| 22.0.39471584120695485887249589623.1 |
x22 - x21 + x20 - x19 + x18 - x17 + x16 - x15 + x14 - x13 + x12 - x11 + x10 - x9 + x8 - x7 + x6 - x5 + x4 - x3 + x2 - x + 1 |
\( -\,23^{21} \) |
$C_{22}$ (as 22T1) |
$[3]$
|
| 22.0.304011857053427966889939263171547.1 |
x22 - x21 + 11x20 - 8x19 + 73x18 - 46x17 + 301x16 - 145x15 + 883x14 - 355x13 + 1776x12 - 498x11 + 2527x10 - 574x9 + 2324x8 - 251x7 + 1358x6 - 161x5 + 400x4 + 20x3 + 51x2 - 6x + 1 |
\( -\,3^{11}\cdot 23^{20} \) |
$C_{22}$ (as 22T1) |
$[23]$
(GRH)
|
| 22.22.6992272712228843238468603052945581.1 |
x22 - x21 - 22x20 + 22x19 + 208x18 - 208x17 - 1103x16 + 1103x15 + 3589x14 - 3589x13 - 7359x12 + 7359x11 + 9385x10 - 9385x9 - 7060x8 + 7060x7 + 2807x6 - 2807x5 - 482x4 + 482x3 + 24x2 - 24x + 1 |
\( 3^{11}\cdot 23^{21} \) |
$C_{22}$ (as 22T1) |
Trivial
(GRH)
|
| 22.0.7198079267989980836471065337135104.1 |
x22 + 21x20 + 190x18 + 969x16 + 3060x14 + 6188x12 + 8008x10 + 6435x8 + 3003x6 + 715x4 + 66x2 + 1 |
\( -\,2^{22}\cdot 23^{20} \) |
$C_{22}$ (as 22T1) |
$[67]$
(GRH)
|
| 22.22.83796671451884098775580820361328125.1 |
x22 - x21 - 31x20 + 26x19 + 379x18 - 254x17 - 2365x16 + 1195x15 + 8247x14 - 2967x13 - 16780x12 + 4100x11 + 20269x10 - 3174x9 - 14356x8 + 1331x7 + 5656x6 - 301x5 - 1100x4 + 50x3 + 81x2 - 6x - 1 |
\( 5^{11}\cdot 23^{20} \) |
$C_{22}$ (as 22T1) |
Trivial
(GRH)
|
| 22.22.165555823163769559238834502754107392.1 |
x22 - 23x20 + 230x18 - 1311x16 + 4692x14 - 10948x12 + 16744x10 - 16445x8 + 9867x6 - 3289x4 + 506x2 - 23 |
\( 2^{22}\cdot 23^{21} \) |
$C_{22}$ (as 22T1) |
Trivial
(GRH)
|
| 22.0.1927323443393334271838358868310546875.1 |
x22 - x21 + 24x20 - 24x19 + 254x18 - 254x17 + 1565x16 - 1565x15 + 6257x14 - 6257x13 + 17205x12 - 17205x11 + 33949x10 - 33949x9 + 50394x8 - 50394x7 + 60261x6 - 60261x5 + 63550x4 - 63550x3 + 64056x2 - 64056x + 64079 |
\( -\,5^{11}\cdot 23^{21} \) |
$C_{22}$ (as 22T1) |
$[662]$
(GRH)
|
| 22.0.3393400820453274956705986794666660343.1 |
x22 - x21 + 32x20 - 25x19 + 490x18 - 308x17 + 4520x16 - 2231x15 + 27309x14 - 10383x13 + 110504x12 - 30697x11 + 297670x10 - 57864x9 + 513224x8 - 60352x7 + 528640x6 - 39424x5 + 280960x4 + 1280x3 + 59904x2 - 6144x + 2048 |
\( -\,7^{11}\cdot 23^{20} \) |
$C_{22}$ (as 22T1) |
$[737]$
(GRH)
|
| 22.0.14741666340843480753092741810452692992.1 |
x22 + 42x20 + 760x18 + 7752x16 + 48960x14 + 198016x12 + 512512x10 + 823680x8 + 768768x6 + 366080x4 + 67584x2 + 2048 |
\( -\,2^{33}\cdot 23^{20} \) |
$C_{22}$ (as 22T1) |
$[1541]$
(GRH)
|
| 22.22.14741666340843480753092741810452692992.1 |
x22 - 42x20 + 760x18 - 7752x16 + 48960x14 - 198016x12 + 512512x10 - 823680x8 + 768768x6 - 366080x4 + 67584x2 - 2048 |
\( 2^{33}\cdot 23^{20} \) |
$C_{22}$ (as 22T1) |
Trivial
(GRH)
|
| 22.22.78048218870425324004237696277333187889.1 |
x22 - x21 - 45x20 + 45x19 + 875x18 - 875x17 - 9613x16 + 9613x15 + 65459x14 - 65459x13 - 284877x12 + 284877x11 + 786739x10 - 786739x9 - 1318221x8 + 1318221x7 + 1207731x6 - 1207731x5 - 476237x4 + 476237x3 + 41907x2 - 41907x - 5197 |
\( 7^{11}\cdot 23^{21} \) |
$C_{22}$ (as 22T1) |
Trivial
(GRH)
|
| 22.0.222623423334106740048017938136372833267.1 |
x22 - x21 + 2x20 + 40x19 - 33x18 + 59x17 + 535x16 - 361x15 + 574x14 + 2902x13 - 1439x12 + 2088x11 + 6412x10 - 3927x9 + 3984x8 + 2341x7 - 9804x6 + 3508x5 + 355x4 - 5700x3 + 5006x2 + 186x + 1073 |
\( -\,67^{21} \) |
$C_{22}$ (as 22T1) |
$[67]$
(GRH)
|
| 22.0.339058325839400057321133061640411938816.1 |
x22 + 46x20 + 920x18 + 10488x16 + 75072x14 + 350336x12 + 1071616x10 + 2104960x8 + 2525952x6 + 1683968x4 + 518144x2 + 47104 |
\( -\,2^{33}\cdot 23^{21} \) |
$C_{22}$ (as 22T1) |
$[9596]$
(GRH)
|
| 22.22.339058325839400057321133061640411938816.1 |
x22 - 46x20 + 920x18 - 10488x16 + 75072x14 - 350336x12 + 1071616x10 - 2104960x8 + 2525952x6 - 1683968x4 + 518144x2 - 47104 |
\( 2^{33}\cdot 23^{21} \) |
$C_{22}$ (as 22T1) |
Trivial
(GRH)
|
| 22.0.489639287266880371204241478228795637811.1 |
x22 - 9x21 + 48x20 - 183x19 + 655x18 - 2122x17 + 6491x16 - 17468x15 + 45646x14 - 108112x13 + 251537x12 - 521318x11 + 1081334x10 - 1963079x9 + 3653567x8 - 5688311x7 + 9483883x6 - 12150619x5 + 18112705x4 - 17363285x3 + 23145134x2 - 12720749x + 15354571 |
\( -\,11^{11}\cdot 23^{20} \) |
$C_{22}$ (as 22T1) |
$[15499]$
(GRH)
|
| 22.22.1275118148086621135238339811277472268288.1 |
x22 - 2x21 - 52x20 + 98x19 + 1099x18 - 1928x17 - 12143x16 + 19510x15 + 75178x14 - 108194x13 - 259836x12 + 324714x11 + 471886x10 - 489902x9 - 393631x8 + 319292x7 + 115208x6 - 68812x5 - 6974x4 + 3640x3 + 132x2 - 48x + 1 |
\( 2^{22}\cdot 3^{11}\cdot 23^{20} \) |
$C_{22}$ (as 22T1) |
Trivial
(GRH)
|
| 22.22.3075626510913487571920886830127053316437.1 |
x22 - 9x21 - 18x20 + 357x19 - 275x18 - 5542x17 + 10055x16 + 41692x15 - 107702x14 - 145468x13 + 550877x12 + 109894x11 - 1389694x10 + 606757x9 + 1491233x8 - 1379831x7 - 284987x6 + 767825x5 - 255689x4 - 39833x3 + 37580x2 - 6581x + 277 |
\( 13^{11}\cdot 23^{20} \) |
$C_{22}$ (as 22T1) |
Trivial
(GRH)
|
| 22.22.11261703607138248537697553999262299669653.1 |
x22 - x21 - 68x20 + 68x19 + 2002x18 - 2002x17 - 33395x16 + 33395x15 + 346657x14 - 346657x13 - 2313707x12 + 2313707x11 + 9892669x10 - 9892669x9 - 26072546x8 + 26072546x7 + 38664841x6 - 38664841x5 - 26072546x4 + 26072546x3 + 3806248x2 - 3806248x - 268133 |
\( 11^{11}\cdot 23^{21} \) |
$C_{22}$ (as 22T1) |
Trivial
(GRH)
|
| 22.0.14844328957686912445797815584548193359375.1 |
x22 - 9x21 + 59x20 - 273x19 + 1195x18 - 4387x17 + 15557x16 - 47572x15 + 143444x14 - 378050x13 + 996721x12 - 2278940x11 + 5312470x10 - 10499975x9 + 21744445x8 - 36444035x7 + 67020055x6 - 91292990x5 + 148564990x4 - 149610555x3 + 214516775x2 - 122653854x + 155003209 |
\( -\,3^{11}\cdot 5^{11}\cdot 23^{20} \) |
$C_{22}$ (as 22T1) |
$[91498]$
(GRH)
|
| 22.0.29327717405992286110481815659381862170624.1 |
x22 + 69x20 + 2070x18 + 35397x16 + 380052x14 + 2660364x12 + 12206376x10 + 35965215x8 + 64737387x6 + 64737387x4 + 29878794x2 + 4074381 |
\( -\,2^{22}\cdot 3^{11}\cdot 23^{21} \) |
$C_{22}$ (as 22T1) |
$[2, 56764]$
(GRH)
|
| 22.22.58815914699238651208660872676277748369233.1 |
x22 - 9x21 - 29x20 + 447x19 - 45x18 - 8947x17 + 11069x16 + 91788x15 - 171900x14 - 503122x13 + 1217089x12 + 1345876x11 - 4447882x10 - 974567x9 + 8093877x8 - 2261923x7 - 6210705x6 + 3693202x5 + 1151278x4 - 1207355x3 + 143967x2 + 43730x - 6439 |
\( 17^{11}\cdot 23^{20} \) |
$C_{22}$ (as 22T1) |
Trivial
(GRH)
|
| 22.0.70739409751010214154180397092922226278051.1 |
x22 - x21 + 70x20 - 70x19 + 2140x18 - 2140x17 + 37537x16 - 37537x15 + 417589x14 - 417589x13 + 3077953x12 - 3077953x11 + 15284329x10 - 15284329x9 + 51249544x8 - 51249544x7 + 115986931x6 - 115986931x5 + 180724318x4 - 180724318x3 + 210603112x2 - 210603112x + 214677493 |
\( -\,13^{11}\cdot 23^{21} \) |
$C_{22}$ (as 22T1) |
$[138344]$
(GRH)
|
| 22.22.86534669543385676516186776267386878120889.1 |
x22 - x21 - 42x20 + 37x19 + 703x18 - 539x17 - 6079x16 + 3987x15 + 29502x14 - 16237x13 - 81976x12 + 36419x11 + 128582x10 - 41490x9 - 109384x8 + 20339x7 + 45984x6 - 3224x5 - 7518x4 + 419x3 + 376x2 - 39x + 1 |
\( 89^{21} \) |
$C_{22}$ (as 22T1) |
Trivial
(GRH)
|
| 22.0.199915437101854222076001836684210081547019.1 |
x22 - 9x21 + 70x20 - 363x19 + 1845x18 - 7462x17 + 30023x16 - 100740x15 + 341082x14 - 977548x13 + 2866861x12 - 7075946x11 + 18221714x10 - 38558891x9 + 87678393x8 - 156007735x7 + 313286973x6 - 448933295x5 + 793158991x4 - 832219241x3 + 1285528692x2 - 758821285x + 1019110541 |
\( -\,19^{11}\cdot 23^{20} \) |
$C_{22}$ (as 22T1) |
$[408991]$
(GRH)
|
| 22.22.341419566026798986253349758444608447265625.1 |
x22 - x21 - 91x20 + 91x19 + 3589x18 - 3589x17 - 80315x16 + 80315x15 + 1120837x14 - 1120837x13 - 10089915x12 + 10089915x11 + 58493509x10 - 58493509x9 - 210941371x8 + 210941371x7 + 435702341x6 - 435702341x5 - 426489275x4 + 426489275x3 + 104090181x2 - 104090181x + 7621189 |
\( 3^{11}\cdot 5^{11}\cdot 23^{21} \) |
$C_{22}$ (as 22T1) |
$[2]$
(GRH)
|
| 22.0.351468714257323283030813737164800000000000.1 |
x22 - 2x21 + 36x20 - 62x19 + 779x18 - 1208x17 + 11785x16 - 16330x15 + 135402x14 - 166994x13 + 1216660x12 - 1317110x11 + 8641614x10 - 8043038x9 + 48218481x8 - 37307012x7 + 206484136x6 - 125495212x5 + 645715650x4 - 276536200x3 + 1328901156x2 - 304156912x + 1368706081 |
\( -\,2^{22}\cdot 5^{11}\cdot 23^{20} \) |
$C_{22}$ (as 22T1) |
$[374638]$
(GRH)
|
| 22.0.588613008557716517601287069955881168578347.1 |
x22 - x21 + 31x20 - 96x19 + 743x18 - 2148x17 + 9669x16 - 25959x15 + 87182x14 - 197946x13 + 491216x12 - 903191x11 + 1776770x10 - 2627379x9 + 3793565x8 - 3601844x7 + 3006023x6 - 1017019x5 + 371579x4 + 110469x3 + 58034x2 + 7047x + 841 |
\( -\,3^{11}\cdot 67^{20} \) |
$C_{22}$ (as 22T1) |
$[23, 253]$
(GRH)
|
| 22.22.601130775140836298755595442714814879781421.1 |
x22 - 9x21 - 40x20 + 537x19 + 295x18 - 13162x17 + 9563x16 + 170660x15 - 231298x14 - 1254848x13 + 2189761x12 + 5193994x11 - 10720346x10 - 11165111x9 + 27735943x8 + 9739465x7 - 35394797x6 + 189445x5 + 19032841x4 - 2534661x3 - 3171418x2 + 176355x + 33811 |
\( 3^{11}\cdot 7^{11}\cdot 23^{20} \) |
$C_{22}$ (as 22T1) |
Trivial
(GRH)
|
| 22.0.1352766038082488977799200071554388212492359.1 |
x22 - x21 + 93x20 - 93x19 + 3773x18 - 3773x17 + 87677x16 - 87677x15 + 1288829x14 - 1288829x13 + 12499581x12 - 12499581x11 + 81083005x10 - 81083005x9 + 350517885x8 - 350517885x7 + 997161597x6 - 997161597x5 + 1859353213x4 - 1859353213x3 + 2389932669x2 - 2389932669x + 2486401661 |
\( -\,17^{11}\cdot 23^{21} \) |
$C_{22}$ (as 22T1) |
$[23, 28658]$
(GRH)
|
| 22.0.2611441967281400084968119933496263205453824.1 |
x22 - 2x21 + 47x20 - 82x19 + 1234x18 - 1928x17 + 22201x16 - 30962x15 + 297640x14 - 368132x13 + 3078660x12 - 3330816x11 + 24869896x10 - 23035280x9 + 156123875x8 - 119632870x7 + 744424991x6 - 445564762x5 + 2565595585x4 - 1074775766x3 + 5757368622x2 - 1278298632x + 6391493137 |
\( -\,2^{33}\cdot 3^{11}\cdot 23^{20} \) |
$C_{22}$ (as 22T1) |
$[495926]$
(GRH)
|
| 22.22.2611441967281400084968119933496263205453824.1 |
x22 - 2x21 - 85x20 + 158x19 + 3034x18 - 5168x17 - 59231x16 + 90766x15 + 691144x14 - 929756x13 - 4958124x12 + 5663424x11 + 21755176x10 - 20144336x9 - 56643133x8 + 39793946x7 + 82921103x6 - 40082434x5 - 62983979x4 + 17930170x3 + 21937542x2 - 2672256x - 2672279 |
\( 2^{33}\cdot 3^{11}\cdot 23^{20} \) |
$C_{22}$ (as 22T1) |
Trivial
(GRH)
|
| 22.22.4598055053342647107748042243736831875581437.1 |
x22 - x21 - 114x20 + 114x19 + 5636x18 - 5636x17 - 158239x16 + 158239x15 + 2774261x14 - 2774261x13 - 31438239x12 + 31438239x11 + 230186761x10 - 230186761x9 - 1054578864x8 + 1054578864x7 + 2799718011x6 - 2799718011x5 - 3624110114x4 + 3624110114x3 + 1317296136x2 - 1317296136x + 194249261 |
\( 19^{11}\cdot 23^{21} \) |
$C_{22}$ (as 22T1) |
Trivial
(GRH)
|
| 22.0.4978518112499354698647829163838661251242411.1 |
x22 - 11x19 + 33x18 + 462x17 + 583x16 + 1023x15 + 5214x14 + 8239x13 + 31647x12 - 7140x11 + 18271x10 + 320529x9 - 276177x8 - 359084x7 + 861894x6 - 236907x5 - 210870x4 - 339471x3 + 277992x2 - 96228x + 177147 |
\( -\,11^{41} \) |
$C_{22}$ (as 22T1) |
$[23651]$
(GRH)
|
| 22.22.8083780427918435509708715954790400000000000.1 |
x22 - 115x20 + 5750x18 - 163875x16 + 2932500x14 - 34212500x12 + 261625000x10 - 1284765625x8 + 3854296875x6 - 6423828125x4 + 4941406250x2 - 1123046875 |
\( 2^{22}\cdot 5^{11}\cdot 23^{21} \) |
$C_{22}$ (as 22T1) |
$[2]$
(GRH)
|
| 22.0.13826007828239234871378695182440742234972683.1 |
x22 - x21 + 116x20 - 116x19 + 5866x18 - 5866x17 + 169741x16 - 169741x15 + 3102241x14 - 3102241x13 + 37314741x12 - 37314741x11 + 298939741x10 - 298939741x9 + 1583705366x8 - 1583705366x7 + 5438002241x6 - 5438002241x5 + 11861830366x4 - 11861830366x3 + 16803236616x2 - 16803236616x + 17926283491 |
\( -\,3^{11}\cdot 7^{11}\cdot 23^{21} \) |
$C_{22}$ (as 22T1) |
$[2, 1433434]$
(GRH)
|
| 22.0.13936571865431899047915848208912554030792704.1 |
x22 + 61x20 + 1466x18 + 18767x16 + 142812x14 + 672568x12 + 1953909x10 + 3334358x8 + 2944762x6 + 969293x4 + 57019x2 + 841 |
\( -\,2^{22}\cdot 67^{20} \) |
$C_{22}$ (as 22T1) |
$[36961]$
(GRH)
|
| 22.22.14232954634830452964011747236817552143286272.1 |
x22 - 2x21 - 96x20 + 178x19 + 3899x18 - 6608x17 - 87467x16 + 133046x15 + 1188426x14 - 1584074x13 - 10109060x12 + 11435962x11 + 53939118x10 - 49578134x9 - 176910567x8 + 124307164x7 + 342485752x6 - 168333340x5 - 366604062x4 + 109236440x3 + 193879860x2 - 25736464x - 38604719 |
\( 2^{22}\cdot 7^{11}\cdot 23^{20} \) |
$C_{22}$ (as 22T1) |
Trivial
(GRH)
|
| 22.22.20937975979670626213353681795476767790826629.1 |
x22 - 9x21 - 62x20 + 717x19 + 1305x18 - 24022x17 - 4969x16 + 440652x15 - 232734x14 - 4834612x13 + 4332757x12 + 32637502x11 - 34619686x10 - 135174899x9 + 145940517x8 + 335982569x7 - 323131047x6 - 485055359x5 + 334596715x4 + 386471695x3 - 104865816x2 - 138936109x - 24468919 |
\( 23^{20}\cdot 29^{11} \) |
$C_{22}$ (as 22T1) |
Trivial
(GRH)
|
| 22.22.39437071573367006679286233687044038294749249.1 |
x22 - x21 - 65x20 - 27x19 + 1709x18 + 2739x17 - 21240x16 - 58584x15 + 107774x14 + 530058x13 + 63350x12 - 2109350x11 - 2370346x10 + 3053082x9 + 7232279x8 + 1113268x7 - 7233811x6 - 5207551x5 + 1572041x4 + 2696745x3 + 394142x2 - 391563x - 116981 |
\( 3^{11}\cdot 67^{21} \) |
$C_{22}$ (as 22T1) |
Trivial
(GRH)
|
| 22.0.43604905791095263021253936224725999514116031.1 |
x22 - 9x21 + 103x20 - 633x19 + 4455x18 - 21547x17 + 115721x16 - 463428x15 + 2047836x14 - 6940762x13 + 26133577x12 - 75415028x11 + 246269894x10 - 601120919x9 + 1716577617x8 - 3469345651x7 + 8681282523x6 - 13884271574x5 + 30359360950x4 - 34852602875x3 + 66136100859x2 - 41797446694x + 68117781041 |
\( -\,23^{20}\cdot 31^{11} \) |
$C_{22}$ (as 22T1) |
$[3128667]$
(GRH)
|
| 22.0.60063165247472201954266758470414053725437952.1 |
x22 + 138x20 + 8280x18 + 283176x16 + 6080832x14 + 85131648x12 + 781208064x10 + 4603547520x8 + 16572771072x6 + 33145542144x4 + 30595885056x2 + 8344332288 |
\( -\,2^{33}\cdot 3^{11}\cdot 23^{21} \) |
$C_{22}$ (as 22T1) |
$[2, 3189916]$
(GRH)
|
| 22.22.60063165247472201954266758470414053725437952.1 |
x22 - 138x20 + 8280x18 - 283176x16 + 6080832x14 - 85131648x12 + 781208064x10 - 4603547520x8 + 16572771072x6 - 33145542144x4 + 30595885056x2 - 8344332288 |
\( 2^{33}\cdot 3^{11}\cdot 23^{21} \) |
$C_{22}$ (as 22T1) |
$[2]$
(GRH)
|
| 22.22.86738130821466057117717765143796460851305217.1 |
x22 - 9x21 - 73x20 + 807x19 + 1975x18 - 30667x17 - 19975x16 + 644732x15 - 103492x14 - 8223098x13 + 4607977x12 + 65804524x11 - 48200954x10 - 331663703x9 + 247797313x8 + 1036117069x7 - 652601717x6 - 1936994870x5 + 759946006x4 + 2008563717x3 - 128681365x2 - 908178246x - 257391023 |
\( 3^{11}\cdot 11^{11}\cdot 23^{20} \) |
$C_{22}$ (as 22T1) |
Trivial
(GRH)
|
| 22.22.162243049887845980095628744560672832080078125.1 |
x22 - 9x21 - 36x20 + 429x19 + 561x18 - 8496x17 - 6139x16 + 89196x15 + 57905x14 - 526311x13 - 390451x12 + 1730819x11 + 1575659x10 - 2917939x9 - 3465949x8 + 1790924x7 + 3593930x6 + 695789x5 - 1086909x4 - 737116x3 - 188316x2 - 20940x - 841 |
\( 5^{11}\cdot 67^{20} \) |
$C_{22}$ (as 22T1) |
Trivial
(GRH)
|
| 22.0.165693399436195066245409511458333024560546875.1 |
x22 - 9x21 + 114x20 - 723x19 + 5545x18 - 27862x17 + 161687x16 - 673652x15 + 3199234x14 - 11272660x13 + 45446261x12 - 136089890x11 + 474573050x10 - 1198919315x9 + 3649189205x8 - 7608385175x7 + 20266939465x6 - 33305104255x5 + 77468338075x4 - 90946009745x3 + 183517941560x2 - 117944870669x + 204320499769 |
\( -\,5^{11}\cdot 7^{11}\cdot 23^{20} \) |
$C_{22}$ (as 22T1) |
$[6263182]$
(GRH)
|
| 22.0.172239967478675757728235268038638014589675547.1 |
x22 - x21 + 41x20 + 2x19 + 1137x18 + 120x17 + 15187x16 + 4521x15 + 143572x14 + 41908x13 + 810728x12 + 310631x11 + 3278352x10 + 1130011x9 + 7018057x8 + 3087160x7 + 10139143x6 + 2471155x5 + 430399x4 + 38213x3 + 2468x2 + 57x + 1 |
\( -\,3^{11}\cdot 89^{20} \) |
$C_{22}$ (as 22T1) |
$[26687]$
(GRH)
|
| 22.22.305334364114002390216524630254855801940178013.1 |
x22 - 9x21 - 84x20 + 897x19 + 2755x18 - 38122x17 - 41461x16 + 903508x15 + 173110x14 - 13126552x13 + 3288569x12 + 121271266x11 - 53972002x10 - 717482927x9 + 340654907x8 + 2680513897x7 - 1010896265x6 - 6090097243x5 + 1071244813x4 + 7718191075x3 + 746605202x2 - 4228140005x - 1647782009 |
\( 23^{20}\cdot 37^{11} \) |
$C_{22}$ (as 22T1) |
Trivial
(GRH)
|
| 22.0.327357956601100418172270186446803699295584256.1 |
x22 + 161x20 + 11270x18 + 449673x16 + 11265492x14 + 184003036x12 + 1969914856x10 + 13543164635x8 + 56881291467x6 + 132723013423x4 + 142932475994x2 + 45478515089 |
\( -\,2^{22}\cdot 7^{11}\cdot 23^{21} \) |
$C_{22}$ (as 22T1) |
n/a |
| 22.0.481573447532424402907134681295965659189012467.1 |
x22 - x21 + 162x20 - 162x19 + 11432x18 - 11432x17 + 461105x16 - 461105x15 + 11726597x14 - 11726597x13 + 195729633x12 - 195729633x11 + 2165644489x10 - 2165644489x9 + 15708809124x8 - 15708809124x7 + 72590100591x6 - 72590100591x5 + 205313114014x4 - 205313114014x3 + 348245590008x2 - 348245590008x + 393724105097 |
\( -\,23^{21}\cdot 29^{11} \) |
$C_{22}$ (as 22T1) |
n/a |
| 22.0.544838009528791582903069339296517113846865239.1 |
x22 - 9x21 + 125x20 - 813x19 + 6745x18 - 34987x17 + 218003x16 - 939340x15 + 4767272x14 - 17367998x13 + 74585461x12 - 230625416x11 + 854744494x10 - 2225080031x9 + 7186857343x8 - 15398214635x7 + 43486274233x6 - 73186706990x5 + 180412985566x4 - 216014851131x3 + 461997703697x2 - 301326000030x + 553445530681 |
\( -\,3^{11}\cdot 13^{11}\cdot 23^{20} \) |
$C_{22}$ (as 22T1) |
n/a |
