LMFDB - Newform data

Formats: - HTML - YAML - JSON - 2026-08-25T20:56:59.417160

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': 7500, 'analytic_conductor': 38.62768771229049, 'analytic_rank': 0, 'analytic_rank_proved': True, 'char_conductor': 15, 'char_degree': 2, 'char_is_minimal': True, 'char_is_real': False, 'char_orbit_index': 5, 'char_orbit_label': 'e', 'char_order': 4, 'char_parity': 1, 'char_values': [75, 4, [26, 52], [2, 1]], 'cm_discs': [], 'conrey_index': 32, 'dim': 4, 'field_disc': 473344, 'field_disc_factorization': [[2, 8], [43, 2]], 'field_poly': [1849, 0, 0, 0, 1], 'field_poly_is_cyclotomic': False, 'field_poly_is_real_cyclotomic': False, 'field_poly_root_of_unity': 0, 'has_non_self_twist': 1, 'hecke_cutters': [[2, [2396304, 0, 0, 0, 1]], [7, [79380000, 12600, 1]]], 'hecke_orbit': 4, 'hecke_orbit_code': 13511073927790667, 'hecke_ring_generator_nbound': 4, 'hecke_ring_index': 9, 'hecke_ring_index_factorization': [[3, 2]], 'hecke_ring_index_proved': True, 'inner_twist_count': 4, 'inner_twists': [[1, 1, 1, 1, 1, 1, 1], [1, 1, 5, 3, -1, 4, 0], [1, 1, 3, 2, -1, 2, 0], [1, 1, 15, 5, 1, 4, 0]], 'is_cm': False, 'is_largest': False, 'is_maximal': False, 'is_polredabs': True, 'is_rm': False, 'is_self_dual': False, 'is_self_twist': False, 'is_twist_minimal': True, 'label': '75.10.e.d', 'level': 75, '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': [3, 5], 'level_radical': 15, 'minimal_twist': '75.10.e.a', 'nf_label': '4.0.473344.3', 'prim_orbit_index': 5, 'qexp_display': 'q+2\\beta _{1}q^{2}+(90+90\\beta _{2}-3\\beta _{3})q^{3}+\\cdots', 'related_objects': [], 'relative_dim': 2, 'rm_discs': [], 'sato_tate_group': '9.2.3.c4', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '75.10.e', 'trace_display': [0, 360, 0, -25200], 'trace_hash': 833231193732464887, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.010', 'prec': 7}, {'__RealLiteral__': 0, 'data': '3.622', 'prec': 14}, {'__RealLiteral__': 0, 'data': '1.382', 'prec': 14}, {'__RealLiteral__': 0, 'data': '77.421', 'prec': 17}, {'__RealLiteral__': 0, 'data': '88.085', 'prec': 17}, {'__RealLiteral__': 0, 'data': '2290.310', 'prec': 24}], 'trace_zratio': {'__RealLiteral__': 0, 'data': '0.627', 'prec': 10}, 'traces': [4, 0, 360, 0, 0, 9288, -25200, 0, 0, 0, 0, -372960, 455040, 0, 0, -1122880, 0, 1671840, 0, 0, -4536000, 1114560, 0, 0, 0, 0, -2070360, -26107200, 0, 0, -6919712, 0, -1671840, 0, 0, -52699248, -23014080, 0, 0, 0, 0, -58514400, 97477200, 0, 0, 256615056, 0, -101059200, 0, 0, -139635792, -471421440, 0, 0, 0, 0, 26782560, -625268160, 0, 0, 60744968, 0, -320468400, 0, 0, 200620800, 203059440, 0, 0, 0, 0, -876044160, -159243840, 0, 0, 308297024, 0, 1056602880, 0, 0, 255905244, -1717536960, 0, 0, 0, 0, -937902240, 584029440, 0, 0, -5733504000, 0, -622774080, 0, 0, -115468416, 3222135360, 0, 0, 0, 0, 8378147520, -54352080, 0, 0, 8945136576, 0, -2144892960, 0, 0, -4142534400, 7074144000, 0, 0, 0, 0, -5786743680, 11583622080, 0, 0, 9030549164, 0, 2576305440, 0, 0, -21065184000, -143842320, 0, 0, 0, 0, 1732026240, 1874779200, 0, 0, 48779436672, 0, 23095355040, 0, 0, 2946813048, 4750254720, 0, 0, 0, 0, 14049501480, -23842586880, 0, 0, -2945948192, 0, -25134442560, 0, 0, -84855859200, 14172206400, 0, 0, 0, 0, -42521578560, -36883262160, 0, 0, -4070849904, 0, -30661545600, 0, 0, 3784375728, -100986379200, 0, 0, 0, 0, 17375433120, 84218382720, 0, 0, -11257641512, 0, 5467047120, 0, 0, -16067571264, -16756295040, 0, 0, 0, 0, -44814205440, -16928136000, 0, 0, 161725372592, 0, 14173859520, 0, 0, 36550699200, -12053966400, 0, 0, 0, 0, 69286065120, -127738828800, 0, 0, 20999671568, 0, -7125382080, 0, 0, -219580468704, 43594185600, 0, 0, 0, 0, -53438693760, -183151985040, 0, 0, 361298853216, 0, 27746732160, 0, 0, 21065184000, 327640515840, 0, 0, 0, 0, -71635616640, 586470326400, 0, 0, -33842943352, 0, 86813839800, 0, 0, -309156652800, 33853155840, 0, 0, 0, 0, 332005262400, -46190710080, 0, 0, -555274517504, 0, 226342058400, 0, 0, -337644806400, -422526352320, 0, 0, 0, 0, 126327574080, 210369579840, 0, 0, 431761516928, 0, -516015360000, 0, 0, 398779797024, 414179513280, 0, 0, 0, 0, -176808782880, -390119940720, 0, 0, 253584691200, 0, -20784314880, 0, 0, 579984364800, 164976618240, 0, 0, 0, 0, 75428405280, -434934748800, 0, 0, -1228212720000, 0, 18080949600, 0, 0, 1183832244576, 133084890000, 0, 0, 0, 0, -553659909120, 594107504640, 0, 0, -824605542656, 0, 805062291840, 0, 0, 256986244728, -1616674852800, 0, 0, 0, 0, -699935736240, -899989367040, 0, 0, 793103087888, 0, -292670055360, 0, 0, 1273345920000, -642911258880, 0, 0, 0, 0, 124378208640, -33445792800, 0, 0, -3152859476544, 0, -971666720640, 0, 0, -471048307200, -13856209920, 0, 0, 0, 0, 879705489600, -616843200960, 0, 0, 1268611731852, 0, 812749424760, 0, 0, 141049815696, 1068957494640, 0, 0, 0, 0, 645193946880, 39084557760, 0, 0, -1029420024768, 0, -2639994184800, 0, 0, -25891617600, 1952345773440, 0, 0, 0, 0, -1239617552400, 3338132232960, 0, 0, -3857950751904, 0, 633789528480, 0, 0, 623529446400, -1610936461440, 0, 0, 0, 0, 471504019680, -787186437120, 0, 0, 7878378816000, 0, 4390149300480, 0, 0, -870437124432, 56308754880, 0, 0, 0, 0, 1532170424160, -82918805760, 0, 0, 865701665128, 0, 530426348640, 0, 0, 855045849600, -382693298400, 0, 0, 0, 0, 581191459200, 1534985974080, 0, 0, -8057038030496, 0, -369764196480, 0, 0, 1985194559124, 10589978465280, 0, 0, 0, 0, -652402123200, -3136994380800, 0, 0, 618313305600, 0, -265135337280, 0, 0, 362078785152, -2300370134400, 0, 0, 0, 0, -1263911040000, 625477519440, 0, 0, 7481027884896, 0, -5995066452480, 0, 0, 2550997152000, -6069817969920, 0, 0, 0, 0, 2415186875520, -4506743422080, 0, 0, -5236163481600, 0, 2425012279200, 0, 0, -7059672164232, -3564830231280, 0, 0, 0, 0, -2669052435840, 9400281517440, 0, 0, 1942501552640, 0, -366376491360, 0, 0, 517121855208, -7661234664000, 0, 0, 0, 0, -5500143297720, -149020643520, 0, 0, 2006472384000, 0, 154026502560, 0, 0, -18177548256000, 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-15419174683680, -17556723507600, 0, 0, -6925562921088, 0, -22281307165440, 0, 0, 7846953408000, 38211059597760, 0, 0, 0, 0, 2025103913280, -12376614801600, 0, 0, 2140238599768, 0, -15884967697920, 0, 0, -19237929753600, -25912988354880, 0, 0, 0, 0, 727451020800, 12098085831360, 0, 0, -63312760627088, 0, 32516896789440, 0, 0, -282610610712, -1928108551680, 0, 0, 0, 0, 27367403049360, -27363799584000, 0, 0, -25184722527152, 0, 3791733120000, 0, 0, 58975292851200, 25821450656640, 0, 0, 0, 0, -47670752136960, 1712155495680, 0, 0, 76699314382176, 0, 18000948712320, 0, 0, -10122112631232, -44130432545280, 0, 0, 0, 0, -6760115133120, 35572863156480, 0, 0, 684836208000, 0, -3045864901680, 0, 0, 20968935158808, -33663197995920, 0, 0, 0, 0, -5663860816320, -36680730592320, 0, 0, -3190238376192, 0, -21841917520320, 0, 0, 6093568051200, -56354360428800, 0, 0, 0, 0, -1099129474080, -17359521661440, 0, 0, 11692308157408, 0, 11491851996000, 0, 0, 27025651296000, 36265810276800, 0, 0, 0, 0, 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65245884873120, 40448903190480, 0, 0, 183570325721136, 0, -28001875530240, 0, 0, 15307768281600, 189745456501440, 0, 0, 0, 0, 43788793155840, -124838873006400, 0, 0, -134481183283584, 0, -110539144800000, 0, 0, -6840491701824, -73523993043600, 0, 0, 0, 0, -7518400243200, 732752982720, 0, 0, 315029217323744, 0, 48182726387520, 0, 0, 23955280200000, -80990983650240, 0, 0, 0, 0, 691195401360, 7773333765120, 0, 0, -11613630134512, 0, 13510630560960, 0, 0, -199317567283200, 28582394627520, 0, 0, 0, 0, 32907863260800, 71179884233280, 0, 0, 54322094016000, 0, -74214498839040, 0, 0, 24415623955008, -307310451033600, 0, 0, 0, 0, -20258688384000, -33998455762560, 0, 0, -93787885101948, 0, 46257524051040, 0, 0, -291001473504000, -34727503098960, 0, 0, 0, 0, -89939138032800, 107251929691200, 0, 0, -17052327416960, 0, -85642934735520, 0, 0, -98900919530712, 26108210226240, 0, 0, 0, 0, -18564922202400, 35071869450240, 0, 0, 209516654296448, 0, 71379277909920, 0, 0, -6326100750816, 4106646984960, 0, 0, 0], 'weight': 10, '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, 0, 0], [0, 2, 0, 0], [90, 0, 90, -3], [0, 0, 1036, 0], [0, 0, 0, 0], [2322, 180, 0, 180], [-6300, 0, 6300, 0], [0, 0, 0, 1048], [0, 540, 12717, -540], [0, 0, 0, 0], [0, -360, 0, -360], [-93240, 3108, 93240, 0], [113760, 0, 113760, 0], [0, -12600, 0, 12600], [0, 0, 0, 0], [-280720, 0, 0, 0], [0, -30068, 0, 0], [417960, 0, 417960, 25434], [0, 0, -74396, 0], [0, 0, 0, 0], [-1134000, 18900, 0, 18900], [278640, 0, -278640, 0], [0, 0, 0, -82886], [0, -94320, 1216728, 94320], [0, 0, 0, 0], [0, 227520, 0, 227520], [-517590, 135351, 517590, 0], [-6526800, 0, -6526800, 0], [0, -201960, 0, 201960], [0, 0, 0, 0], [-1729928, 0, 0, 0], [0, -24864, 0, 0], [-417960, 0, -417960, -64800], [0, 0, -23272632, 0], [0, 0, 0, 0], [-13174812, 559440, 0, 559440], [-5753520, 0, 5753520, 0], [0, 0, 0, -148792], [0, 341280, 20476800, -341280], [0, 0, 0, 0], [0, 554760, 0, 554760], [-14628600, -2268000, 14628600, 0], [24369300, 0, 24369300, 0], [0, 372960, 0, -372960], [0, 0, 0, 0], [64153764, 0, 0, 0], [0, 634542, 0, 0], [-25264800, 0, -25264800, 842160], [0, 0, -39026393, 0], [0, 0, 0, 0], [-34908948, -2706120, 0, -2706120], [-117855360, 0, 117855360, 0], [0, 0, 0, -2889256], [0, -1035180, 104761674, 1035180], [0, 0, 0, 0], [0, -6602400, 0, -6602400], [6695640, -223188, -6695640, 0], [-156317040, 0, -156317040, 0], [0, 3741480, 0, -3741480], [0, 0, 0, 0], [15186242, 0, 0, 0], [0, -3459856, 0, 0], [-80117100, 0, -80117100, 6804000], [0, 0, 124483904, 0], [0, 0, 0, 0], [50155200, -835920, 0, -835920], [50764860, 0, -50764860, 0], [0, 0, 0, -31150448], [0, 7459740, -96230646, -7459740], [0, 0, 0, 0], [0, -1534320, 0, -1534320], [-219011040, -13327416, 219011040, 0], [-39810960, 0, -39810960, 0], [0, -11507040, 0, 11507040], [0, 0, 0, 0], [77074256, 0, 0, 0], [0, 4536000, 0, 0], [264150720, 0, 264150720, 40953600], [0, 0, 198987824, 0], [0, 0, 0, 0], [63976311, 13734360, 0, 13734360], [-429384240, 0, 429384240, 0], [0, 0, 0, 1314874], [0, -19580400, -1174824000, 19580400], [0, 0, 0, 0], [0, 48738600, 0, 48738600], [-234475560, -36352800, 234475560, 0], [146007360, 0, 146007360, 0], [0, 27202320, 0, -27202320], [0, 0, 0, 0], [-1433376000, 0, 0, 0], [0, 85869896, 0, 0], [-155693520, 0, -155693520, 5189784], [0, 0, 491135508, 0], [0, 0, 0, 0], [-28867104, -2237760, 0, -2237760], [805533840, 0, -805533840, 0], [0, 0, 0, -78052786], [0, 4578120, -150465600, -4578120], [0, 0, 0, 0]], 'ap': [[0, 2, 0, 0], [90, 0, 90, -3], [0, 0, 0, 0], [-6300, 0, 6300, 0], [0, -360, 0, -360], [113760, 0, 113760, 0], [0, -30068, 0, 0], [0, 0, -74396, 0], [0, 0, 0, -82886], [0, -201960, 0, 201960], [-1729928, 0, 0, 0], [-5753520, 0, 5753520, 0], [0, 554760, 0, 554760], [24369300, 0, 24369300, 0], [0, 634542, 0, 0], [0, 0, 0, -2889256], [0, 3741480, 0, -3741480], [15186242, 0, 0, 0], [50764860, 0, -50764860, 0], [0, -1534320, 0, -1534320], [-39810960, 0, -39810960, 0], [0, 0, 198987824, 0], [0, 0, 0, 1314874], [0, 27202320, 0, -27202320], [805533840, 0, -805533840, 0], [0, 3893400, 0, 3893400], [-13588020, 0, -13588020, 0], [0, 55337262, 0, 0], [0, 0, 1944265934, 0], [0, 0, 0, -116698596], [-35960580, 0, 35960580, 0], [0, 136474920, 0, 136474920], [0, -187432628, 0, 0], [0, 0, -4256028956, 0], [0, -140482800, 0, 140482800], [-736487048, 0, 0, 0], [3543051600, 0, -3543051600, 0], [-9220815540, 0, -9220815540, 0], [0, 111352682, 0, 0], [0, 0, 0, 1018365464], [0, -199238760, 0, 199238760], [-2814410378, 0, 0, 0], [0, -630602640, 0, -630602640], [-4232034000, 0, -4232034000, 0], [0, -686954608, 0, 0], [0, 0, 2672182064, 0], [5249917892, 0, 0, 0], [-45787996260, 0, -45787996260, 0], [0, -60854998, 0, 0], [0, 0, -76020564026, 0], [0, 0, 0, -2416352676], [0, -1455666480, 0, 1455666480], [-8460735838, 0, 0, 0], [0, 2474559000, 0, 2474559000], [0, -513895988, 0, 0], [0, 0, 0, -1967702346], [0, -4908468240, 0, 4908468240], [107940379232, 0, 0, 0], [103544878320, 0, -103544878320, 0], [0, -162573480, 0, -162573480], [-97529985180, 0, -97529985180, 0], [0, 0, 0, -7881389416], [33271222500, 0, -33271222500, 0], [0, 2909265840, 0, 2909265840], [148526876160, 0, 148526876160, 0], [0, 5257455632, 0, 0], [198275771972, 0, 0, 0], [-160727814720, 0, 160727814720, 0], [0, -21556323858, 0, 0], [0, 0, 271590634114, 0], [0, 0, 0, -24773680356], [0, 11489942880, 0, -11489942880], [267239373660, 0, -267239373660, 0], [9771139440, 0, 9771139440, 0], [0, 0, -316092677276, 0], [0, 0, 0, 14288051774], [0, 21813084720, 0, -21813084720], [-402734115360, 0, 402734115360, 0], [0, -3487550400, 0, -3487550400], [0, 0, 84467772934, 0], [0, -7808378040, 0, 7808378040], [216425416282, 0, 0, 0], [0, -42651686880, 0, -42651686880], [383746493520, 0, 383746493520, 0], [0, 0, 809907975344, 0], [0, 0, 0, -59292740866], [0, -40322633400, 0, 40322633400], [-575092533600, 0, 575092533600, 0], [0, 26159878440, 0, 26159878440], [156369379860, 0, 156369379860, 0], [0, -50823237718, 0, 0], [0, -10981413360, 0, 10981413360], [-891207557820, 0, 891207557820, 0], [0, -8432884440, 0, -8432884440], [0, 0, -1895584800436, 0], [0, 0, 0, -67584632006], [0, -48637204920, 0, 48637204920], [0, -66063665520, 0, -66063665520], [-291016669860, 0, -291016669860, 0], [1273913451362, 0, 0, 0], [1443636054540, 0, -1443636054540, 0], [0, -25421170488, 0, 0], [0, 0, 0, 47568614454], [0, 99924149160, 0, -99924149160], [1466706574532, 0, 0, 0], [2087605833120, 0, -2087605833120, 0], [0, -114771776078, 0, 0], [0, 0, 0, -71110260716], [0, -188069515200, 0, 188069515200], [-3321741152198, 0, 0, 0], [-2714890538700, 0, 2714890538700, 0], [949409134560, 0, 949409134560, 0], [0, 326684629132, 0, 0], [0, 0, 3622515267404, 0], [-6866347056928, 0, 0, 0], [0, 266082221160, 0, 266082221160], [-4389180876900, 0, -4389180876900, 0], [0, 147097049642, 0, 0], [0, 0, 0, 57249888344], [0, 211535252280, 0, -211535252280], [535059649942, 0, 0, 0], [3024521457840, 0, 3024521457840, 0], [0, 311911337352, 0, 0], [0, 0, 0, -337035535426], [-6296180631788, 0, 0, 0], [0, 71827984800, 0, 71827984800], [0, 0, 5633753422534, 0], [0, -43466048640, 0, 43466048640], [-8415799498980, 0, 8415799498980, 0], [-9170182648080, 0, -9170182648080, 0], [0, 0, -11633547737756, 0], [0, 0, 0, 73371559734], [2923077039352, 0, 0, 0], [9066452569200, 0, -9066452569200, 0], [0, -176347323360, 0, -176347323360], [0, 0, 14340380246354, 0], [0, 0, 0, -408052216736], [6059163493980, 0, -6059163493980, 0], [0, 655167688592, 0, 0], [0, -644427065520, 0, 644427065520], [-10995716662508, 0, 0, 0], [0, -184650628320, 0, -184650628320], [6769950615540, 0, 6769950615540, 0], [0, -793898875598, 0, 0], [0, 0, 1027454495074, 0], [0, -611185927680, 0, 611185927680], [6557757576480, 0, 6557757576480, 0], [0, 1417087835212, 0, 0], [0, 0, 19415681415884, 0], [0, 0, 0, -994758268546], [17438323939920, 0, -17438323939920, 0], [0, -563297689080, 0, -563297689080], [10112225797620, 0, 10112225797620, 0], [0, -1484799562778, 0, 0], [-18380998260900, 0, 18380998260900, 0], [0, -266115785760, 0, -266115785760], [0, 0, 12440074642504, 0], [0, -1129786898760, 0, 1129786898760], [7145598656880, 0, -7145598656880, 0], [0, -39225869640, 0, -39225869640], [0, -1079875760858, 0, 0], [0, 0, 0, 1234365977244], [-8681875774740, 0, 8681875774740, 0], [0, -999348165720, 0, -999348165720], [0, 51809679252, 0, 0], [0, 0, 0, 1395696993274], [52379163574112, 0, 0, 0], [1026661746240, 0, -1026661746240, 0]], 'char_orbit_index': 5, 'field_poly': [1849, 0, 0, 0, 1], 'hecke_orbit_code': 13511073927790667, 'hecke_ring_character_values': [[26, [-1, 0, 0, 0]], [52, [0, 0, -1, 0]]], 'hecke_ring_cyclotomic_generator': 0, 'hecke_ring_denominators': [1, 1, 43, 43], 'hecke_ring_inverse_denominators': [1, 3, 1, 3], 'hecke_ring_inverse_numerators': [[1, 0, 0, 0], [0, 1, 0, 0], [0, 0, 43, 0], [0, 0, 0, 43]], 'hecke_ring_numerators': [[1, 0, 0, 0], [0, 3, 0, 0], [0, 0, 1, 0], [0, 0, 0, 3]], 'hecke_ring_power_basis': False, 'hecke_ring_rank': 4, 'label': '75.10.e.d', 'level': 75, 'maxp': 997, 'weight': 10}

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

{'Nk2': 7500, 'analytic_conductor': 38.62768771229049, 'char_conductor': 15, 'char_degree': 2, 'char_is_real': False, 'char_orbit_index': 5, 'char_orbit_label': 'e', 'char_order': 4, 'char_parity': 1, 'char_values': [75, 4, [26, 52], [2, 1]], 'conrey_index': 32, 'cusp_dim': 168, 'dim': 104, 'eis_dim': 24, 'eis_new_dim': 8, 'hecke_cutter_primes': [2, 7], 'hecke_orbit_code': 275045679179, 'hecke_orbit_dims': [4, 4, 4, 4, 8, 32, 48], 'label': '75.10.e', 'level': 75, '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': [3, 5], 'level_radical': 15, 'mf_dim': 192, 'mf_new_dim': 112, 'num_forms': 7, 'prim_orbit_index': 5, 'relative_dim': 52, 'sturm_bound': 100, 'trace_bound': 6, 'trace_display': [0, 150, 0, 9760], 'traces': [104, 0, 150, 0, 0, 9084, 9760, 0, 0, 0, 0, -191940, -114260, 0, 0, -5661328, 0, -994800, 0, 0, -1184436, -308260, 0, 0, 0, 0, -4786830, 12953300, 0, 0, -8821952, 0, -19638120, 0, 0, 101033628, 35578660, 0, 0, 0, 0, -46648260, 118721020, 0, 0, -6290072, 0, -275395140, 0, 0, 252102264, 157103680, 0, 0, 0, 0, -48163500, 209634300, 0, 0, 291515608, 0, -89858580, 0, 0, -493527900, -153311540, 0, 0, 0, 0, 1534046760, -628070360, 0, 0, 3547891656, 0, 403337880, 0, 0, -1980657756, -4138031440, 0, 0, 0, 0, 2878139760, 595851300, 0, 0, 7018496848, 0, 293672640, 0, 0, -14700037908, -3987642200, 0, 0, 0, 0, 8899641600, 4813078720, 0, 0, 4232204848, 0, -10814976540, 0, 0, -13756864716, -18752487620, 0, 0, 0, 0, 15218145240, 18685802700, 0, 0, 14129486664, 0, -19252240680, 0, 0, -38551423800, -23799011000, 0, 0, 0, 0, 40195310700, 32265974520, 0, 0, 73375459776, 0, -50293893960, 0, 0, -17250702636, -59268821320, 0, 0, 0, 0, 57217839330, 64719650120, 0, 0, 99644381848, 0, -46681263660, 0, 0, -183387686256, -85056534500, 0, 0, 0, 0, 152041394160, 71216652820, 0, 0, 162390510208, 0, -90989483460, 0, 0, -157188113532, -222555004520, 0, 0, 0, 0, 153657681420, 48344679000, 0, 0, 224185643128, 0, -49990495380, 0, 0, -478956046032, -193714538320, 0, 0, 0, 0, 320684429700, 33606418000, 0, 0, 664834933552, 0, -141545896500, 0, 0, -175291093296, -245044008100, 0, 0, 0, 0, 253884540180, 300038091520, 0, 0, 350177033728, 0, -135759074340, 0, 0, -153245355552, -241480020520, 0, 0, 0, 0, 203642569920, 168760092280, 0, 0, 111409619968, 0, -323288705520, 0, 0, -127413835800, -248301668340, 0, 0, 0, 0, 64500155220, 185264812360, 0, 0, -536862759992, 0, -91677742650, 0, 0, -398600489100, 171943408440, 0, 0, 0, 0, -138887284020, 116022753800, 0, 0, -1352779685680, 0, -196218601680, 0, 0, -210819429000, -163054324180, 0, 0, 0, 0, -86062499820, 194018811440, 0, 0, 1461993879088, 0, 245710988100, 0, 0, 780117399312, 118742325700, 0, 0, 0, 0, -665558764920, -735888457580, 0, 0, 121764389600, 0, 825571307400, 0, 0, 1382758816524, 1981141511260, 0, 0, 0, 0, -584604719280, -944319631500, 0, 0, -2416048455392, 0, 1146847253100, 0, 0, 2759544025788, 296545463140, 0, 0, 0, 0, -1762278569760, -1100413814000, 0, 0, -1583187831864, 0, 1130225163000, 0, 0, -232842667776, 1830737759840, 0, 0, 0, 0, -1160955510840, -2973906601200, 0, 0, 139603711528, 0, 1754654472480, 0, 0, 1953765519984, 2536745477080, 0, 0, 0, 0, -2876994444240, -1120060360800, 0, 0, -8040153965192, 0, 1049193005340, 0, 0, 4115224913004, 2646156820220, 0, 0, 0, 0, -2088683122380, 705696853500, 0, 0, 1152717257912, 0, 2248834427010, 0, 0, 7714865917608, 1819621512040, 0, 0, 0, 0, -5458069104600, -3085558849940, 0, 0, -6692545520424, 0, -776790052740, 0, 0, 1268839004244, 7679891881160, 0, 0, 0, 0, -1838679822480, 2248263986180, 0, 0, -5688556108712, 0, 1611380712840, 0, 0, 7207496976300, -708095613020, 0, 0, 0, 0, -3793611106200, -2171727263440, 0, 0, -2300977938600, 0, -1047811984680, 0, 0, -2838169928016, -353393661740, 0, 0, 0, 0, 1390538454180, 134054780400, 0, 0, -427537516832, 0, 3180492128220, 0, 0, 1030307366400, 322177493600, 0, 0, 0, 0, 1033371978300, -2762214931400, 0, 0, -4560120990864, 0, -3058172659140, 0, 0, -10800500580552, -2303452562320, 0, 0, 0, 0, 5736654681600, 3308368639100, 0, 0, 6982730514200, 0, 3192808095480, 0, 0, -5976033999564, -7529424614960, 0, 0, 0, 0, 3097240073640, -6039256516160, 0, 0, 25602898045528, 0, -3906877165440, 0, 0, -5264684932836, -4099435376580, 0, 0, 0, 0, 10650098663220, 14841376734600, 0, 0, 4022126511688, 0, 1828769257620, 0, 0, -8287536767076, -16570989205880, 0, 0, 0, 0, 11135745764400, 920531528640, 0, 0, 27755682208984, 0, -20650262146440, 0, 0, -12183488859756, -4413673049500, 0, 0, 0, 0, 14908847167770, 12695491935500, 0, 0, 16225685469568, 0, -497266791660, 0, 0, -36731270701176, -15413807472040, 0, 0, 0, 0, 5980886049780, -4390859934860, 0, 0, -15182017640792, 0, -18895664687940, 0, 0, -18782868425400, -15273977903280, 0, 0, 0, 0, 15885596679660, 35548666150500, 0, 0, 42070437358408, 0, 2147856229380, 0, 0, 24187767925200, -15041948770220, 0, 0, 0, 0, 15022088631120, 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17996033598340, 0, 0, 0, 0, 162260748054000, -80716917521080, 0, 0, 323193883933296, 0, -184771593589680, 0, 0, -14482936290336, -229446900626860, 0, 0, 0, 0, 88024268926860, 69171842846700, 0, 0, 267239475466416, 0, -55595191409220, 0, 0, -836380698955200, -219102524164040, 0, 0, 0, 0, 119681640995640, 210303349730000, 0, 0, -17103577912000, 0, -236458509247560, 0, 0, 457809839120604, -31607419975560, 0, 0, 0, 0, 169519980755040, 93989948412600, 0, 0, 378154945952592, 0, -107175193498020, 0, 0, -720090390962400, -201293326693040, 0, 0, 0, 0, 144045744704820, 38265418355400, 0, 0, -371472388021376, 0, -222216045394920, 0, 0, -309612927937752, -199539446491540, 0, 0, 0, 0, 159622102843380, 552895164590400, 0, 0, 755228249760088, 0, -156579915210720, 0, 0, 289136861092332, -81107094579620, 0, 0, 0], 'weight': 10, '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: 65249
{'conductor': 5, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 5, 'source_dim': 4, 'source_hecke_orbit': 4, 'source_is_minimal': True, 'source_label': '75.10.e.d', 'source_level': 75, 'target_char_orbit': 5, 'target_dim': 4, 'target_hecke_orbit': 1, 'target_is_minimal': True, 'target_label': '75.10.e.a', 'target_level': 75, 'twist_class_label': '75.10.e.a', 'twist_class_level': 75, 'twisting_char_label': '5.b', 'twisting_char_orbit': 2, 'weight': 10}
id: 65250
{'conductor': 5, 'degree': 2, 'multiplicity': 1, 'order': 4, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 5, 'source_dim': 4, 'source_hecke_orbit': 4, 'source_is_minimal': True, 'source_label': '75.10.e.d', 'source_level': 75, 'target_char_orbit': 5, 'target_dim': 4, 'target_hecke_orbit': 1, 'target_is_minimal': True, 'target_label': '75.10.e.a', 'target_level': 75, 'twist_class_label': '75.10.e.a', 'twist_class_level': 75, 'twisting_char_label': '5.c', 'twisting_char_orbit': 3, 'weight': 10}
id: 65251
{'conductor': 15, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 5, 'source_dim': 4, 'source_hecke_orbit': 4, 'source_is_minimal': True, 'source_label': '75.10.e.d', 'source_level': 75, 'target_char_orbit': 5, 'target_dim': 4, 'target_hecke_orbit': 1, 'target_is_minimal': True, 'target_label': '75.10.e.a', 'target_level': 75, 'twist_class_label': '75.10.e.a', 'twist_class_level': 75, 'twisting_char_label': '15.d', 'twisting_char_orbit': 4, 'weight': 10}
id: 65252
{'conductor': 15, 'degree': 2, 'multiplicity': 1, 'order': 4, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 5, 'source_dim': 4, 'source_hecke_orbit': 4, 'source_is_minimal': True, 'source_label': '75.10.e.d', 'source_level': 75, 'target_char_orbit': 5, 'target_dim': 4, 'target_hecke_orbit': 1, 'target_is_minimal': True, 'target_label': '75.10.e.a', 'target_level': 75, 'twist_class_label': '75.10.e.a', 'twist_class_level': 75, 'twisting_char_label': '15.e', 'twisting_char_orbit': 5, 'weight': 10}
id: 65253
{'conductor': 1, 'degree': 1, 'multiplicity': 1, 'order': 1, 'parity': 1, 'self_twist_disc': 1, 'source_char_orbit': 5, 'source_dim': 4, 'source_hecke_orbit': 4, 'source_is_minimal': True, 'source_label': '75.10.e.d', 'source_level': 75, 'target_char_orbit': 5, 'target_dim': 4, 'target_hecke_orbit': 4, 'target_is_minimal': True, 'target_label': '75.10.e.d', 'target_level': 75, 'twist_class_label': '75.10.e.a', 'twist_class_level': 75, 'twisting_char_label': '1.a', 'twisting_char_orbit': 1, 'weight': 10}
id: 65254
{'conductor': 3, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 5, 'source_dim': 4, 'source_hecke_orbit': 4, 'source_is_minimal': True, 'source_label': '75.10.e.d', 'source_level': 75, 'target_char_orbit': 5, 'target_dim': 4, 'target_hecke_orbit': 4, 'target_is_minimal': True, 'target_label': '75.10.e.d', 'target_level': 75, 'twist_class_label': '75.10.e.a', 'twist_class_level': 75, 'twisting_char_label': '3.b', 'twisting_char_orbit': 2, 'weight': 10}
id: 65255
{'conductor': 5, 'degree': 2, 'multiplicity': 1, 'order': 4, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 5, 'source_dim': 4, 'source_hecke_orbit': 4, 'source_is_minimal': True, 'source_label': '75.10.e.d', 'source_level': 75, 'target_char_orbit': 5, 'target_dim': 4, 'target_hecke_orbit': 4, 'target_is_minimal': True, 'target_label': '75.10.e.d', 'target_level': 75, 'twist_class_label': '75.10.e.a', 'twist_class_level': 75, 'twisting_char_label': '5.c', 'twisting_char_orbit': 3, 'weight': 10}
id: 65256
{'conductor': 15, 'degree': 2, 'multiplicity': 1, 'order': 4, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 5, 'source_dim': 4, 'source_hecke_orbit': 4, 'source_is_minimal': True, 'source_label': '75.10.e.d', 'source_level': 75, 'target_char_orbit': 5, 'target_dim': 4, 'target_hecke_orbit': 4, 'target_is_minimal': True, 'target_label': '75.10.e.d', 'target_level': 75, 'twist_class_label': '75.10.e.a', 'twist_class_level': 75, 'twisting_char_label': '15.e', 'twisting_char_orbit': 5, 'weight': 10}

Column	Type
charpoly_factorization	jsonb
hecke_orbit_code	bigint
p	integer

mf_hecke_charpolys • Show schema

id: 234825
{'charpoly_factorization': [[[2396304, 0, 0, 0, 1], 1]], 'hecke_orbit_code': 13511073927790667, 'p': 2}
id: 234826
{'charpoly_factorization': [[[387420489, -7085880, 64800, -360, 1], 1]], 'hecke_orbit_code': 13511073927790667, 'p': 3}
id: 234827
{'charpoly_factorization': [[[0, 1], 4]], 'hecke_orbit_code': 13511073927790667, 'p': 5}
id: 234828
{'charpoly_factorization': [[[79380000, 12600, 1], 2]], 'hecke_orbit_code': 13511073927790667, 'p': 7}
id: 234829
{'charpoly_factorization': [[[100310400, 0, 1], 2]], 'hecke_orbit_code': 13511073927790667, 'p': 11}
id: 234830
{'charpoly_factorization': [[[25882675200, -227520, 1], 2]], 'hecke_orbit_code': 13511073927790667, 'p': 13}
id: 234831
{'charpoly_factorization': [[[122416538862284612262144, 0, 0, 0, 1], 1]], 'hecke_orbit_code': 13511073927790667, 'p': 17}
id: 234832
{'charpoly_factorization': [[[5534764816, 0, 1], 2]], 'hecke_orbit_code': 13511073927790667, 'p': 19}
id: 234833
{'charpoly_factorization': [[[7068815655574249375868304, 0, 0, 0, 1], 1]], 'hecke_orbit_code': 13511073927790667, 'p': 23}
id: 234834
{'charpoly_factorization': [[[-31569789398400, 0, 1], 2]], 'hecke_orbit_code': 13511073927790667, 'p': 29}
id: 234835
{'charpoly_factorization': [[[1729928, 1], 4]], 'hecke_orbit_code': 13511073927790667, 'p': 31}
id: 234836
{'charpoly_factorization': [[[66205984780800, 11507040, 1], 2]], 'hecke_orbit_code': 13511073927790667, 'p': 37}
id: 234837
{'charpoly_factorization': [[[238205200982400, 0, 1], 2]], 'hecke_orbit_code': 13511073927790667, 'p': 41}
id: 234838
{'charpoly_factorization': [[[1187725564980000, -48738600, 1], 2]], 'hecke_orbit_code': 13511073927790667, 'p': 43}
id: 234839
{'charpoly_factorization': [[[24280824082676737522385134224, 0, 0, 0, 1], 1]], 'hecke_orbit_code': 13511073927790667, 'p': 47}
id: 234840
{'charpoly_factorization': [[[10436767898274839947051370778624, 0, 0, 0, 1], 1]], 'hecke_orbit_code': 13511073927790667, 'p': 53}
id: 234841
{'charpoly_factorization': [[[-10834972584969600, 0, 1], 2]], 'hecke_orbit_code': 13511073927790667, 'p': 59}
id: 234842
{'charpoly_factorization': [[[-15186242, 1], 4]], 'hecke_orbit_code': 13511073927790667, 'p': 61}
id: 234843
{'charpoly_factorization': [[[5154142021639200, -101529720, 1], 2]], 'hecke_orbit_code': 13511073927790667, 'p': 67}
id: 234844
{'charpoly_factorization': [[[1822102705497600, 0, 1], 2]], 'hecke_orbit_code': 13511073927790667, 'p': 71}
id: 234845
{'charpoly_factorization': [[[3169825072243200, 79621920, 1], 2]], 'hecke_orbit_code': 13511073927790667, 'p': 73}
id: 234846
{'charpoly_factorization': [[[39596154100254976, 0, 1], 2]], 'hecke_orbit_code': 13511073927790667, 'p': 79}
id: 234847
{'charpoly_factorization': [[[447670504715716375587146016144, 0, 0, 0, 1], 1]], 'hecke_orbit_code': 13511073927790667, 'p': 83}
id: 234848
{'charpoly_factorization': [[[-572733849157977600, 0, 1], 2]], 'hecke_orbit_code': 13511073927790667, 'p': 89}
id: 234849
{'charpoly_factorization': [[[1297769534770291200, -1611067680, 1], 2]], 'hecke_orbit_code': 13511073927790667, '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': 5, 'hecke_orbit': 4, 'label': '75.10.e.d', 'level': 75, 'portrait': 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', 'weight': 10}

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: 36563737
{'hecke_orbit_code': 13511073927790667, 'n': 1, 'trace_an': 4}
id: 36563738
{'hecke_orbit_code': 13511073927790667, 'n': 2, 'trace_an': 0}
id: 36563739
{'hecke_orbit_code': 13511073927790667, 'n': 3, 'trace_an': 360}
id: 36563740
{'hecke_orbit_code': 13511073927790667, 'n': 4, 'trace_an': 0}
id: 36563741
{'hecke_orbit_code': 13511073927790667, 'n': 5, 'trace_an': 0}
id: 36563742
{'hecke_orbit_code': 13511073927790667, 'n': 6, 'trace_an': 9288}
id: 36563743
{'hecke_orbit_code': 13511073927790667, 'n': 7, 'trace_an': -25200}
id: 36563744
{'hecke_orbit_code': 13511073927790667, 'n': 8, 'trace_an': 0}
id: 36563745
{'hecke_orbit_code': 13511073927790667, 'n': 9, 'trace_an': 0}
id: 36563746
{'hecke_orbit_code': 13511073927790667, 'n': 10, 'trace_an': 0}
id: 36563747
{'hecke_orbit_code': 13511073927790667, 'n': 11, 'trace_an': 0}
id: 36563748
{'hecke_orbit_code': 13511073927790667, 'n': 12, 'trace_an': -372960}
id: 36563749
{'hecke_orbit_code': 13511073927790667, 'n': 13, 'trace_an': 455040}
id: 36563750
{'hecke_orbit_code': 13511073927790667, 'n': 14, 'trace_an': 0}
id: 36563751
{'hecke_orbit_code': 13511073927790667, 'n': 15, 'trace_an': 0}
id: 36563752
{'hecke_orbit_code': 13511073927790667, 'n': 16, 'trace_an': -1122880}
id: 36563753
{'hecke_orbit_code': 13511073927790667, 'n': 17, 'trace_an': 0}
id: 36563754
{'hecke_orbit_code': 13511073927790667, 'n': 18, 'trace_an': 1671840}
id: 36563755
{'hecke_orbit_code': 13511073927790667, 'n': 19, 'trace_an': 0}
id: 36563756
{'hecke_orbit_code': 13511073927790667, 'n': 20, 'trace_an': 0}
id: 36563757
{'hecke_orbit_code': 13511073927790667, 'n': 21, 'trace_an': -4536000}
id: 36563758
{'hecke_orbit_code': 13511073927790667, 'n': 22, 'trace_an': 1114560}
id: 36563759
{'hecke_orbit_code': 13511073927790667, 'n': 23, 'trace_an': 0}
id: 36563760
{'hecke_orbit_code': 13511073927790667, 'n': 24, 'trace_an': 0}
id: 36563761
{'hecke_orbit_code': 13511073927790667, 'n': 25, 'trace_an': 0}
id: 36563762
{'hecke_orbit_code': 13511073927790667, 'n': 26, 'trace_an': 0}
id: 36563763
{'hecke_orbit_code': 13511073927790667, 'n': 27, 'trace_an': -2070360}
id: 36563764
{'hecke_orbit_code': 13511073927790667, 'n': 28, 'trace_an': -26107200}
id: 36563765
{'hecke_orbit_code': 13511073927790667, 'n': 29, 'trace_an': 0}
id: 36563766
{'hecke_orbit_code': 13511073927790667, 'n': 30, 'trace_an': 0}
id: 36563767
{'hecke_orbit_code': 13511073927790667, 'n': 31, 'trace_an': -6919712}
id: 36563768
{'hecke_orbit_code': 13511073927790667, 'n': 32, 'trace_an': 0}
id: 36563769
{'hecke_orbit_code': 13511073927790667, 'n': 33, 'trace_an': -1671840}
id: 36563770
{'hecke_orbit_code': 13511073927790667, 'n': 34, 'trace_an': 0}
id: 36563771
{'hecke_orbit_code': 13511073927790667, 'n': 35, 'trace_an': 0}
id: 36563772
{'hecke_orbit_code': 13511073927790667, 'n': 36, 'trace_an': -52699248}
id: 36563773
{'hecke_orbit_code': 13511073927790667, 'n': 37, 'trace_an': -23014080}
id: 36563774
{'hecke_orbit_code': 13511073927790667, 'n': 38, 'trace_an': 0}
id: 36563775
{'hecke_orbit_code': 13511073927790667, 'n': 39, 'trace_an': 0}
id: 36563776
{'hecke_orbit_code': 13511073927790667, 'n': 40, 'trace_an': 0}
id: 36563777
{'hecke_orbit_code': 13511073927790667, 'n': 41, 'trace_an': 0}
id: 36563778
{'hecke_orbit_code': 13511073927790667, 'n': 42, 'trace_an': -58514400}
id: 36563779
{'hecke_orbit_code': 13511073927790667, 'n': 43, 'trace_an': 97477200}
id: 36563780
{'hecke_orbit_code': 13511073927790667, 'n': 44, 'trace_an': 0}
id: 36563781
{'hecke_orbit_code': 13511073927790667, 'n': 45, 'trace_an': 0}
id: 36563782
{'hecke_orbit_code': 13511073927790667, 'n': 46, 'trace_an': 256615056}
id: 36563783
{'hecke_orbit_code': 13511073927790667, 'n': 47, 'trace_an': 0}
id: 36563784
{'hecke_orbit_code': 13511073927790667, 'n': 48, 'trace_an': -101059200}
id: 36563785
{'hecke_orbit_code': 13511073927790667, 'n': 49, 'trace_an': 0}
id: 36563786
{'hecke_orbit_code': 13511073927790667, 'n': 50, 'trace_an': 0}
id: 36563787
{'hecke_orbit_code': 13511073927790667, 'n': 51, 'trace_an': -139635792}
id: 36563788
{'hecke_orbit_code': 13511073927790667, 'n': 52, 'trace_an': -471421440}
id: 36563789
{'hecke_orbit_code': 13511073927790667, 'n': 53, 'trace_an': 0}
id: 36563790
{'hecke_orbit_code': 13511073927790667, 'n': 54, 'trace_an': 0}
id: 36563791
{'hecke_orbit_code': 13511073927790667, 'n': 55, 'trace_an': 0}
id: 36563792
{'hecke_orbit_code': 13511073927790667, 'n': 56, 'trace_an': 0}
id: 36563793
{'hecke_orbit_code': 13511073927790667, 'n': 57, 'trace_an': 26782560}
id: 36563794
{'hecke_orbit_code': 13511073927790667, 'n': 58, 'trace_an': -625268160}
id: 36563795
{'hecke_orbit_code': 13511073927790667, 'n': 59, 'trace_an': 0}
id: 36563796
{'hecke_orbit_code': 13511073927790667, 'n': 60, 'trace_an': 0}
id: 36563797
{'hecke_orbit_code': 13511073927790667, 'n': 61, 'trace_an': 60744968}
id: 36563798
{'hecke_orbit_code': 13511073927790667, 'n': 62, 'trace_an': 0}
id: 36563799
{'hecke_orbit_code': 13511073927790667, 'n': 63, 'trace_an': -320468400}
id: 36563800
{'hecke_orbit_code': 13511073927790667, 'n': 64, 'trace_an': 0}
id: 36563801
{'hecke_orbit_code': 13511073927790667, 'n': 65, 'trace_an': 0}
id: 36563802
{'hecke_orbit_code': 13511073927790667, 'n': 66, 'trace_an': 200620800}
id: 36563803
{'hecke_orbit_code': 13511073927790667, 'n': 67, 'trace_an': 203059440}
id: 36563804
{'hecke_orbit_code': 13511073927790667, 'n': 68, 'trace_an': 0}
id: 36563805
{'hecke_orbit_code': 13511073927790667, 'n': 69, 'trace_an': 0}
id: 36563806
{'hecke_orbit_code': 13511073927790667, 'n': 70, 'trace_an': 0}
id: 36563807
{'hecke_orbit_code': 13511073927790667, 'n': 71, 'trace_an': 0}
id: 36563808
{'hecke_orbit_code': 13511073927790667, 'n': 72, 'trace_an': -876044160}
id: 36563809
{'hecke_orbit_code': 13511073927790667, 'n': 73, 'trace_an': -159243840}
id: 36563810
{'hecke_orbit_code': 13511073927790667, 'n': 74, 'trace_an': 0}
id: 36563811
{'hecke_orbit_code': 13511073927790667, 'n': 75, 'trace_an': 0}
id: 36563812
{'hecke_orbit_code': 13511073927790667, 'n': 76, 'trace_an': 308297024}
id: 36563813
{'hecke_orbit_code': 13511073927790667, 'n': 77, 'trace_an': 0}
id: 36563814
{'hecke_orbit_code': 13511073927790667, 'n': 78, 'trace_an': 1056602880}
id: 36563815
{'hecke_orbit_code': 13511073927790667, 'n': 79, 'trace_an': 0}
id: 36563816
{'hecke_orbit_code': 13511073927790667, 'n': 80, 'trace_an': 0}
id: 36563817
{'hecke_orbit_code': 13511073927790667, 'n': 81, 'trace_an': 255905244}
id: 36563818
{'hecke_orbit_code': 13511073927790667, 'n': 82, 'trace_an': -1717536960}
id: 36563819
{'hecke_orbit_code': 13511073927790667, 'n': 83, 'trace_an': 0}
id: 36563820
{'hecke_orbit_code': 13511073927790667, 'n': 84, 'trace_an': 0}
id: 36563821
{'hecke_orbit_code': 13511073927790667, 'n': 85, 'trace_an': 0}
id: 36563822
{'hecke_orbit_code': 13511073927790667, 'n': 86, 'trace_an': 0}
id: 36563823
{'hecke_orbit_code': 13511073927790667, 'n': 87, 'trace_an': -937902240}
id: 36563824
{'hecke_orbit_code': 13511073927790667, 'n': 88, 'trace_an': 584029440}
id: 36563825
{'hecke_orbit_code': 13511073927790667, 'n': 89, 'trace_an': 0}
id: 36563826
{'hecke_orbit_code': 13511073927790667, 'n': 90, 'trace_an': 0}
id: 36563827
{'hecke_orbit_code': 13511073927790667, 'n': 91, 'trace_an': -5733504000}
id: 36563828
{'hecke_orbit_code': 13511073927790667, 'n': 92, 'trace_an': 0}
id: 36563829
{'hecke_orbit_code': 13511073927790667, 'n': 93, 'trace_an': -622774080}
id: 36563830
{'hecke_orbit_code': 13511073927790667, 'n': 94, 'trace_an': 0}
id: 36563831
{'hecke_orbit_code': 13511073927790667, 'n': 95, 'trace_an': 0}
id: 36563832
{'hecke_orbit_code': 13511073927790667, 'n': 96, 'trace_an': -115468416}
id: 36563833
{'hecke_orbit_code': 13511073927790667, 'n': 97, 'trace_an': 3222135360}
id: 36563834
{'hecke_orbit_code': 13511073927790667, 'n': 98, 'trace_an': 0}
id: 36563835
{'hecke_orbit_code': 13511073927790667, 'n': 99, 'trace_an': 0}
id: 36563836
{'hecke_orbit_code': 13511073927790667, '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.