| 16.0.145220537353515625.2 |
x16 - 3x15 + 5x14 - 2x13 - x12 + 6x11 + 4x10 - 9x9 + 26x8 - 12x7 + 6x6 + 12x5 + 4x4 - 6x3 + 5x2 + 4x + 1 |
\( 5^{12}\cdot 29^{6} \) |
$(C_2\times C_4).D_4$ (as 16T121) |
Trivial
|
| 16.0.28992335455322265625.3 |
x16 - 5x15 + 2x14 + 25x13 - 27x12 - 45x11 + 34x10 + 530x8 - 1305x7 + 904x6 + 465x5 - 1027x4 + 435x3 + 207x2 - 270x + 81 |
\( 5^{14}\cdot 41^{6} \) |
$(C_2\times C_4).D_4$ (as 16T121) |
$[2]$
|
| 16.0.121333322988525390625.2 |
x16 - x15 + x14 + 2x13 - 9x12 + 12x11 - 20x9 + 57x8 - 40x7 + 96x5 - 144x4 + 64x3 + 64x2 - 128x + 256 |
\( 5^{12}\cdot 89^{6} \) |
$(C_2\times C_4).D_4$ (as 16T121) |
Trivial
|
| 16.0.259160193017822265625.6 |
x16 - 3x15 + 15x14 - 40x13 + 101x12 - 200x11 + 246x10 - 275x9 + 11x8 + 80x7 - 75x6 + 133x5 + 416x4 + 505x3 + 315x2 + 100x + 25 |
\( 5^{12}\cdot 101^{6} \) |
$(C_2\times C_4).D_4$ (as 16T121) |
$[2]$
|
| 16.0.314455409918212890625.4 |
x16 - 3x15 - 3x14 - 9x13 + 91x12 + 2x11 - 285x10 - 227x9 + 544x8 + 764x7 - 305x6 - 1006x5 + 151x4 + 698x3 - 102x2 - 311x + 121 |
\( 5^{14}\cdot 61^{6} \) |
$(C_2\times C_4).D_4$ (as 16T121) |
$[2]$
|
| 16.8.952791945576416015625.3 |
x16 - 2x15 - 15x14 + 12x13 + 114x12 + 14x11 - 546x10 - 206x9 + 1196x8 + 477x7 - 964x6 - 292x5 + 229x4 + 26x3 - 15x2 + x + 1 |
\( 3^{8}\cdot 5^{12}\cdot 29^{6} \) |
$(C_2\times C_4).D_4$ (as 16T121) |
Trivial
(GRH)
|
| 16.8.952791945576416015625.4 |
x16 - 2x15 - 9x14 + 11x13 + 33x12 + 21x11 - 117x10 - 126x9 + 206x8 + 59x7 + 151x6 + 41x5 - 555x4 + 57x3 + 200x2 - 91x + 31 |
\( 3^{8}\cdot 5^{12}\cdot 29^{6} \) |
$(C_2\times C_4).D_4$ (as 16T121) |
Trivial
(GRH)
|
| 16.0.5528355987585453765625.1 |
x16 + 19x14 + 120x12 + 312x10 + 342x8 + 403x6 + 721x4 + 54x2 + 1 |
\( 5^{6}\cdot 29^{12} \) |
$(C_2\times C_4).D_4$ (as 16T121) |
$[3]$
|
| 16.0.10236206731207275390625.1 |
x16 - 4x15 + 19x14 - 54x13 + 166x12 - 302x11 + 781x10 - 662x9 + 2867x8 - 238x7 + 9681x6 + 2282x5 + 18806x4 + 7394x3 + 13879x2 + 5684x + 661 |
\( 5^{14}\cdot 109^{6} \) |
$(C_2\times C_4).D_4$ (as 16T121) |
Trivial
(GRH)
|
| 16.0.66787881998297119140625.1 |
x16 - 3x15 - 6x14 + 67x13 - 92x12 - 388x11 + 1171x10 - 884x9 - 1842x8 + 7987x7 - 10546x6 - 154x5 + 23133x4 - 41026x3 + 35166x2 - 14964x + 2501 |
\( 5^{14}\cdot 149^{6} \) |
$(C_2\times C_4).D_4$ (as 16T121) |
$[5]$
(GRH)
|
| 16.16.83564717538041455968256.2 |
x16 - 20x14 + 150x12 - 544x10 + 1044x8 - 1088x6 + 600x4 - 160x2 + 16 |
\( 2^{44}\cdot 41^{6} \) |
$(C_2\times C_4).D_4$ (as 16T121) |
Trivial
(GRH)
|
| 16.0.95038694188787201488441.1 |
x16 - x14 - 28x12 + 163x10 - 333x8 - 20x6 + 1142x4 + 92x2 + 1 |
\( 13^{14}\cdot 17^{6} \) |
$(C_2\times C_4).D_4$ (as 16T121) |
Trivial
(GRH)
|
| 16.0.102711726879931884765625.5 |
x16 - 6x15 + 14x14 - 21x13 + 93x12 - 127x11 - 191x10 + 737x9 - 1034x8 + 1052x7 + 104x6 - 4075x5 + 9045x4 - 10079x3 + 6953x2 - 2841x + 631 |
\( 5^{12}\cdot 29^{10} \) |
$(C_2\times C_4).D_4$ (as 16T121) |
$[4]$
(GRH)
|
| 16.0.102711726879931884765625.8 |
x16 - 4x15 + 33x14 - 100x13 + 408x12 - 896x11 + 2491x10 - 4256x9 + 10142x8 - 14592x7 + 28752x6 - 30049x5 + 43444x4 - 24683x3 + 26254x2 - 1635x + 6211 |
\( 5^{12}\cdot 29^{10} \) |
$(C_2\times C_4).D_4$ (as 16T121) |
$[4]$
(GRH)
|
| 16.0.102711726879931884765625.9 |
x16 - 4x15 - 6x14 + 53x13 + 78x12 - 388x11 - 498x10 + 1622x9 + 2426x8 - 4767x7 - 7911x6 + 6008x5 + 11890x4 - 6636x3 - 3020x2 + 23352x + 19321 |
\( 5^{12}\cdot 29^{10} \) |
$(C_2\times C_4).D_4$ (as 16T121) |
$[2, 2]$
(GRH)
|
| 16.16.434823787016118543056896.2 |
x16 - 8x15 + 120x13 - 116x12 - 736x11 + 824x10 + 2384x9 - 2444x8 - 4384x7 + 3536x6 + 4544x5 - 2384x4 - 2432x3 + 576x2 + 512x + 8 |
\( 2^{54}\cdot 17^{6} \) |
$(C_2\times C_4).D_4$ (as 16T121) |
Trivial
(GRH)
|
| 16.0.434823787016118543056896.3 |
x16 - 8x15 + 24x14 - 24x13 - 8x12 - 160x11 + 1080x10 - 2672x9 + 3236x8 - 2064x7 + 5872x6 - 28720x5 + 77392x4 - 132224x3 + 151152x2 - 108640x + 37636 |
\( 2^{54}\cdot 17^{6} \) |
$(C_2\times C_4).D_4$ (as 16T121) |
$[2, 2, 2]$
(GRH)
|
| 16.0.516387172268851080441049.4 |
x16 - 2x15 - 4x14 - 16x13 + 92x12 - 60x11 + 98x10 - 1042x9 + 2050x8 - 1478x7 + 3073x6 - 4719x5 - 99x4 - 1809x3 + 8505x2 - 3888x + 729 |
\( 13^{12}\cdot 53^{6} \) |
$(C_2\times C_4).D_4$ (as 16T121) |
$[4]$
(GRH)
|
| 16.0.616308629868476806640625.1 |
x16 + 14x14 - 19x13 + 20x12 - 192x11 - 88x10 - 339x9 + 706x8 + 1248x7 + 4624x6 + 5077x5 + 5763x4 + 5464x3 + 1060x2 - 224x + 2416 |
\( 3^{12}\cdot 5^{12}\cdot 41^{6} \) |
$(C_2\times C_4).D_4$ (as 16T121) |
$[2, 10]$
(GRH)
|
| 16.0.1200326067404665657109641.6 |
x16 - 8x15 + 54x14 - 238x13 + 849x12 - 2364x11 + 5252x10 - 9309x9 + 12611x8 - 12586x7 + 7564x6 - 125x5 - 3621x4 + 2618x3 + 30x2 - 728x + 211 |
\( 13^{12}\cdot 61^{6} \) |
$(C_2\times C_4).D_4$ (as 16T121) |
$[2]$
(GRH)
|
| 16.0.2342043297768627990318769.2 |
x16 - 2x15 + 8x14 - 11x13 + 31x12 + 142x11 - 79x10 - 719x9 + 464x8 + 759x7 + 451x6 - 2244x5 + 1601x4 - 807x3 + 538x2 - 126x + 9 |
\( 13^{14}\cdot 29^{6} \) |
$(C_2\times C_4).D_4$ (as 16T121) |
$[2]$
(GRH)
|
| 16.0.3455222492240908603515625.2 |
x16 - 3x15 + 29x14 - 39x13 + 268x12 - 59x11 + 1214x10 + 217x9 + 4750x8 - 3382x7 + 13331x6 - 13531x5 + 8584x4 - 301x3 + 2273x2 - 182x + 49 |
\( 5^{10}\cdot 29^{12} \) |
$(C_2\times C_4).D_4$ (as 16T121) |
$[12]$
(GRH)
|
| 16.0.3455222492240908603515625.4 |
x16 - 8x15 + 52x14 - 224x13 + 811x12 - 2318x11 + 5781x10 - 12042x9 + 21965x8 - 33670x7 + 43848x6 - 46567x5 + 40381x4 - 27165x3 + 14386x2 - 5231x + 1379 |
\( 5^{10}\cdot 29^{12} \) |
$(C_2\times C_4).D_4$ (as 16T121) |
$[2, 6]$
(GRH)
|
| 16.0.3455222492240908603515625.9 |
x16 - 4x15 + 29x14 - 88x13 + 386x12 - 916x11 + 2866x10 - 5307x9 + 12495x8 - 16545x7 + 29363x6 - 17395x5 + 24954x4 + 30159x3 - 16340x2 + 53788x + 132119 |
\( 5^{10}\cdot 29^{12} \) |
$(C_2\times C_4).D_4$ (as 16T121) |
$[12]$
(GRH)
|
| 16.8.12913449667746331350360169.1 |
x16 - 18x14 + 67x12 - 449x10 + 2777x8 - 5011x6 + 23349x4 - 24300x2 + 5776 |
\( 17^{12}\cdot 53^{6} \) |
$(C_2\times C_4).D_4$ (as 16T121) |
Trivial
(GRH)
|
| 16.0.24731386827930948650761081.1 |
x16 + 22x14 + 183x12 + 427x10 - 1303x8 + 6366x6 + 10183x4 + 3465x2 + 289 |
\( 13^{12}\cdot 101^{6} \) |
$(C_2\times C_4).D_4$ (as 16T121) |
$[5]$
(GRH)
|
| 16.0.81925410828566900634765625.2 |
x16 - 2x15 + 18x14 - 64x13 + 120x12 - 154x11 + 548x10 - 717x9 + 4091x8 - 4280x7 + 14670x6 - 15125x5 + 38060x4 - 32960x3 + 49765x2 - 25025x + 21605 |
\( 5^{14}\cdot 41^{10} \) |
$(C_2\times C_4).D_4$ (as 16T121) |
$[2, 4]$
(GRH)
|
| 16.0.81925410828566900634765625.3 |
x16 - 2x15 + 3x14 + 6x13 - 35x12 + 6x11 + 1033x10 - 1787x9 + 5916x8 - 7725x7 + 21925x6 - 9715x5 + 39510x4 + 3160x3 + 37865x2 - 1225x + 22705 |
\( 5^{14}\cdot 41^{10} \) |
$(C_2\times C_4).D_4$ (as 16T121) |
$[2, 4]$
(GRH)
|
| 16.0.81925410828566900634765625.5 |
x16 - x15 + 52x14 - 53x13 + 1450x12 + 13x11 + 29552x10 + 21851x9 + 408181x8 + 430260x7 + 3953115x6 + 4439000x5 + 25816210x4 + 24663705x3 + 100016220x2 + 58427950x + 173852905 |
\( 5^{14}\cdot 41^{10} \) |
$(C_2\times C_4).D_4$ (as 16T121) |
$[2, 2, 2]$
(GRH)
|
| 16.0.624592617158605666432592809.1 |
x16 + 32x14 + 104x12 - 525x10 - 660x8 + 6681x6 + 10738x4 + 4203x2 + 729 |
\( 13^{12}\cdot 173^{6} \) |
$(C_2\times C_4).D_4$ (as 16T121) |
$[7]$
(GRH)
|
| 16.0.1436256755503642932525262129.2 |
x16 - 6x15 + 22x14 - 109x13 + 504x12 - 1854x11 + 7377x10 - 27415x9 + 83734x8 - 216549x7 + 473915x6 - 718469x5 + 613596x4 - 245902x3 + 303248x2 - 311475x + 119525 |
\( 13^{6}\cdot 29^{14} \) |
$(C_2\times C_4).D_4$ (as 16T121) |
$[5, 5]$
(GRH)
|
| 16.0.2371212900396504113756570569.10 |
x16 - 8x15 + 58x14 - 266x13 + 1045x12 - 3176x11 + 7937x10 - 15958x9 + 24469x8 - 27912x7 + 21008x6 - 7011x5 + 15985x4 - 33559x3 + 30312x2 - 12925x + 2209 |
\( 13^{6}\cdot 53^{12} \) |
$(C_2\times C_4).D_4$ (as 16T121) |
$[8]$
(GRH)
|
| 16.8.3731986953978689760254088841.1 |
x16 - 48x14 + 804x12 - 5908x10 + 23808x8 - 80581x6 + 313296x4 - 881664x2 + 1048576 |
\( 17^{14}\cdot 53^{6} \) |
$(C_2\times C_4).D_4$ (as 16T121) |
$[2]$
(GRH)
|
| 16.8.3859225055707220942242515625.1 |
x16 - 5x15 - 26x14 + 143x13 + 108x12 - 1458x11 + 2018x10 + 4909x9 - 17791x8 + 13951x7 + 26395x6 - 80100x5 + 85067x4 - 37956x3 + 4491x2 + 220x + 97 |
\( 5^{6}\cdot 89^{12} \) |
$(C_2\times C_4).D_4$ (as 16T121) |
Trivial
(GRH)
|
| 16.0.4353899607317398687744140625.1 |
x16 - 2x15 + 28x14 - 54x13 + 360x12 - 394x11 + 1448x10 + 78x9 + 1576x8 + 5480x7 - 3360x6 + 17560x5 + 18955x4 - 4230x3 + 47930x2 + 72200x + 25855 |
\( 5^{14}\cdot 61^{10} \) |
$(C_2\times C_4).D_4$ (as 16T121) |
$[2, 8]$
(GRH)
|
| 16.0.4353899607317398687744140625.3 |
x16 - 2x15 - 8x14 + 24x13 + 96x12 - 262x11 + 145x10 + 862x9 - 736x8 - 2004x7 + 17625x6 - 23674x5 + 72006x4 - 24728x3 + 165308x2 - 23064x + 140891 |
\( 5^{14}\cdot 61^{10} \) |
$(C_2\times C_4).D_4$ (as 16T121) |
$[10, 40]$
(GRH)
|
| 16.0.4353899607317398687744140625.9 |
x16 - 147x14 + 8533x12 - 242414x10 + 3505530x8 - 23532134x6 + 48780893x4 + 41074633x2 + 283282561 |
\( 5^{14}\cdot 61^{10} \) |
$(C_2\times C_4).D_4$ (as 16T121) |
$[2, 10, 10]$
(GRH)
|
| 16.0.7612724592276900293212890625.4 |
x16 + 42x14 - 15x13 + 1066x12 + 170x11 + 13121x10 - 9895x9 + 67004x8 - 117105x7 + 316503x6 - 423225x5 + 509814x4 - 335340x3 + 172044x2 - 32805x + 6561 |
\( 5^{12}\cdot 89^{10} \) |
$(C_2\times C_4).D_4$ (as 16T121) |
$[740]$
(GRH)
|
| 16.0.7612724592276900293212890625.16 |
x16 - 6x15 + 66x14 - 290x13 + 1682x12 - 5688x11 + 21596x10 - 56654x9 + 150277x8 - 314240x7 + 610374x6 - 1009634x5 + 1471135x4 - 1837696x3 + 1885989x2 - 1486072x + 950771 |
\( 5^{12}\cdot 89^{10} \) |
$(C_2\times C_4).D_4$ (as 16T121) |
$[20]$
(GRH)
|
| 16.0.7612724592276900293212890625.17 |
x16 - 5x15 - 10x14 + 6x13 + 436x12 + 1665x11 - 7659x10 - 62838x9 + 98681x8 + 843231x7 - 489347x6 - 5502447x5 + 850907x4 + 7824574x3 + 10797536x2 + 22364064x + 21492496 |
\( 5^{12}\cdot 89^{10} \) |
$(C_2\times C_4).D_4$ (as 16T121) |
$[2, 74]$
(GRH)
|
| 16.0.7937726777341695855516080761.1 |
x16 - 8x15 + 26x14 - 42x13 - 123x12 + 920x11 - 1588x10 - 541x9 + 14638x8 - 45186x7 + 87563x6 - 116912x5 + 116423x4 - 84579x3 + 45084x2 - 15676x + 3181 |
\( 13^{14}\cdot 17^{10} \) |
$(C_2\times C_4).D_4$ (as 16T121) |
$[4]$
(GRH)
|
| 16.0.7937726777341695855516080761.3 |
x16 - 8x15 + 52x14 - 224x13 + 735x12 - 1862x11 + 4080x10 - 7717x9 + 15431x8 - 28468x7 + 49941x6 - 69904x5 + 95090x4 - 97761x3 + 141895x2 - 101281x + 32353 |
\( 13^{14}\cdot 17^{10} \) |
$(C_2\times C_4).D_4$ (as 16T121) |
$[4]$
(GRH)
|
| 16.0.7937726777341695855516080761.5 |
x16 - 4x15 + 13x14 - 28x13 + 297x12 - 839x11 + 2537x10 - 1192x9 + 12753x8 - 34044x7 + 192731x6 - 96505x5 + 999786x4 - 881433x3 + 2699541x2 - 479196x + 5517801 |
\( 13^{14}\cdot 17^{10} \) |
$(C_2\times C_4).D_4$ (as 16T121) |
$[2, 2]$
(GRH)
|
| 16.0.11857795698361121271751807729.1 |
x16 + 70x14 + 1543x12 + 13118x10 + 44585x8 + 62904x6 + 34672x4 + 5504x2 + 256 |
\( 17^{6}\cdot 53^{12} \) |
$(C_2\times C_4).D_4$ (as 16T121) |
$[5]$
(GRH)
|
| 16.0.12812035518280357547259227689.11 |
x16 + 23x14 + 242x12 + 2895x10 + 10612x8 + 11110x6 + 35584x4 + 104363x2 + 26569 |
\( 13^{6}\cdot 61^{12} \) |
$(C_2\times C_4).D_4$ (as 16T121) |
$[18]$
(GRH)
|
| 16.0.17606641095812026885331265625.12 |
x16 - 8x15 + 94x14 - 518x13 + 2915x12 - 11120x11 + 40043x10 - 109674x9 + 276033x8 - 548960x7 + 988724x6 - 1403525x5 + 1790895x4 - 1714545x3 + 1504070x2 - 814425x + 464375 |
\( 5^{6}\cdot 101^{12} \) |
$(C_2\times C_4).D_4$ (as 16T121) |
$[5, 10]$
(GRH)
|
| 16.0.26968313608671985107666015625.18 |
x16 - 3x15 + 16x14 - 42x13 + 450x12 - 1128x11 + 6778x10 - 39236x9 + 147063x8 - 440459x7 + 1006203x6 - 1489799x5 + 1402694x4 - 832761x3 - 73468x2 + 144471x + 497311 |
\( 5^{12}\cdot 101^{10} \) |
$(C_2\times C_4).D_4$ (as 16T121) |
$[2, 4, 8]$
(GRH)
|
| 16.0.26968313608671985107666015625.27 |
x16 - 2x15 + 30x14 - 40x13 + 536x12 - 790x11 + 7911x10 - 15125x9 + 93021x8 - 166580x7 + 673820x6 - 927958x5 + 2870551x4 - 2418440x3 + 6353305x2 - 1890290x + 8629655 |
\( 5^{12}\cdot 101^{10} \) |
$(C_2\times C_4).D_4$ (as 16T121) |
$[2, 4, 8]$
(GRH)
|
| 16.0.26968313608671985107666015625.32 |
x16 - 3x15 + 80x14 - 280x13 + 3006x12 - 9305x11 + 56746x10 - 124795x9 + 621706x8 - 329460x7 + 4075490x6 + 6631093x5 + 23495891x4 + 44048875x3 + 48334335x2 + 46880900x + 35940025 |
\( 5^{12}\cdot 101^{10} \) |
$(C_2\times C_4).D_4$ (as 16T121) |
$[2, 2, 2, 2]$
(GRH)
|
| 16.0.58966431579683595226807139761.6 |
x16 - 2x15 + 16x14 + x13 + 188x12 - 256x11 + 2629x10 - 1780x9 + 16260x8 - 5457x7 + 132380x6 - 5820x5 + 368815x4 - 706086x3 + 352784x2 - 341152x + 5333168 |
\( 13^{14}\cdot 157^{6} \) |
$(C_2\times C_4).D_4$ (as 16T121) |
$[26]$
(GRH)
|