| 19.1.27217203547650508966391.1 |
x19 - x18 + 2x17 - 5x16 + 8x15 - 14x14 + 13x13 - 10x12 - x11 + 9x10 - 18x9 + 25x8 - 10x7 - 4x6 + 38x5 - 42x4 + 37x3 - 16x2 + 4x + 1 |
\( -\,311^{9} \) |
$D_{19}$ (as 19T2) |
Trivial
|
| 19.1.99048986760825351881639.1 |
x19 - 2x18 + 2x17 - 2x16 - 3x15 + 14x14 - 7x13 - 22x12 + 30x11 - 9x10 + 5x9 - 2x8 - 51x7 + 90x6 - 19x5 - 91x4 + 113x3 - 59x2 + 14x - 1 |
\( -\,359^{9} \) |
$D_{19}$ (as 19T2) |
Trivial
|
| 19.1.467562425055097089773569879.1 |
x19 - 5x18 + 10x17 - 5x16 + 9x15 - 42x14 + 51x13 - 6x12 - 23x11 + 4x10 - 29x9 + 112x8 - 63x7 - 147x6 + 183x5 + 15x4 - 77x3 - 17x2 + 37x + 1 |
\( -\,919^{9} \) |
$D_{19}$ (as 19T2) |
Trivial
|
| 19.1.1733003264116942402576542823.1 |
x19 + 9x17 - 10x16 + 8x15 - 45x14 + 39x13 + 7x12 + 42x11 - 36x10 - 60x9 + 9x8 + 55x7 + 63x6 + 15x5 - 88x4 - 7x3 + 27x2 + 51x + 1 |
\( -\,1063^{9} \) |
$D_{19}$ (as 19T2) |
Trivial
|
| 19.1.5121210743359411191500170799.1 |
x19 - 3x18 + 17x17 - 47x16 + 135x15 - 310x14 + 709x13 - 1319x12 + 2423x11 - 3757x10 + 5497x9 - 6561x8 + 7142x7 - 5699x6 + 4212x5 - 1490x4 + 482x3 + 408x2 - 210x + 49 |
\( -\,11^{9}\cdot 109^{9} \) |
$D_{19}$ (as 19T2) |
Trivial
|
| 19.1.47312447868976594992787109375.1 |
x19 - 6x18 + 18x17 - 22x16 - 38x15 + 219x14 - 403x13 + 380x12 - 536x11 + 1378x10 - 1608x9 + 691x8 - 1073x7 + 1881x6 - 757x5 + 716x4 - 1464x3 + 513x2 - 10x + 295 |
\( -\,5^{9}\cdot 307^{9} \) |
$D_{19}$ (as 19T2) |
Trivial
(GRH)
|
| 19.1.49578494467761916312526550343.1 |
x19 - 9x18 + 24x17 - 6x16 - 42x15 + 4x14 + 34x13 + 74x12 + 46x11 - 238x10 - 49x9 + 181x8 + 195x7 + 116x6 - 193x5 - 275x4 + 106x3 - 8x2 + 121x - 1 |
\( -\,1543^{9} \) |
$D_{19}$ (as 19T2) |
Trivial
(GRH)
|
| 19.1.101575284882268140616515967431.1 |
x19 - 5x18 + 11x17 - 10x16 + 3x15 + 3x14 - 80x13 + 481x12 - 1180x11 + 1220x10 + 888x9 - 5070x8 + 8854x7 - 9440x6 + 6893x5 - 3748x4 + 2592x3 - 2790x2 + 2673x - 1053 |
\( -\,3^{9}\cdot 557^{9} \) |
$D_{19}$ (as 19T2) |
Trivial
(GRH)
|
| 19.1.231310367559550740879663744871.1 |
x19 - 6x18 + 18x17 - 39x16 + 73x15 - 200x14 + 265x13 + 305x12 - 931x11 + 1905x10 - 5214x9 + 10284x8 - 13343x7 + 12719x6 - 8662x5 + 4443x4 - 1732x3 + 614x2 - 152x + 39 |
\( -\,1831^{9} \) |
$D_{19}$ (as 19T2) |
Trivial
(GRH)
|
| 19.1.33600614943460448322716069311260139.1 |
x19 - 38x17 + 703x15 - 228x14 - 7239x13 + 6384x12 + 39159x11 - 64068x10 - 78147x9 + 263112x8 - 144818x7 - 236892x6 + 532855x5 - 695400x4 + 696844x3 - 445968x2 + 229824x - 110592 |
\( -\,19^{27} \) |
$D_{19}$ (as 19T2) |
Trivial
(GRH)
|
| 19.19.222262197774010870252934365204894747669.1 |
x19 - 2x18 - 78x17 + 264x16 + 1763x15 - 8614x14 - 9209x13 + 96924x12 - 60856x11 - 443620x10 + 727151x9 + 587984x8 - 2232580x7 + 1188184x6 + 1637520x5 - 2688288x4 + 1618560x3 - 475264x2 + 61952x - 2048 |
\( 18229^{9} \) |
$D_{19}$ (as 19T2) |
Trivial
(GRH)
|