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Label Polynomial Discriminant Galois group Class group
16.0.117033789351264256.3 x16 - 6x15 + 16x14 - 30x13 + 60x12 - 122x11 + 204x10 - 304x9 + 466x8 - 660x7 + 742x6 - 680x5 + 607x4 - 540x3 + 372x2 - 154x + 29 \( 2^{24}\cdot 17^{8} \) $C_2^2.SD_{16}$ (as 16T163) Trivial
16.0.1866675593471230161.1 x16 - 5x15 + 8x14 - 11x13 + 31x12 - 34x11 + 14x10 - 61x9 + 76x8 - 54x7 + 84x6 - 24x5 + 24x4 - 18x3 - 9x + 9 \( 3^{12}\cdot 37^{8} \) $C_2^2.SD_{16}$ (as 16T163) Trivial
16.0.4611686018427387904.3 x16 - 8x15 + 32x14 - 80x13 + 144x12 - 224x11 + 328x10 - 432x9 + 494x8 - 496x7 + 456x6 - 384x5 + 280x4 - 160x3 + 64x2 - 16x + 2 \( 2^{62} \) $C_2^2.SD_{16}$ (as 16T163) Trivial
16.0.4611686018427387904.5 x16 - 8x15 + 40x14 - 136x13 + 356x12 - 728x11 + 1208x10 - 1624x9 + 1800x8 - 1624x7 + 1192x6 - 696x5 + 312x4 - 104x3 + 24x2 - 8x + 5 \( 2^{62} \) $C_2^2.SD_{16}$ (as 16T163) Trivial
16.0.101881126126588011921.1 x16 - 6x15 + 21x14 - 45x13 + 52x12 - 3x11 - 123x10 + 234x9 - 159x8 - 174x7 + 675x6 - 1167x5 + 1471x4 - 1254x3 + 711x2 - 210x + 25 \( 3^{12}\cdot 61^{8} \) $C_2^2.SD_{16}$ (as 16T163) Trivial
16.0.295147905179352825856.3 x16 + 8x14 + 28x12 + 56x10 + 74x8 + 72x6 + 20x4 - 40x2 + 9 \( 2^{68} \) $C_2^2.SD_{16}$ (as 16T163) Trivial
16.0.295147905179352825856.5 x16 - 8x14 + 28x12 - 56x10 + 74x8 - 72x6 + 20x4 + 40x2 + 9 \( 2^{68} \) $C_2^2.SD_{16}$ (as 16T163) Trivial
16.0.864576140260219140625.1 x16 - x15 - 3x14 + 16x13 - 29x11 + 136x10 + 106x9 - 439x8 - 393x7 + 355x6 + 311x5 - 185x4 + 36x3 + 398x2 + 259x + 49 \( 5^{8}\cdot 19^{12} \) $C_2^2.SD_{16}$ (as 16T163) Trivial (GRH)
16.0.2555478887462114090409.5 x16 + 2x14 + 19x12 + 215x10 + 1561x8 + 5054x6 + 8179x4 + 6329x2 + 1849 \( 3^{12}\cdot 37^{10} \) $C_2^2.SD_{16}$ (as 16T163) $[4]$ (GRH)
16.0.4229909006359687890625.1 x16 - 8x15 + 42x14 - 154x13 + 440x12 - 1002x11 + 1844x10 - 2752x9 + 3246x8 - 2918x7 + 1975x6 - 1035x5 + 483x4 - 237x3 + 109x2 - 34x + 5 \( 5^{8}\cdot 101^{8} \) $C_2^2.SD_{16}$ (as 16T163) Trivial
16.0.4229909006359687890625.3 x16 - 8x15 + 38x14 - 126x13 + 321x12 - 652x11 + 1115x10 - 1648x9 + 2235x8 - 2792x7 + 3341x6 - 3586x5 + 3608x4 - 2978x3 + 2151x2 - 1020x + 355 \( 5^{8}\cdot 101^{8} \) $C_2^2.SD_{16}$ (as 16T163) Trivial (GRH)
16.0.21614403506505478515625.4 x16 - 6x15 + 4x14 + 60x13 - 192x12 + 116x11 + 540x10 - 1487x9 + 2264x8 - 3856x7 + 6890x6 - 7933x5 + 4783x4 - 3080x3 + 6731x2 - 8087x + 3541 \( 5^{10}\cdot 19^{12} \) $C_2^2.SD_{16}$ (as 16T163) $[4]$ (GRH)
16.0.50787142148496295121281.1 x16 - 3x15 + 13x14 - 43x13 + 87x12 - 209x11 + 532x10 - 903x9 + 1142x8 - 1179x7 + 1433x6 - 1172x5 + 864x4 - 241x3 + 140x2 - 48x + 9 \( 13^{8}\cdot 53^{8} \) $C_2^2.SD_{16}$ (as 16T163) Trivial (GRH)
16.0.50787142148496295121281.3 x16 - 3x15 + 2x14 + 4x13 - 2x12 + x11 + 28x9 + 16x8 - 77x7 + 104x6 + 57x5 + 34x4 - 21x3 + 180x2 + 216x + 81 \( 13^{8}\cdot 53^{8} \) $C_2^2.SD_{16}$ (as 16T163) Trivial (GRH)
16.0.105747725158992197265625.1 x16 + 9x14 + 19x12 + 16x10 + 35x8 + 16x6 + 19x4 + 9x2 + 1 \( 5^{10}\cdot 101^{8} \) $C_2^2.SD_{16}$ (as 16T163) $[4]$ (GRH)
16.0.156381544652244701169601.2 x16 - x15 - x14 - 7x13 - 3x12 + 20x11 + 128x10 + 350x9 + 596x8 + 1057x7 + 1434x6 + 1382x5 + 1274x4 + 997x3 + 478x2 + 117x + 13 \( 13^{8}\cdot 61^{8} \) $C_2^2.SD_{16}$ (as 16T163) Trivial (GRH)
16.0.156381544652244701169601.4 x16 + 13x14 + 71x12 + 234x10 + 547x8 + 910x6 + 938x4 + 468x2 + 81 \( 13^{8}\cdot 61^{8} \) $C_2^2.SD_{16}$ (as 16T163) Trivial (GRH)
16.0.166101760110563345913601.1 x16 - 3x15 + 10x14 - 26x13 + 11x12 + 78x11 - 95x10 - 154x9 + 540x8 - 449x7 + 25x6 - 460x5 + 573x4 + 29x3 + 291x2 - 209x + 51 \( 17^{8}\cdot 47^{8} \) $C_2^2.SD_{16}$ (as 16T163) $[5]$ (GRH)
16.0.379099670317033992358041.5 x16 - 8x15 + 32x14 - 84x13 + 191x12 - 418x11 + 1144x10 - 2937x9 + 4567x8 - 3528x7 - 4016x6 + 14875x5 - 2581x4 - 19272x3 + 35864x2 - 23830x + 53971 \( 3^{12}\cdot 61^{10} \) $C_2^2.SD_{16}$ (as 16T163) $[4]$ (GRH)
16.0.446012924483368791310336.1 x16 - 2x14 + 21x12 - 50x10 + 356x8 + 362x6 + 1893x4 + 1274x2 + 2401 \( 2^{24}\cdot 113^{8} \) $C_2^2.SD_{16}$ (as 16T163) $[15]$ (GRH)
16.0.625307362087580183568001.1 x16 - x15 - 6x14 + 14x13 + 17x12 - 50x11 - 41x10 - 8x9 + 6x8 + 71x7 - 449x6 + 410x5 + 2301x4 + 1587x3 + 653x2 - 4921x + 3107 \( 23^{8}\cdot 41^{8} \) $C_2^2.SD_{16}$ (as 16T163) $[3]$ (GRH)
16.0.843842771347424502531361.2 x16 - 2x15 + 14x13 + 13x12 + 56x11 + 159x10 + 340x9 + 982x8 + 3130x7 + 7837x6 + 13910x5 + 18208x4 + 17400x3 + 12032x2 + 5600x + 1472 \( 11^{8}\cdot 89^{8} \) $C_2^2.SD_{16}$ (as 16T163) Trivial (GRH)
16.0.861754256028993434290561.1 x16 - 12x14 + 28x12 - 21x10 + 1064x8 - 3381x6 + 1876x4 - 2420x2 + 14641 \( 7^{12}\cdot 53^{8} \) $C_2^2.SD_{16}$ (as 16T163) Trivial (GRH)
16.0.2643693128974804931640625.16 x16 - 7x15 + 11x14 + 40x13 - 140x12 - 82x11 + 864x10 - 302x9 - 2285x8 + 2650x7 + 1856x6 - 8412x5 + 4416x4 + 13495x3 - 12885x2 - 9400x + 10805 \( 5^{12}\cdot 101^{8} \) $C_2^2.SD_{16}$ (as 16T163) $[2, 2]$ (GRH)
16.0.2832629623265327154715681.1 x16 - 8x15 + 22x14 - 14x13 - 56x12 + 154x11 - 137x10 - 107x9 + 518x8 - 880x7 + 1023x6 - 913x5 + 725x4 - 512x3 + 112x2 + 72x + 16 \( 17^{8}\cdot 67^{8} \) $C_2^2.SD_{16}$ (as 16T163) $[5]$ (GRH)
16.0.4113758514028199904823761.1 x16 - 5x15 + 11x14 + 13x13 - 72x12 + 154x11 - 25x10 - 171x9 + 1583x8 - 1528x7 - 953x6 + 6684x5 - 73x4 + 1625x3 + 8110x2 + 496x + 269 \( 3^{4}\cdot 13^{8}\cdot 53^{8} \) $C_2^2.SD_{16}$ (as 16T163) $[2]$ (GRH)
16.0.6810271162553824314519361.1 x16 - 8x15 + 24x14 - 28x13 + 102x12 - 612x11 + 1852x10 - 3364x9 + 3849x8 - 2516x7 + 628x6 + 144x5 + 851x4 - 1830x3 + 433x2 + 474x + 67 \( 31^{8}\cdot 41^{8} \) $C_2^2.SD_{16}$ (as 16T163) $[3]$ (GRH)
16.0.7136206791733900660965376.1 x16 + 23x14 + 200x12 + 835x10 + 1757x8 + 1824x6 + 852x4 + 140x2 + 4 \( 2^{28}\cdot 113^{8} \) $C_2^2.SD_{16}$ (as 16T163) $[7]$ (GRH)
16.0.8583027023095873875496489.7 x16 - 8x15 + 46x14 - 182x13 + 625x12 - 1748x11 + 4521x10 - 9966x9 + 20478x8 - 35624x7 + 56302x6 - 72839x5 + 81644x4 - 70111x3 + 47477x2 - 20616x + 5463 \( 13^{10}\cdot 53^{8} \) $C_2^2.SD_{16}$ (as 16T163) $[2]$ (GRH)
16.0.11023665190835148548573041.2 x16 - 5x15 + 21x14 - 64x13 + 193x12 - 630x11 + 1539x10 - 3879x9 + 6842x8 - 9035x7 + 16285x6 - 10912x5 + 21963x4 - 9330x3 + 20571x2 + 575x + 13225 \( 11^{12}\cdot 37^{8} \) $C_2^2.SD_{16}$ (as 16T163) $[2]$ (GRH)
16.0.17876432388376151935981441.1 x16 - 9x14 + 114x12 - 444x10 + 2099x8 + 2853x6 + 17403x4 + 27078x2 + 94249 \( 13^{8}\cdot 23^{12} \) $C_2^2.SD_{16}$ (as 16T163) $[3]$ (GRH)
16.0.26428481046229354497662569.5 x16 - 3x15 - x14 + 19x13 - 47x12 + 21x11 + 93x10 - 121x9 + 184x8 - 404x7 + 115x6 + 431x5 - 140x4 - 2061x3 + 5706x2 - 5805x + 2025 \( 13^{10}\cdot 61^{8} \) $C_2^2.SD_{16}$ (as 16T163) $[4]$ (GRH)
16.8.27752432990725912250390625.1 x16 - 3x14 - 91x12 + 237x10 + 1721x8 - 6120x6 + 4090x4 + 675x2 + 25 \( 3^{8}\cdot 5^{8}\cdot 101^{8} \) $C_2^2.SD_{16}$ (as 16T163) Trivial (GRH)
16.8.27752432990725912250390625.2 x16 - x15 - 16x14 + 11x13 + 53x12 - 258x11 - 112x10 + 975x9 + 1660x8 + 1662x7 - 3679x6 - 6784x5 - 2461x4 + 2633x3 + 9313x2 + 683x - 1817 \( 3^{8}\cdot 5^{8}\cdot 101^{8} \) $C_2^2.SD_{16}$ (as 16T163) Trivial (GRH)
16.0.43149301773875176172265625.8 x16 - 4x15 + 25x14 - 90x13 + 318x12 - 766x11 + 2331x10 - 4110x9 + 9186x8 - 15286x7 + 23043x6 - 27690x5 + 47385x4 - 13369x3 + 57891x2 + 3015x + 23395 \( 5^{8}\cdot 101^{10} \) $C_2^2.SD_{16}$ (as 16T163) $[2]$ (GRH)
16.0.48003408671952806969030689.1 x16 + 21x14 + 231x12 + 482x10 + 199x8 + 46x6 + 258x4 - 28x2 + 1 \( 17^{10}\cdot 47^{8} \) $C_2^2.SD_{16}$ (as 16T163) $[2, 10]$ (GRH)
16.16.114179308667742410575446016.1 x16 - 4x15 - 34x14 + 148x13 + 311x12 - 1596x11 - 906x10 + 6856x9 + 357x8 - 13240x7 + 1452x6 + 11384x5 - 740x4 - 3792x3 - 352x2 + 48x + 4 \( 2^{32}\cdot 113^{8} \) $C_2^2.SD_{16}$ (as 16T163) Trivial (GRH)
16.0.142661082295126092995678329.1 x16 - x15 + 19x14 - 63x13 + 222x12 - 697x11 + 1948x10 - 6018x9 + 14623x8 - 26850x7 + 40454x6 - 49012x5 + 50677x4 - 43130x3 + 18971x2 - 546x + 9 \( 13^{8}\cdot 53^{10} \) $C_2^2.SD_{16}$ (as 16T163) $[4]$ (GRH)
16.0.195397579112879711966327281.1 x16 - x15 + 27x14 - 21x13 + 373x12 - 417x11 + 2998x10 - 2924x9 + 9324x8 - 10479x7 + 13730x6 - 39988x5 + 27154x4 + 108305x3 + 215491x2 + 133159x + 42529 \( 11^{12}\cdot 53^{8} \) $C_2^2.SD_{16}$ (as 16T163) Trivial (GRH)
16.0.277211316640788505600000000.1 x16 - 9x14 + 194x12 + 74x10 - 1230x8 + 265x6 + 5000x4 - 2275x2 + 625 \( 2^{16}\cdot 5^{8}\cdot 101^{8} \) $C_2^2.SD_{16}$ (as 16T163) $[16]$ (GRH)
16.0.277211316640788505600000000.2 x16 + x14 + 31x12 + 527x10 + 4629x8 + 32926x6 + 120089x4 + 204020x2 + 255025 \( 2^{16}\cdot 5^{8}\cdot 101^{8} \) $C_2^2.SD_{16}$ (as 16T163) $[36]$ (GRH)
16.0.277211316640788505600000000.3 x16 + 9x14 + 194x12 - 74x10 - 1230x8 - 265x6 + 5000x4 + 2275x2 + 625 \( 2^{16}\cdot 5^{8}\cdot 101^{8} \) $C_2^2.SD_{16}$ (as 16T163) $[10]$ (GRH)
16.16.456717234670969642301784064.1 x16 - 23x14 + 200x12 - 835x10 + 1757x8 - 1824x6 + 852x4 - 140x2 + 4 \( 2^{34}\cdot 113^{8} \) $C_2^2.SD_{16}$ (as 16T163) Trivial (GRH)
16.0.581895727651002533052085321.5 x16 - 4x15 + 5x14 + 25x13 - 308x12 + 1165x11 - 1271x10 - 4714x9 + 27762x8 - 73079x7 + 123062x6 - 144991x5 + 127502x4 - 86543x3 + 43670x2 - 14196x + 2197 \( 13^{8}\cdot 61^{10} \) $C_2^2.SD_{16}$ (as 16T163) $[2]$ (GRH)
16.0.694998991499817467531640625.1 x16 - 2x14 + 21x12 - 487x10 + 1730x8 - 40997x6 + 165759x4 + 473993x2 + 1172889 \( 5^{8}\cdot 59^{12} \) $C_2^2.SD_{16}$ (as 16T163) $[3]$ (GRH)
16.0.818629961123679547712831809.5 x16 - 2x15 - 6x14 + 13x13 - 32x12 + 32x11 + 195x10 + 50x9 + 140x8 - 2121x7 + 2844x6 - 6816x5 + 2791x4 + 6234x3 + 37680x2 - 96560x + 69904 \( 17^{10}\cdot 67^{8} \) $C_2^2.SD_{16}$ (as 16T163) $[2, 2]$ (GRH)
16.0.1051141675669222288577809681.2 x16 + 5x14 + 83x12 + 370x10 + 2535x8 + 9358x6 + 20846x4 - 6808x2 + 529 \( 23^{8}\cdot 41^{10} \) $C_2^2.SD_{16}$ (as 16T163) $[2, 6]$ (GRH)
16.0.1172430065629619555264631841.1 x16 - 2x15 - 7x14 + 25x13 + 9x12 - 149x11 - 3x10 + 624x9 - 270x8 - 2114x7 + 1503x6 + 6250x5 + 215x4 - 9923x3 + 377x2 - 391x + 3871 \( 41^{8}\cdot 59^{8} \) $C_2^2.SD_{16}$ (as 16T163) $[3]$ (GRH)
16.0.1450531566903202684958906641.12 x16 + 5x14 - 25x12 + 54x10 + 3099x8 + 25098x6 + 70814x4 + 76916x2 + 25281 \( 13^{12}\cdot 53^{8} \) $C_2^2.SD_{16}$ (as 16T163) $[2, 2]$ (GRH)
16.0.2420667705185442556922185849.5 x16 + 27x14 + 306x12 + 3960x10 + 42647x8 + 178205x6 + 591167x4 + 1204062x2 + 5248681 \( 7^{12}\cdot 53^{10} \) $C_2^2.SD_{16}$ (as 16T163) $[4]$ (GRH)
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