{'hecke_orbit_code': 206326202385, 'n': 958, 'trace_an': -402147233868580}
id: 27688958
{'hecke_orbit_code': 206326202385, 'n': 959, 'trace_an': -271707797159072}
id: 27688959
{'hecke_orbit_code': 206326202385, 'n': 960, 'trace_an': -318135868095648}
id: 27688960
{'hecke_orbit_code': 206326202385, 'n': 961, 'trace_an': -99067025933516}
id: 27688961
{'hecke_orbit_code': 206326202385, 'n': 962, 'trace_an': -185995602211956}
id: 27688962
{'hecke_orbit_code': 206326202385, 'n': 963, 'trace_an': 213948289343424}
id: 27688963
{'hecke_orbit_code': 206326202385, 'n': 964, 'trace_an': 575478065275160}
id: 27688964
{'hecke_orbit_code': 206326202385, 'n': 965, 'trace_an': 0}
id: 27688965
{'hecke_orbit_code': 206326202385, 'n': 966, 'trace_an': 464496587897552}
id: 27688966
{'hecke_orbit_code': 206326202385, 'n': 967, 'trace_an': -30864512723676}
id: 27688967
{'hecke_orbit_code': 206326202385, 'n': 968, 'trace_an': 608387063473832}
id: 27688968
{'hecke_orbit_code': 206326202385, 'n': 969, 'trace_an': 349116543972948}
id: 27688969
{'hecke_orbit_code': 206326202385, 'n': 970, 'trace_an': -70970663821360}
id: 27688970
{'hecke_orbit_code': 206326202385, 'n': 971, 'trace_an': 155754588270568}
id: 27688971
{'hecke_orbit_code': 206326202385, 'n': 972, 'trace_an': 444170378396588}
id: 27688972
{'hecke_orbit_code': 206326202385, 'n': 973, 'trace_an': 0}
id: 27688973
{'hecke_orbit_code': 206326202385, 'n': 974, 'trace_an': -105817851705476}
id: 27688974
{'hecke_orbit_code': 206326202385, 'n': 975, 'trace_an': -313985286105360}
id: 27688975
{'hecke_orbit_code': 206326202385, 'n': 976, 'trace_an': 48383164300320}
id: 27688976
{'hecke_orbit_code': 206326202385, 'n': 977, 'trace_an': -162557440508740}
id: 27688977
{'hecke_orbit_code': 206326202385, 'n': 978, 'trace_an': -892611121611228}
id: 27688978
{'hecke_orbit_code': 206326202385, 'n': 979, 'trace_an': -131916963562764}
id: 27688979
{'hecke_orbit_code': 206326202385, 'n': 980, 'trace_an': -19733245375524}
id: 27688980
{'hecke_orbit_code': 206326202385, 'n': 981, 'trace_an': 108810852215448}
id: 27688981
{'hecke_orbit_code': 206326202385, 'n': 982, 'trace_an': 0}
id: 27688982
{'hecke_orbit_code': 206326202385, 'n': 983, 'trace_an': -257767754124084}
id: 27688983
{'hecke_orbit_code': 206326202385, 'n': 984, 'trace_an': 174636084478412}
id: 27688984
{'hecke_orbit_code': 206326202385, 'n': 985, 'trace_an': 40548944853960}
id: 27688985
{'hecke_orbit_code': 206326202385, 'n': 986, 'trace_an': -390610562597140}
id: 27688986
{'hecke_orbit_code': 206326202385, 'n': 987, 'trace_an': -58604825816704}
id: 27688987
{'hecke_orbit_code': 206326202385, 'n': 988, 'trace_an': -122174983897944}
id: 27688988
{'hecke_orbit_code': 206326202385, 'n': 989, 'trace_an': 165345619200212}
id: 27688989
{'hecke_orbit_code': 206326202385, 'n': 990, 'trace_an': 0}
id: 27688990
{'hecke_orbit_code': 206326202385, 'n': 991, 'trace_an': -495326502253348}
id: 27688991
{'hecke_orbit_code': 206326202385, 'n': 992, 'trace_an': 31489078141332}
id: 27688992
{'hecke_orbit_code': 206326202385, 'n': 993, 'trace_an': 138215956148000}
id: 27688993
{'hecke_orbit_code': 206326202385, 'n': 994, 'trace_an': 146966187553400}
id: 27688994
{'hecke_orbit_code': 206326202385, 'n': 995, 'trace_an': 152205803262340}
id: 27688995
{'hecke_orbit_code': 206326202385, 'n': 996, 'trace_an': -476438978654884}
id: 27688996
{'hecke_orbit_code': 206326202385, 'n': 997, 'trace_an': 212258904398624}
id: 27688997
{'hecke_orbit_code': 206326202385, 'n': 998, 'trace_an': 304423730070012}
id: 27688998
{'hecke_orbit_code': 206326202385, 'n': 999, 'trace_an': 0}
id: 27688999
{'hecke_orbit_code': 206326202385, 'n': 1000, 'trace_an': 39679176500364}

Overview	Random
Universe	Knowledge

Classical	Maass
Hilbert	Bianchi

Elliptic curves over $\Q$
Elliptic curves over $\Q(\alpha)$
Genus 2 curves over $\Q$
Higher genus families
Abelian varieties over $\F_{q}$

Introduction

L-functions

Modular forms

Varieties

Fields

Representations

Groups

Database

This project is supported by grants from the US National Science Foundation, the UK Engineering and Physical Sciences Research Council, and the Simons Foundation.