| 22.0.719807926798998083647106533713510400000000000.1 |
x22 - 2x21 + 91x20 - 162x19 + 4154x18 - 6608x17 + 123265x16 - 174450x15 + 2616392x14 - 3263164x13 + 41456020x12 - 44873920x11 + 498358184x10 - 457441488x9 + 4533809731x8 - 3404345062x7 + 30545809231x6 - 17679217442x5 + 145074301925x4 - 57845366150x3 + 437292880806x2 - 90650889312x + 634556225161 |
\( -\,2^{33}\cdot 5^{11}\cdot 23^{20} \) |
$C_{22}$ (as 22T1) |
$[17310766]$
(GRH)
|
| 22.0.165411067048459529582956967098503557995819954077696.1 |
x22 + 201x20 + 15678x18 + 613251x16 + 12981384x14 + 149068836x12 + 883227969x10 + 2478977622x8 + 3362840550x6 + 2090236185x4 + 462885111x2 + 11868849 |
\( -\,2^{22}\cdot 3^{11}\cdot 67^{21} \) |
$C_{22}$ (as 22T1) |
$[2, 11548686]$
(GRH)
|
| 22.0.277408439698811100133951455282636371147535786589811.1 |
x22 - 9x21 - 12x20 + 337x19 - 383x18 - 5876x17 + 18523x16 + 16196x15 - 84841x14 - 300133x13 + 1731641x12 - 3103687x11 + 4035441x10 - 12380083x9 + 63615149x8 - 174132886x7 + 358371438x6 - 556676137x5 + 1436734353x4 - 2616581008x3 + 5644816006x2 - 5254555364x + 5354971187 |
\( -\,11^{11}\cdot 89^{20} \) |
$C_{22}$ (as 22T1) |
$[23, 517891]$
(GRH)
|
| 22.0.398976882084318595545873356311326226309728822028879.1 |
x22 - x21 + 203x20 + 241x19 + 15645x18 + 49907x17 + 645544x16 + 2979464x15 + 17383054x14 + 82563250x13 + 322791094x12 + 1212821214x11 + 3698021698x10 + 9684850830x9 + 21693864639x8 + 38502084388x7 + 50771931117x6 + 47768698105x5 + 38829007897x4 + 30616690773x3 + 52753103834x2 + 67713149325x + 81132029807 |
\( -\,13^{11}\cdot 67^{21} \) |
$C_{22}$ (as 22T1) |
$[63265334]$
(GRH)
|
| 22.0.743327151318017467503714837392191185817512378892288.1 |
x22 + 178x20 + 12104x18 + 412248x16 + 7832000x14 + 86100736x12 + 542401600x10 + 1874827008x8 + 3411995136x6 + 3194544640x4 + 1447148544x2 + 249530368 |
\( -\,2^{33}\cdot 89^{21} \) |
$C_{22}$ (as 22T1) |
$[25518776]$
(GRH)
|
| 22.0.24689351133194187911921679520154637032130685006493179.1 |
x22 - x21 + 225x20 - 230x19 + 19126x18 - 28841x17 + 812810x16 - 1847925x15 + 20490513x14 - 63602020x13 + 333560957x12 - 1208195986x11 + 3941677367x10 - 12395573094x9 + 35724961604x8 - 72371663593x7 + 199796166276x6 - 333264099002x5 + 549328483842x4 - 675845066158x3 + 728343357757x2 - 383812617252x + 364599064657 |
\( -\,11^{11}\cdot 89^{21} \) |
$C_{22}$ (as 22T1) |
$[82867144]$
(GRH)
|
| 22.0.52722623986774764924550522590931307567802704396522287819.1 |
x22 - 11x21 + 319x19 + 77x18 - 8184x17 + 22033x16 + 41206x15 + 72600x14 - 1384724x13 + 5317631x12 - 6619506x11 + 53555326x10 - 198441551x9 + 748155507x8 - 1494976967x7 + 6065332130x6 - 11812333698x5 + 38104926805x4 - 54759490940x3 + 163349993499x2 - 142892130293x + 478967764799 |
\( -\,11^{40}\cdot 19^{11} \) |
$C_{22}$ (as 22T1) |
$[11, 4007531]$
(GRH)
|
| 22.0.92168952614220241164959742886255742486065996298779296875.1 |
x22 - x21 + 204x20 + 300x19 + 17203x18 + 68673x17 + 825513x16 + 4874907x15 + 29311275x14 + 165265669x13 + 760942580x12 + 3191438973x11 + 12791899873x10 + 37757317040x9 + 122682543835x8 + 272442102752x7 + 760956148725x6 + 1683377741263x5 + 5010846934880x4 + 10572689320889x3 + 20272483083031x2 + 19526867163395x + 6857181839381 |
\( -\,5^{11}\cdot 199^{21} \) |
$C_{22}$ (as 22T1) |
$[69273608]$
(GRH)
|
| 22.0.318676148059321885950263776987138488850287420742260109802771747.1 |
x22 - x21 + 22x20 - 638x19 - 4834x18 - 68736x17 + 29342x16 + 3003492x15 + 72912964x14 + 585651628x13 + 4884348545x12 + 23061834780x11 + 126935713555x10 + 321183439624x9 + 1442099273183x8 - 352417867544x7 + 11302889577644x6 - 29371703518119x5 + 285911612185382x4 - 92001319669394x3 + 2756828139456442x2 - 7067594870875052x + 10971649548548503 |
\( -\,947^{21} \) |
$C_{22}$ (as 22T1) |
$[18795485]$
(GRH)
|
