LMFDB - Newform data

Formats: - HTML - YAML - JSON - 2026-08-13T19:40:06.310219

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

mf_newforms • Show schema

{'Nk2': 3840, 'analytic_conductor': 18.743101529047305, 'analytic_rank': 1, 'analytic_rank_proved': True, 'atkin_lehner_eigenvals': [[2, -1], [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': [60, 1, [31, 41, 37], [1, 1, 1]], 'cm_discs': [], 'conrey_index': 1, 'dim': 1, 'field_disc': 1, 'field_disc_factorization': [], 'field_poly': [0, 1], 'field_poly_is_cyclotomic': False, 'field_poly_is_real_cyclotomic': False, 'field_poly_root_of_unity': 0, 'fricke_eigenval': -1, 'has_non_self_twist': 0, 'hecke_cutters': [[7, [-1028, 1]]], 'hecke_orbit': 1, 'hecke_orbit_code': 134217788, 'hecke_ring_generator_nbound': 1, 'hecke_ring_index': 1, 'hecke_ring_index_factorization': [], 'hecke_ring_index_proved': True, 'inner_twist_count': 1, 'inner_twists': [[1, 1, 1, 1, 1, 1, 1]], 'is_cm': False, 'is_largest': True, 'is_maximal': True, 'is_polredabs': True, 'is_rm': False, 'is_self_dual': True, 'is_self_twist': False, 'is_twist_minimal': True, 'label': '60.8.a.a', 'level': 60, 'level_is_powerful': False, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_prime_square': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [2, 3, 5], 'level_radical': 30, 'minimal_twist': '60.8.a.a', 'nf_label': '1.1.1.1', 'prim_orbit_index': 1, 'qexp_display': 'q-3^{3}q^{3}-5^{3}q^{5}+1028q^{7}+3^{6}q^{9}+\\cdots', 'related_objects': [], 'relative_dim': 1, 'rm_discs': [], 'sato_tate_group': '7.2.3.c1', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '60.8.a', 'trace_display': [0, -27, -125, 1028], 'trace_hash': 1073527520454713977, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.010', 'prec': 7}, {'__RealLiteral__': 0, 'data': '0.995', 'prec': 10}, 0, {'__RealLiteral__': 0, 'data': '1.957', 'prec': 14}, 0, {'__RealLiteral__': 0, 'data': '4.863', 'prec': 14}], 'trace_zratio': 0, 'traces': [1, 0, -27, 0, -125, 0, 1028, 0, 729, 0, 3096, 0, -13030, 0, 3375, 0, 1878, 0, -31180, 0, -27756, 0, -33288, 0, 15625, 0, -19683, 0, -213054, 0, -172696, 0, -83592, 0, -128500, 0, 27434, 0, 351810, 0, 532650, 0, -911908, 0, -91125, 0, -732648, 0, 233241, 0, -50706, 0, 409074, 0, -387000, 0, 841860, 0, 1508136, 0, -302578, 0, 749412, 0, 1628750, 0, 1254332, 0, 898776, 0, 4781280, 0, -502414, 0, -421875, 0, 3182688, 0, -1991368, 0, 531441, 0, -8099268, 0, -234750, 0, 5752458, 0, 7487970, 0, -13394840, 0, 4662792, 0, 3897500, 0, -17172574, 0, 2256984, 0, -9744342, 0, -16985452, 0, 3469500, 0, -12038556, 0, 11825102, 0, -740718, 0, 17386206, 0, 4161000, 0, -9498870, 0, 1930584, 0, -9901955, 0, -14381550, 0, -1953125, 0, -14389972, 0, 24621516, 0, -18058968, 0, -32053040, 0, 2460375, 0, 45130374, 0, 13477604, 0, 19781496, 0, -40340880, 0, 26631750, 0, -6297507, 0, 73174002, 0, -3515560, 0, 1369062, 0, 21587000, 0, 48402266, 0, -11044998, 0, -34220064, 0, 7465580, 0, 10449000, 0, 11290824, 0, 107032383, 0, -22730220, 0, -98920902, 0, 16062500, 0, -40719672, 0, 77014416, 0, 106545590, 0, 8169606, 0, -3429250, 0, 5814288, 0, -20234124, 0, -29853096, 0, -79635862, 0, -43976250, 0, -88220718, 0, 113662952, 0, -33866964, 0, -219019512, 0, -66581250, 0, -24266952, 0, -96533280, 0, -75445540, 0, -129094560, 0, 113988500, 0, -177531488, 0, 13565178, 0, -24470340, 0, 169317980, 0, 11390625, 0, 13250580, 0, 144713534, 0, -85932576, 0, 213204750, 0, 91581000, 0, 53766936, 0, -336644328, 0, -240329182, 0, -14348907, 0, -29155125, 0, 406275400, 0, 218680236, 0, 87523488, 0, -103059648, 0, 6338250, 0, 105874494, 0, 28202152, 0, -155316366, 0, 28154232, 0, -51134250, 0, -202175190, 0, -380407806, 0, 613367984, 0, 361660680, 0, 48375000, 0, -286406614, 0, -125895384, 0, 438704706, 0, 485746916, 0, -105232500, 0, 547564200, 0, -406811789, 0, 463659498, 0, 376441266, 0, -188517000, 0, -60938568, 0, 433742640, 0, -937441424, 0, 263097234, 0, 37822250, 0, 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0, -520125000, 0, 234583106, 0, 2150168274, 0, -8326047504, 0, 1266493104, 0, 1187358750, 0, 6816900228, 0, 5384661280, 0, 2381959386, 0, 7447609422, 0, -241323000, 0, -3068899704, 0, -4833391176, 0, 3346450298, 0, 914408028, 0, 1237744375, 0, -8463265996, 0, 5913526824, 0, 9546403440, 0, -6103814614, 0, 1797693750, 0, 1775213502, 0, -8842197004, 0, 655207704, 0, 7697633160, 0, 244140625, 0, 2606398560, 0, 51521052, 0, -5569940368, 0, 2037029580, 0, 1798746500, 0, -3039130230, 0, 3485553120, 0, -11710261566, 0, -6053687572, 0, -3077689500, 0, 11677492704, 0, 4669189056, 0, 4793350176, 0, -8812482918, 0, 2257371000, 0, -366259806, 0, 1839405672, 0, -5814265162, 0, 660699180, 0, 4006630000, 0, 7092141552, 0, -4571585460, 0, -936781488, 0, 8531290970, 0, -307546875, 0, -10339924302, 0, -17653406072, 0, -357765660, 0, -7041123372, 0, -5641296750, 0, -3907265418, 0, -5330234220, 0, 4872290228, 0, 2320179552, 0, -1684700500, 0, 1000316700, 0, -5756528250, 0, 14454695586, 0, -855392120, 0, 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0, 17809609968, 0, 46394024472, 0, 2311294305, 0, -8776107324, 0, 9954482750, 0, 8098202660, 0, 1581013080, 0, 35185046928, 0, 13854976912, 0, 5497031250, 0, -35851786074, 0, 23182755120, 0, 8620499358, 0, -18681400224, 0, 11027589750, 0, 20335377888, 0, 30355593504, 0, -6864955312, 0, -30291047604, 0, -14207869000, 0, 4820856002, 0, -539983422, 0], 'weight': 8, 'weight_parity': 1}

Column	Type
an	jsonb
ap	jsonb
char_orbit_index	smallint
field_poly	numeric[]
hecke_orbit_code	bigint
hecke_ring_character_values	jsonb
hecke_ring_cyclotomic_generator	integer
hecke_ring_denominators	numeric[]
hecke_ring_inverse_denominators	numeric[]
hecke_ring_inverse_numerators	numeric[]
hecke_ring_numerators	numeric[]
hecke_ring_power_basis	boolean
hecke_ring_rank	integer
label	text
level	integer
maxp	integer
weight	smallint

mf_hecke_nf • Show schema

{'an': [[1], [0], [-27], [0], [-125], [0], [1028], [0], [729], [0], [3096], [0], [-13030], [0], [3375], [0], [1878], [0], [-31180], [0], [-27756], [0], [-33288], [0], [15625], [0], [-19683], [0], [-213054], [0], [-172696], [0], [-83592], [0], [-128500], [0], [27434], [0], [351810], [0], [532650], [0], [-911908], [0], [-91125], [0], [-732648], [0], [233241], [0], [-50706], [0], [409074], [0], [-387000], [0], [841860], [0], [1508136], [0], [-302578], [0], [749412], [0], [1628750], [0], [1254332], [0], [898776], [0], [4781280], [0], [-502414], [0], [-421875], [0], [3182688], [0], [-1991368], [0], [531441], [0], [-8099268], [0], [-234750], [0], [5752458], [0], [7487970], [0], [-13394840], [0], [4662792], [0], [3897500], [0], [-17172574], [0], [2256984], [0]], 'ap': [[0], [-27], [-125], [1028], [3096], [-13030], [1878], [-31180], [-33288], [-213054], [-172696], [27434], [532650], [-911908], [-732648], [409074], [1508136], [-302578], [1254332], [4781280], [-502414], [-1991368], [-8099268], [7487970], [-17172574], [-9744342], [-16985452], [-12038556], [11825102], [17386206], [-14389972], [-18058968], [45130374], [13477604], [73174002], [-3515560], [48402266], [7465580], [11290824], [-98920902], [77014416], [106545590], [-29853096], [-79635862], [-88220718], [113662952], [-75445540], [169317980], [13250580], [144713534], [213204750], [-336644328], [-240329182], [87523488], [105874494], [28154232], [-380407806], [613367984], [-286406614], [438704706], [485746916], [376441266], [-822473836], [-461865216], [299153138], [625970778], [1121890652], [-206060326], [520291164], [-1253626066], [-354823434], [-1649046984], [-396700132], [-220144798], [605423492], [-1188024], [-2160646446], [-1307621086], [1233182586], [2743385834], [-1575475272], [-515395810], [920460528], [901254458], [757868552], [-2212697652], [2655059322], [3388120010], [-2551761174], [940848836], [-2811975396], [-4411400664], [-1584819604], [-2252658096], [3213768596], [-1466726832], [-622222782], [-3800295678], [-3048892204], [-4906207282], [-4243620124], [6833967546], [-5195749500], [4990968834], [5636238380], [234583106], [6816900228], [7447609422], [-4833391176], [3346450298], [-8463265996], [-6103814614], [1775213502], [-8842197004], [-5569940368], [-11710261566], [-6053687572], [11677492704], [-8812482918], [1839405672], [-5814265162], [8531290970], [-10339924302], [-7041123372], [4872290228], [14454695586], [-4764423634], [3592961952], [-13451704084], [12139217762], [-3591244060], [13084668768], [8097432152], [16583690282], [-2341970718], [1384318658], [12389640834], [3447757916], [-1581774774], [6062803674], [10924117940], [9108303786], [-2134105684], [17465729916], [21679664798], [-15195644664], [18879044954], [-2491050834], [-16151967580], [19187602464], [20495942522], [-20716780950], [-5289801556], [-26747889912], [316031804], [-18274703232], [-40701820048], [39374315322], [-24096867286], [-15722861670], [-11179511676], [7023714918], [8098202660], [35185046928], [-35851786074], [-18681400224], [-6864955312], [4820856002]], 'char_orbit_index': 1, 'field_poly': [0, 1], 'hecke_orbit_code': 134217788, 'hecke_ring_cyclotomic_generator': 0, 'hecke_ring_power_basis': True, 'hecke_ring_rank': 1, 'label': '60.8.a.a', 'level': 60, 'maxp': 997, 'weight': 8}

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

mf_newspaces • Show schema

{'ALdims': [0, 0, 0, 0, 1, 1, 1, 1], 'ALdims_eis_new': [0, 0, 0, 0, 0, 0, 0, 0], 'ALdims_eis_old': [2, 2, 2, 2, 1, 1, 1, 1], 'ALdims_old': [11, 8, 9, 10, 9, 9, 8, 10], 'Nk2': 3840, 'analytic_conductor': 18.743101529047305, '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': [60, 1, [31, 41, 37], [1, 1, 1]], 'conrey_index': 1, 'cusp_dim': 78, 'dim': 4, 'eis_dim': 12, 'eis_new_dim': 0, 'hecke_cutter_primes': [7], 'hecke_orbit_code': 134217788, 'hecke_orbit_dims': [1, 1, 1, 1], 'label': '60.8.a', 'level': 60, 'level_is_powerful': False, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_prime_square': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [2, 3, 5], 'level_radical': 30, 'mf_dim': 90, 'mf_new_dim': 4, 'num_forms': 4, 'plus_dim': 2, 'prim_orbit_index': 1, 'relative_dim': 4, 'sturm_bound': 96, 'trace_bound': 5, 'trace_display': [0, 0, 0, -1120], 'traces': [4, 0, 0, 0, 0, 0, -1120, 0, 2916, 0, 5664, 0, -22000, 0, 0, 0, 50640, 0, -27040, 0, -40824, 0, 6720, 0, 62500, 0, 0, 0, -157296, 0, 324176, 0, -184680, 0, -420000, 0, 238400, 0, 524880, 0, 572040, 0, -1576960, 0, 0, 0, 408000, 0, 445764, 0, 1251936, 0, -1276800, 0, -930000, 0, -1516320, 0, 1729824, 0, 2207528, 0, -816480, 0, -645000, 0, 2594240, 0, -3681936, 0, -819360, 0, -160840, 0, 0, 0, 6568800, 0, -5218672, 0, 2125764, 0, -8690880, 0, 1485000, 0, 5171040, 0, 4408920, 0, 1720480, 0, 7698240, 0, 4740000, 0, -26632600, 0, 4129056, 0, -25661328, 0, 22960640, 0, 1215000, 0, -8984640, 0, 21467048, 0, -16831152, 0, 54921120, 0, 5640000, 0, -16038000, 0, -40324704, 0, -30105260, 0, -17962560, 0, 0, 0, 33116480, 0, 13541904, 0, 58617888, 0, -13485920, 0, 0, 0, -20410560, 0, -20541184, 0, 18110304, 0, -24859200, 0, -9975000, 0, 6531840, 0, -1521792, 0, -63586000, 0, 36916560, 0, 36240000, 0, 27901520, 0, 31360608, 0, -9036096, 0, -31006720, 0, -25515000, 0, 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351977192, 0, -27288826128, 0, 22067502480, 0, 1852500000, 0, 5612016960, 0, -497300256, 0, 32978550268, 0, -18109681920, 0, -12150600000, 0, 1464734240, 0, -25655107968, 0, 82565337792, 0, -270975040, 0, 3455460000, 0, -49533277200, 0, -9430108000, 0, 3406646160, 0, 14008335360, 0, -4595865000, 0, 34123965120, 0, 19878308448, 0, -42463551680, 0, -19415165400, 0, -6562500000, 0, 26568369200, 0, -17367136128, 0, 17172332280, 0, -48773280640, 0, 8139285000, 0, -44256504000, 0, -49140184544, 0, 3010081824, 0, 32575125120, 0, 3601770000, 0, 24358125600, 0, 59260080576, 0, 3860704368, 0, 31395522240, 0, -8078070000, 0, 55554186560, 0, -18707108112, 0, 10820673792, 0, -4226450400, 0, 12422160000, 0, -92669932320, 0, -43686723952, 0, 13388604048, 0, -2741212800, 0, 3725000000, 0, 16738306560, 0, 126905432568, 0, -58923899040, 0, 3650462640, 0, -23857380000, 0, 51663736520, 0, -47544983424, 0, -36881915520, 0, 28229794560, 0, 885735000, 0, -102823889280, 0, -36325298240, 0, -26294264064, 0, -9930833760, 0, 7501740000, 0, 47945046960, 0, 75231357408, 0, 5941220100, 0, -6549802560, 0, -418230000, 0, 41178961280, 0, -33085208160, 0, 51572120352, 0, 12459675040, 0, 8201250000, 0, -124902795600, 0, 34580560320, 0, 15649477992, 0, 43177087680, 0, 22781715000, 0, 17455798080, 0, 33038510016, 0, 29523523952, 0, -48211044480, 0, -51021960000, 0, 26196587600, 0, -12269909808, 0], 'weight': 8, 'weight_parity': 1}

Column	Type
conductor	integer
degree	integer
multiplicity	smallint
order	integer
parity	smallint
self_twist_disc	integer
source_char_orbit	smallint
source_dim	integer
source_hecke_orbit	integer
source_is_minimal	boolean
source_label	text
source_level	integer
target_char_orbit	smallint
target_dim	integer
target_hecke_orbit	integer
target_is_minimal	boolean
target_label	text
target_level	integer
twist_class_label	text
twist_class_level	integer
twisting_char_label	text
twisting_char_orbit	smallint
weight	smallint

mf_twists_nf • Show schema

id: 50265
{'conductor': 1, 'degree': 1, 'multiplicity': 1, 'order': 1, 'parity': 1, 'self_twist_disc': 1, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 1, 'source_is_minimal': True, 'source_label': '60.8.a.a', 'source_level': 60, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 1, 'target_is_minimal': True, 'target_label': '60.8.a.a', 'target_level': 60, 'twist_class_label': '60.8.a.a', 'twist_class_level': 60, 'twisting_char_label': '1.a', 'twisting_char_orbit': 1, 'weight': 8}
id: 50266
{'conductor': 3, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 1, 'source_is_minimal': True, 'source_label': '60.8.a.a', 'source_level': 60, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 5, 'target_is_minimal': False, 'target_label': '180.8.a.e', 'target_level': 180, 'twist_class_label': '60.8.a.a', 'twist_class_level': 60, 'twisting_char_label': '3.b', 'twisting_char_orbit': 2, 'weight': 8}
id: 50267
{'conductor': 4, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 1, 'source_is_minimal': True, 'source_label': '60.8.a.a', 'source_level': 60, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 9, 'target_is_minimal': False, 'target_label': '240.8.a.i', 'target_level': 240, 'twist_class_label': '60.8.a.a', 'twist_class_level': 60, 'twisting_char_label': '4.b', 'twisting_char_orbit': 2, 'weight': 8}
id: 50268
{'conductor': 5, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 1, 'source_is_minimal': True, 'source_label': '60.8.a.a', 'source_level': 60, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 5, 'target_is_minimal': False, 'target_label': '300.8.a.e', 'target_level': 300, 'twist_class_label': '60.8.a.a', 'twist_class_level': 60, 'twisting_char_label': '5.b', 'twisting_char_orbit': 2, 'weight': 8}
id: 50269
{'conductor': 5, 'degree': 2, 'multiplicity': 2, 'order': 4, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 1, 'source_is_minimal': True, 'source_label': '60.8.a.a', 'source_level': 60, 'target_char_orbit': 4, 'target_dim': 2, 'target_hecke_orbit': 4, 'target_is_minimal': False, 'target_label': '300.8.d.d', 'target_level': 300, 'twist_class_label': '60.8.a.a', 'twist_class_level': 60, 'twisting_char_label': '5.c', 'twisting_char_orbit': 3, 'weight': 8}

Column	Type
charpoly_factorization	jsonb
hecke_orbit_code	bigint
p	integer

mf_hecke_charpolys • Show schema

id: 195300
{'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 134217788, 'p': 2}
id: 195301
{'charpoly_factorization': [[[27, 1], 1]], 'hecke_orbit_code': 134217788, 'p': 3}
id: 195302
{'charpoly_factorization': [[[125, 1], 1]], 'hecke_orbit_code': 134217788, 'p': 5}
id: 195303
{'charpoly_factorization': [[[-1028, 1], 1]], 'hecke_orbit_code': 134217788, 'p': 7}
id: 195304
{'charpoly_factorization': [[[-3096, 1], 1]], 'hecke_orbit_code': 134217788, 'p': 11}
id: 195305
{'charpoly_factorization': [[[13030, 1], 1]], 'hecke_orbit_code': 134217788, 'p': 13}
id: 195306
{'charpoly_factorization': [[[-1878, 1], 1]], 'hecke_orbit_code': 134217788, 'p': 17}
id: 195307
{'charpoly_factorization': [[[31180, 1], 1]], 'hecke_orbit_code': 134217788, 'p': 19}
id: 195308
{'charpoly_factorization': [[[33288, 1], 1]], 'hecke_orbit_code': 134217788, 'p': 23}
id: 195309
{'charpoly_factorization': [[[213054, 1], 1]], 'hecke_orbit_code': 134217788, 'p': 29}
id: 195310
{'charpoly_factorization': [[[172696, 1], 1]], 'hecke_orbit_code': 134217788, 'p': 31}
id: 195311
{'charpoly_factorization': [[[-27434, 1], 1]], 'hecke_orbit_code': 134217788, 'p': 37}
id: 195312
{'charpoly_factorization': [[[-532650, 1], 1]], 'hecke_orbit_code': 134217788, 'p': 41}
id: 195313
{'charpoly_factorization': [[[911908, 1], 1]], 'hecke_orbit_code': 134217788, 'p': 43}
id: 195314
{'charpoly_factorization': [[[732648, 1], 1]], 'hecke_orbit_code': 134217788, 'p': 47}
id: 195315
{'charpoly_factorization': [[[-409074, 1], 1]], 'hecke_orbit_code': 134217788, 'p': 53}
id: 195316
{'charpoly_factorization': [[[-1508136, 1], 1]], 'hecke_orbit_code': 134217788, 'p': 59}
id: 195317
{'charpoly_factorization': [[[302578, 1], 1]], 'hecke_orbit_code': 134217788, 'p': 61}
id: 195318
{'charpoly_factorization': [[[-1254332, 1], 1]], 'hecke_orbit_code': 134217788, 'p': 67}
id: 195319
{'charpoly_factorization': [[[-4781280, 1], 1]], 'hecke_orbit_code': 134217788, 'p': 71}
id: 195320
{'charpoly_factorization': [[[502414, 1], 1]], 'hecke_orbit_code': 134217788, 'p': 73}
id: 195321
{'charpoly_factorization': [[[1991368, 1], 1]], 'hecke_orbit_code': 134217788, 'p': 79}
id: 195322
{'charpoly_factorization': [[[8099268, 1], 1]], 'hecke_orbit_code': 134217788, 'p': 83}
id: 195323
{'charpoly_factorization': [[[-7487970, 1], 1]], 'hecke_orbit_code': 134217788, 'p': 89}
id: 195324
{'charpoly_factorization': [[[17172574, 1], 1]], 'hecke_orbit_code': 134217788, 'p': 97}

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': 1, 'hecke_orbit': 1, 'label': '60.8.a.a', 'level': 60, 'portrait': 'data:image/png;base64,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', 'weight': 8}

Column	Type
hecke_orbit_code	bigint
n	integer
trace_an	numeric

mf_hecke_traces • Show schema
Showing the first 100 of 258 matching records in this table.

id: 3519894
{'hecke_orbit_code': 134217788, 'n': 1, 'trace_an': 1}
id: 3519895
{'hecke_orbit_code': 134217788, 'n': 2, 'trace_an': 0}
id: 3519896
{'hecke_orbit_code': 134217788, 'n': 3, 'trace_an': -27}
id: 3519897
{'hecke_orbit_code': 134217788, 'n': 4, 'trace_an': 0}
id: 3519898
{'hecke_orbit_code': 134217788, 'n': 5, 'trace_an': -125}
id: 3519899
{'hecke_orbit_code': 134217788, 'n': 6, 'trace_an': 0}
id: 3519900
{'hecke_orbit_code': 134217788, 'n': 7, 'trace_an': 1028}
id: 3519901
{'hecke_orbit_code': 134217788, 'n': 8, 'trace_an': 0}
id: 3519902
{'hecke_orbit_code': 134217788, 'n': 9, 'trace_an': 729}
id: 3519903
{'hecke_orbit_code': 134217788, 'n': 10, 'trace_an': 0}
id: 3519904
{'hecke_orbit_code': 134217788, 'n': 11, 'trace_an': 3096}
id: 3519905
{'hecke_orbit_code': 134217788, 'n': 12, 'trace_an': 0}
id: 3519906
{'hecke_orbit_code': 134217788, 'n': 13, 'trace_an': -13030}
id: 3519907
{'hecke_orbit_code': 134217788, 'n': 14, 'trace_an': 0}
id: 3519908
{'hecke_orbit_code': 134217788, 'n': 15, 'trace_an': 3375}
id: 3519909
{'hecke_orbit_code': 134217788, 'n': 16, 'trace_an': 0}
id: 3519910
{'hecke_orbit_code': 134217788, 'n': 17, 'trace_an': 1878}
id: 3519911
{'hecke_orbit_code': 134217788, 'n': 18, 'trace_an': 0}
id: 3519912
{'hecke_orbit_code': 134217788, 'n': 19, 'trace_an': -31180}
id: 3519913
{'hecke_orbit_code': 134217788, 'n': 20, 'trace_an': 0}
id: 3519914
{'hecke_orbit_code': 134217788, 'n': 21, 'trace_an': -27756}
id: 3519915
{'hecke_orbit_code': 134217788, 'n': 22, 'trace_an': 0}
id: 3519916
{'hecke_orbit_code': 134217788, 'n': 23, 'trace_an': -33288}
id: 3519917
{'hecke_orbit_code': 134217788, 'n': 24, 'trace_an': 0}
id: 3519918
{'hecke_orbit_code': 134217788, 'n': 25, 'trace_an': 15625}
id: 3519919
{'hecke_orbit_code': 134217788, 'n': 26, 'trace_an': 0}
id: 3519920
{'hecke_orbit_code': 134217788, 'n': 27, 'trace_an': -19683}
id: 3519921
{'hecke_orbit_code': 134217788, 'n': 28, 'trace_an': 0}
id: 3519922
{'hecke_orbit_code': 134217788, 'n': 29, 'trace_an': -213054}
id: 3519923
{'hecke_orbit_code': 134217788, 'n': 30, 'trace_an': 0}
id: 3519924
{'hecke_orbit_code': 134217788, 'n': 31, 'trace_an': -172696}
id: 3519925
{'hecke_orbit_code': 134217788, 'n': 32, 'trace_an': 0}
id: 3519926
{'hecke_orbit_code': 134217788, 'n': 33, 'trace_an': -83592}
id: 3519927
{'hecke_orbit_code': 134217788, 'n': 34, 'trace_an': 0}
id: 3519928
{'hecke_orbit_code': 134217788, 'n': 35, 'trace_an': -128500}
id: 3519929
{'hecke_orbit_code': 134217788, 'n': 36, 'trace_an': 0}
id: 3519930
{'hecke_orbit_code': 134217788, 'n': 37, 'trace_an': 27434}
id: 3519931
{'hecke_orbit_code': 134217788, 'n': 38, 'trace_an': 0}
id: 3519932
{'hecke_orbit_code': 134217788, 'n': 39, 'trace_an': 351810}
id: 3519933
{'hecke_orbit_code': 134217788, 'n': 40, 'trace_an': 0}
id: 3519934
{'hecke_orbit_code': 134217788, 'n': 41, 'trace_an': 532650}
id: 3519935
{'hecke_orbit_code': 134217788, 'n': 42, 'trace_an': 0}
id: 3519936
{'hecke_orbit_code': 134217788, 'n': 43, 'trace_an': -911908}
id: 3519937
{'hecke_orbit_code': 134217788, 'n': 44, 'trace_an': 0}
id: 3519938
{'hecke_orbit_code': 134217788, 'n': 45, 'trace_an': -91125}
id: 3519939
{'hecke_orbit_code': 134217788, 'n': 46, 'trace_an': 0}
id: 3519940
{'hecke_orbit_code': 134217788, 'n': 47, 'trace_an': -732648}
id: 3519941
{'hecke_orbit_code': 134217788, 'n': 48, 'trace_an': 0}
id: 3519942
{'hecke_orbit_code': 134217788, 'n': 49, 'trace_an': 233241}
id: 3519943
{'hecke_orbit_code': 134217788, 'n': 50, 'trace_an': 0}
id: 3519944
{'hecke_orbit_code': 134217788, 'n': 51, 'trace_an': -50706}
id: 3519945
{'hecke_orbit_code': 134217788, 'n': 52, 'trace_an': 0}
id: 3519946
{'hecke_orbit_code': 134217788, 'n': 53, 'trace_an': 409074}
id: 3519947
{'hecke_orbit_code': 134217788, 'n': 54, 'trace_an': 0}
id: 3519948
{'hecke_orbit_code': 134217788, 'n': 55, 'trace_an': -387000}
id: 3519949
{'hecke_orbit_code': 134217788, 'n': 56, 'trace_an': 0}
id: 3519950
{'hecke_orbit_code': 134217788, 'n': 57, 'trace_an': 841860}
id: 3519951
{'hecke_orbit_code': 134217788, 'n': 58, 'trace_an': 0}
id: 3519952
{'hecke_orbit_code': 134217788, 'n': 59, 'trace_an': 1508136}
id: 3519953
{'hecke_orbit_code': 134217788, 'n': 60, 'trace_an': 0}
id: 3519954
{'hecke_orbit_code': 134217788, 'n': 61, 'trace_an': -302578}
id: 3519955
{'hecke_orbit_code': 134217788, 'n': 62, 'trace_an': 0}
id: 3519956
{'hecke_orbit_code': 134217788, 'n': 63, 'trace_an': 749412}
id: 3519957
{'hecke_orbit_code': 134217788, 'n': 64, 'trace_an': 0}
id: 3519958
{'hecke_orbit_code': 134217788, 'n': 65, 'trace_an': 1628750}
id: 3519959
{'hecke_orbit_code': 134217788, 'n': 66, 'trace_an': 0}
id: 3519960
{'hecke_orbit_code': 134217788, 'n': 67, 'trace_an': 1254332}
id: 3519961
{'hecke_orbit_code': 134217788, 'n': 68, 'trace_an': 0}
id: 3519962
{'hecke_orbit_code': 134217788, 'n': 69, 'trace_an': 898776}
id: 3519963
{'hecke_orbit_code': 134217788, 'n': 70, 'trace_an': 0}
id: 3519964
{'hecke_orbit_code': 134217788, 'n': 71, 'trace_an': 4781280}
id: 3519965
{'hecke_orbit_code': 134217788, 'n': 72, 'trace_an': 0}
id: 3519966
{'hecke_orbit_code': 134217788, 'n': 73, 'trace_an': -502414}
id: 3519967
{'hecke_orbit_code': 134217788, 'n': 74, 'trace_an': 0}
id: 3519968
{'hecke_orbit_code': 134217788, 'n': 75, 'trace_an': -421875}
id: 3519969
{'hecke_orbit_code': 134217788, 'n': 76, 'trace_an': 0}
id: 3519970
{'hecke_orbit_code': 134217788, 'n': 77, 'trace_an': 3182688}
id: 3519971
{'hecke_orbit_code': 134217788, 'n': 78, 'trace_an': 0}
id: 3519972
{'hecke_orbit_code': 134217788, 'n': 79, 'trace_an': -1991368}
id: 3519973
{'hecke_orbit_code': 134217788, 'n': 80, 'trace_an': 0}
id: 3519974
{'hecke_orbit_code': 134217788, 'n': 81, 'trace_an': 531441}
id: 3519975
{'hecke_orbit_code': 134217788, 'n': 82, 'trace_an': 0}
id: 3519976
{'hecke_orbit_code': 134217788, 'n': 83, 'trace_an': -8099268}
id: 3519977
{'hecke_orbit_code': 134217788, 'n': 84, 'trace_an': 0}
id: 3519978
{'hecke_orbit_code': 134217788, 'n': 85, 'trace_an': -234750}
id: 3519979
{'hecke_orbit_code': 134217788, 'n': 86, 'trace_an': 0}
id: 3519980
{'hecke_orbit_code': 134217788, 'n': 87, 'trace_an': 5752458}
id: 3519981
{'hecke_orbit_code': 134217788, 'n': 88, 'trace_an': 0}
id: 3519982
{'hecke_orbit_code': 134217788, 'n': 89, 'trace_an': 7487970}
id: 3519983
{'hecke_orbit_code': 134217788, 'n': 90, 'trace_an': 0}
id: 3519984
{'hecke_orbit_code': 134217788, 'n': 91, 'trace_an': -13394840}
id: 3519985
{'hecke_orbit_code': 134217788, 'n': 92, 'trace_an': 0}
id: 3519986
{'hecke_orbit_code': 134217788, 'n': 93, 'trace_an': 4662792}
id: 3519987
{'hecke_orbit_code': 134217788, 'n': 94, 'trace_an': 0}
id: 3519988
{'hecke_orbit_code': 134217788, 'n': 95, 'trace_an': 3897500}
id: 3519989
{'hecke_orbit_code': 134217788, 'n': 96, 'trace_an': 0}
id: 3519990
{'hecke_orbit_code': 134217788, 'n': 97, 'trace_an': -17172574}
id: 3519991
{'hecke_orbit_code': 134217788, 'n': 98, 'trace_an': 0}
id: 3519992
{'hecke_orbit_code': 134217788, 'n': 99, 'trace_an': 2256984}
id: 3519993
{'hecke_orbit_code': 134217788, 'n': 100, 'trace_an': 0}

Overview	Random
Universe	Knowledge

Classical	Maass
Hilbert	Bianchi

Elliptic curves over $\Q$ over number fields
Genus 2 curves
Higher genus families
Abelian varieties over $\F_{q}$
Belyi maps

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.