| Label |
Polynomial |
Degree |
Signature |
Discriminant |
Ram. prime count |
Root discriminant |
Galois root discriminant |
CM field |
Galois |
Monogenic |
Galois group |
Class group |
Unit group torsion |
Unit group rank |
Regulator |
| 29.1.186...489.1 |
$x^{29} - x^{28} + 7 x^{27} + 7 x^{26} + 29 x^{25} + 70 x^{24} + 115 x^{23} + 217 x^{22} + 336 x^{21} + 447 x^{20} + 628 x^{19} + 758 x^{18} + 820 x^{17} + 951 x^{16} + 953 x^{15} + 866 x^{14} + 839 x^{13} + 574 x^{12} + 405 x^{11} + 413 x^{10} + 349 x^{9} + 268 x^{8} + 247 x^{7} - 13 x^{6} - 6 x^{5} + 265 x^{4} + 95 x^{3} - 98 x^{2} + 32 x + 1$ |
$29$ |
[1,14] |
$887^{14}$ |
$1$ |
$26.493268480367817$ |
$29.782545223670862$ |
|
|
|
$D_{29}$ (as 29T2) |
trivial |
$2$ |
$14$ |
$961536136.7336683$ |
| 29.1.253...733.1 |
$x^{29} - x - 1$ |
$29$ |
[1,14] |
$41393681953973\cdot 61230132484136034758796880121$ |
$2$ |
$28.9870101558$ |
$1.5920240670442007e+21$ |
|
|
✓ |
$S_{29}$ (as 29T8) |
trivial |
$2$ |
$14$ |
$3449310408.0836196$ |
| 29.1.756...121.1 |
$x^{29} - 9 x^{28} + 56 x^{27} - 308 x^{26} + 1574 x^{25} - 7243 x^{24} + 28966 x^{23} - 99448 x^{22} + 293090 x^{21} - 744900 x^{20} + 1641343 x^{19} - 3148829 x^{18} + 5274672 x^{17} - 7725970 x^{16} + 9897023 x^{15} - 11084677 x^{14} + 10859104 x^{13} - 9337717 x^{12} + 7122047 x^{11} - 4916951 x^{10} + 3150459 x^{9} - 1890622 x^{8} + 1028653 x^{7} - 470622 x^{6} + 165361 x^{5} - 41848 x^{4} + 8324 x^{3} - 1810 x^{2} + 323 x - 1$ |
$29$ |
[1,14] |
$23^{14}\cdot 97^{14}$ |
$2$ |
$41.35395339075522$ |
$47.23346271447817$ |
|
|
? |
$D_{29}$ (as 29T2) |
trivial |
$2$ |
$14$ |
$737823739010.7355$ |
| 29.1.107...689.1 |
$x^{29} - 12 x^{28} + 55 x^{27} - 97 x^{26} + 34 x^{25} + 11 x^{24} + 138 x^{23} - 214 x^{22} + 43 x^{21} + 224 x^{20} - 104 x^{19} - 50 x^{18} + 748 x^{17} - 1490 x^{16} + 1965 x^{15} - 460 x^{14} - 575 x^{13} + 2189 x^{12} - 1286 x^{11} - 53 x^{10} + 3178 x^{9} - 2804 x^{8} + 3117 x^{7} - 748 x^{6} + 585 x^{5} + 965 x^{4} + 480 x^{3} + 353 x^{2} + 369 x - 1$ |
$29$ |
[1,14] |
$2287^{14}$ |
$1$ |
$41.85185385923885$ |
$47.82258880487337$ |
|
|
|
$D_{29}$ (as 29T2) |
trivial |
$2$ |
$14$ |
$4657227595142.479$ |
| 29.1.123...441.1 |
$x^{29} - 8 x^{28} + 6 x^{27} + 45 x^{26} + 49 x^{25} - 158 x^{24} - 252 x^{23} - 117 x^{22} + 459 x^{21} + 1008 x^{20} + 2232 x^{19} + 2691 x^{18} + 1728 x^{17} - 2718 x^{16} - 7677 x^{15} - 13104 x^{14} - 15537 x^{13} - 15042 x^{12} - 6534 x^{11} + 6768 x^{10} + 22065 x^{9} + 32523 x^{8} + 38385 x^{7} + 37197 x^{6} + 29657 x^{5} + 17606 x^{4} + 7536 x^{3} + 1998 x^{2} + 377 x - 1$ |
$29$ |
[1,14] |
$2311^{14}$ |
$1$ |
$42.06330779500418$ |
$48.07286136688766$ |
|
|
|
$D_{29}$ (as 29T2) |
trivial |
$2$ |
$14$ |
$4095120529090.4673$ |
| 29.1.190...729.1 |
$x^{29} - 8 x^{28} + 42 x^{27} - 91 x^{26} + 71 x^{25} - 172 x^{24} + 980 x^{23} - 2477 x^{22} + 4032 x^{21} - 5998 x^{20} + 8995 x^{19} - 12396 x^{18} + 15464 x^{17} - 17477 x^{16} + 17661 x^{15} - 16777 x^{14} + 14899 x^{13} - 10749 x^{12} + 6197 x^{11} - 2594 x^{10} - 1233 x^{9} + 2318 x^{8} - 113 x^{7} - 855 x^{6} + 1459 x^{5} - 2625 x^{4} + 2079 x^{3} - 978 x^{2} + 419 x + 1$ |
$29$ |
[1,14] |
$2383^{14}$ |
$1$ |
$42.69094266015672$ |
$48.815980989835694$ |
|
|
|
$D_{29}$ (as 29T2) |
trivial |
$2$ |
$14$ |
$6346995452652.517$ |
| 29.1.358...441.1 |
$x^{29} - x^{28} - 7 x^{27} - 50 x^{26} + 119 x^{25} + 495 x^{24} + 59 x^{23} - 530 x^{22} + 637 x^{21} + 2591 x^{20} + 2977 x^{19} + 1178 x^{18} + 2213 x^{17} + 5385 x^{16} + 5965 x^{15} + 6650 x^{14} + 10883 x^{13} + 16281 x^{12} + 23955 x^{11} + 21146 x^{10} - 8059 x^{9} - 7103 x^{8} + 28957 x^{7} + 37734 x^{6} + 35524 x^{5} + 2552 x^{4} - 22800 x^{3} - 19616 x^{2} - 17024 x - 11776$ |
$29$ |
[1,14] |
$2939^{14}$ |
$1$ |
$47.239277691781375$ |
$54.2125446737192$ |
|
|
|
$D_{29}$ (as 29T2) |
trivial |
$2$ |
$14$ |
$191758984500558.16$ |
| 29.1.894...288.1 |
$x^{29} + 4 x - 4$ |
$29$ |
[1,14] |
$2^{28}\cdot 27325532669\cdot 12\!\cdots\!17$ |
$3$ |
$48.7519268384$ |
$3.56541917804482e+20$ |
|
|
? |
$S_{29}$ (as 29T8) |
trivial |
$2$ |
$14$ |
$20818517115126.277$ |
| 29.1.177...701.1 |
$x^{29} + 2 x - 1$ |
$29$ |
[1,14] |
$461801\cdot 20212226753\cdot 3536300443131271\cdot 539109057311673427$ |
$4$ |
$49.9213163004$ |
$4.2183965899634867e+24$ |
|
|
✓ |
$S_{29}$ (as 29T8) |
trivial |
$2$ |
$14$ |
$19372925588185.117$ |
| 29.1.261...256.1 |
$x^{29} - 4 x - 4$ |
$29$ |
[1,14] |
$2^{28}\cdot 53\cdot 179\cdot 10\!\cdots\!23$ |
$4$ |
$50.5881590927$ |
$6.094504598928962e+20$ |
|
|
? |
$S_{29}$ (as 29T8) |
trivial |
$2$ |
$14$ |
$28349352931361.156$ |
| 29.29.383...121.1 |
$x^{29} - x^{28} - 28 x^{27} + 27 x^{26} + 351 x^{25} - 325 x^{24} - 2600 x^{23} + 2300 x^{22} + 12650 x^{21} - 10626 x^{20} - 42504 x^{19} + 33649 x^{18} + 100947 x^{17} - 74613 x^{16} - 170544 x^{15} + 116280 x^{14} + 203490 x^{13} - 125970 x^{12} - 167960 x^{11} + 92378 x^{10} + 92378 x^{9} - 43758 x^{8} - 31824 x^{7} + 12376 x^{6} + 6188 x^{5} - 1820 x^{4} - 560 x^{3} + 105 x^{2} + 15 x - 1$ |
$29$ |
[29,0] |
$59^{28}$ |
$1$ |
$51.2611268879$ |
$51.261126887866126$ |
|
✓ |
✓ |
$C_{29}$ (as 29T1) |
trivial |
$2$ |
$28$ |
$2275980944744796.5$ |
| 29.1.506...201.1 |
$x^{29} - 11 x^{28} + 45 x^{27} - 70 x^{26} + 66 x^{25} - 800 x^{24} + 4130 x^{23} - 11632 x^{22} + 26627 x^{21} - 43970 x^{20} + 56823 x^{19} - 114622 x^{18} + 216543 x^{17} - 400317 x^{16} + 743290 x^{15} - 1619073 x^{14} + 3038554 x^{13} - 4110770 x^{12} + 3834768 x^{11} - 1791942 x^{10} - 198548 x^{9} + 1096532 x^{8} - 913725 x^{7} + 101442 x^{6} + 212195 x^{5} - 352802 x^{4} + 186129 x^{3} - 93243 x^{2} + 23048 x - 4757$ |
$29$ |
[1,14] |
$53^{14}\cdot 67^{14}$ |
$2$ |
$51.75620132238975$ |
$59.590267661758325$ |
|
|
? |
$D_{29}$ (as 29T2) |
trivial |
$2$ |
$14$ |
$21909985755609.77$ |
| 29.1.574...129.1 |
$x^{29} - x^{28} + 18 x^{27} + 12 x^{26} + 179 x^{25} + 123 x^{24} + 1662 x^{23} - 196 x^{22} + 11119 x^{21} - 9104 x^{20} + 47466 x^{19} - 44547 x^{18} + 83114 x^{17} - 23886 x^{16} - 121329 x^{15} + 248495 x^{14} - 275546 x^{13} - 188738 x^{12} + 573921 x^{11} - 476142 x^{10} + 379865 x^{9} - 32019 x^{8} + 20658 x^{7} - 6163 x^{6} - 27930 x^{5} + 2012 x^{4} - 1404 x^{3} + 2898 x^{2} - 594 x + 81$ |
$29$ |
[1,14] |
$3583^{14}$ |
$1$ |
$51.98083920609783$ |
$59.85816569190874$ |
|
|
|
$D_{29}$ (as 29T2) |
trivial |
$2$ |
$14$ |
$133207857013622.31$ |
| 29.1.771...361.1 |
$x^{29} - 7 x^{28} + 47 x^{27} - 186 x^{26} + 710 x^{25} - 970 x^{24} + 1144 x^{23} + 2298 x^{22} - 8465 x^{21} + 16505 x^{20} - 20589 x^{19} + 3590 x^{18} + 30661 x^{17} - 81803 x^{16} + 117497 x^{15} - 94780 x^{14} + 10260 x^{13} + 127678 x^{12} - 249606 x^{11} + 245472 x^{10} - 99463 x^{9} - 191187 x^{8} + 582067 x^{7} - 785770 x^{6} + 915704 x^{5} - 793384 x^{4} + 541792 x^{3} - 324448 x^{2} + 144320 x - 23552$ |
$29$ |
[1,14] |
$3659^{14}$ |
$1$ |
$52.51023015441575$ |
$60.489668539346454$ |
|
|
|
$D_{29}$ (as 29T2) |
trivial |
$2$ |
$14$ |
$1075559501191057.0$ |
| 29.1.142...409.1 |
$x^{29} - x^{28} + 33 x^{27} - 64 x^{26} + 535 x^{25} - 1144 x^{24} + 5145 x^{23} - 10327 x^{22} + 31220 x^{21} - 55583 x^{20} + 124455 x^{19} - 188951 x^{18} + 323227 x^{17} - 411652 x^{16} + 521736 x^{15} - 591430 x^{14} + 489137 x^{13} - 738131 x^{12} + 175881 x^{11} - 1211717 x^{10} + 917449 x^{9} - 3034006 x^{8} + 2818536 x^{7} - 6798367 x^{6} + 6818314 x^{5} - 8408506 x^{4} + 7552950 x^{3} - 8000650 x^{2} + 5448750 x - 1749375$ |
$29$ |
[1,14] |
$3823^{14}$ |
$1$ |
$53.633551708687826$ |
$61.83041322844284$ |
|
|
|
$D_{29}$ (as 29T2) |
trivial |
$2$ |
$14$ |
$254102374099303.56$ |
| 29.1.671...632.1 |
$x^{29} - 2 x - 2$ |
$29$ |
[1,14] |
$2^{28}\cdot 3\cdot 11\cdot 563\cdot 13\!\cdots\!43$ |
$5$ |
$56.5790872551$ |
$3.0884515942888857e+21$ |
|
|
✓ |
$S_{29}$ (as 29T8) |
trivial |
$2$ |
$14$ |
$167099208611677.7$ |
| 29.1.689...128.1 |
$x^{29} - x - 2$ |
$29$ |
[1,14] |
$2^{28}\cdot 23\cdot 2505541501481\cdot 44556647066894154934970530051$ |
$4$ |
$56.6301417736$ |
|
|
|
✓ |
$S_{29}$ (as 29T8) |
trivial |
$2$ |
$14$ |
$261495167861816.16$ |
| 29.1.689...608.1 |
$x^{29} - x - 4$ |
$29$ |
[1,14] |
$2^{30}\cdot 13\cdot 3373\cdot 84163\cdot 17\!\cdots\!41$ |
$5$ |
$56.6301417737$ |
|
|
|
? |
$S_{29}$ (as 29T8) |
trivial |
$2$ |
$14$ |
$216030725427151.9$ |
| 29.1.689...864.1 |
$x^{29} - 2$ |
$29$ |
[1,14] |
$2^{28}\cdot 29^{29}$ |
$2$ |
$56.6301417737$ |
$63.33943474262775$ |
|
|
✓ |
$F_{29}$ (as 29T6) |
trivial |
$2$ |
$14$ |
$170509022606467.78$ |
| 29.1.707...096.1 |
$x^{29} + 2 x - 2$ |
$29$ |
[1,14] |
$2^{28}\cdot 499\cdot 541\cdot 695389\cdot 2739817\cdot 5913513689\cdot 866002650952007$ |
$7$ |
$56.6799391738$ |
$3.169243852658477e+21$ |
|
|
✓ |
$S_{29}$ (as 29T8) |
trivial |
$2$ |
$14$ |
$88931326459060.03$ |
| 29.3.227...419.1 |
$x^{29} - 3 x - 1$ |
$29$ |
[3,13] |
$-\,19\cdot 157273\cdot 116400694409\cdot 65\!\cdots\!93$ |
$4$ |
$74.8819740781$ |
$1.5082406171484918e+27$ |
|
|
✓ |
$S_{29}$ (as 29T8) |
trivial |
$2$ |
$15$ |
$6315065032809016.0$ |
| 29.1.227...357.1 |
$x^{29} + 3 x - 1$ |
$29$ |
[1,14] |
$17\cdot 41\cdot 74959\cdot 160217\cdot 2662789\cdot 25396823\cdot 76318073627\cdot 52654144463043283$ |
$8$ |
$74.8819740781$ |
$1.508240617150194e+27$ |
|
|
✓ |
$S_{29}$ (as 29T8) |
trivial |
$2$ |
$14$ |
$6546753152959768.0$ |
| 29.1.227...752.1 |
$x^{29} + 3 x - 2$ |
$29$ |
[1,14] |
$2^{28}\cdot 8447\cdot 10\!\cdots\!11$ |
$3$ |
$74.8827563475$ |
|
|
|
✓ |
$S_{29}$ (as 29T8) |
trivial |
$2$ |
$14$ |
$23857799922719012$ |
| 29.1.564...821.1 |
$x^{29} - 3 x - 3$ |
$29$ |
[1,14] |
$3^{28}\cdot 13\cdot 41\cdot 389\cdot 1619\cdot 4483\cdot 202067\cdot 1052207903\cdot 7714356793195489$ |
$9$ |
$83.6518051917$ |
$4.537987903482011e+21$ |
|
|
✓ |
$S_{29}$ (as 29T8) |
trivial |
$2$ |
$14$ |
$29272458686891230$ |
| 29.1.565...237.1 |
$x^{29} + 4 x - 1$ |
$29$ |
[1,14] |
$3\cdot 258439534144219859900797151\cdot 72911782755634284235524422729$ |
$3$ |
$83.6550844791$ |
$7.518634284693735e+27$ |
|
|
? |
$S_{29}$ (as 29T8) |
$[2]$ |
$2$ |
$14$ |
$20099249152408180$ |
| 29.1.587...477.1 |
$x^{29} - 2 x - 3$ |
$29$ |
[1,14] |
$43\cdot 907\cdot 40322333\cdot 5439157486181\cdot 68\!\cdots\!49$ |
$5$ |
$83.7658097346$ |
$7.664228951465307e+27$ |
|
|
✓ |
$S_{29}$ (as 29T8) |
trivial |
$2$ |
$14$ |
$47730899898626100$ |
| 29.1.587...973.1 |
$x^{29} - x - 3$ |
$29$ |
[1,14] |
$179\cdot 373\cdot 277813\cdot 42259019123\cdot 2243721410717\cdot 33399064272490942843393$ |
$6$ |
$83.7658106097$ |
$7.664230112369161e+27$ |
|
|
✓ |
$S_{29}$ (as 29T8) |
trivial |
$2$ |
$14$ |
$46185846405204810$ |
| 29.1.587...709.1 |
$x^{29} - 3$ |
$29$ |
[1,14] |
$3^{28}\cdot 29^{29}$ |
$2$ |
$83.7658106097$ |
$93.69001963618167$ |
|
|
✓ |
$F_{29}$ (as 29T6) |
trivial |
$2$ |
$14$ |
$49661461097293670$ |
| 29.1.587...445.1 |
$x^{29} + x - 3$ |
$29$ |
[1,14] |
$5\cdot 11\cdot 16381\cdot 127865750920013\cdot 1994744457920647\cdot 255618611114956521989$ |
$6$ |
$83.7658106097$ |
$7.664230112369165e+27$ |
|
|
✓ |
$S_{29}$ (as 29T8) |
trivial |
$2$ |
$14$ |
$42821205896121990$ |
| 29.1.610...597.1 |
$x^{29} + 3 x - 3$ |
$29$ |
[1,14] |
$3^{28}\cdot 119533\cdot 419161\cdot 53\!\cdots\!29$ |
$4$ |
$83.8756304656$ |
$4.7172652522059916e+21$ |
|
|
✓ |
$S_{29}$ (as 29T8) |
trivial |
$2$ |
$14$ |
$34353828610448830$ |
| 29.3.955...720.1 |
$x^{29} - 4 x - 2$ |
$29$ |
[3,13] |
$-\,2^{28}\cdot 5\cdot 71\!\cdots\!99$ |
$3$ |
$99.8426318557$ |
$1.1649626699833909e+25$ |
|
|
✓ |
$S_{29}$ (as 29T8) |
trivial |
$2$ |
$15$ |
$819283530647138000$ |
| 29.3.955...115.1 |
$x^{29} - 4 x - 1$ |
$29$ |
[3,13] |
$-\,5\cdot 71\cdot 1070754779627347\cdot 25\!\cdots\!79$ |
$4$ |
$99.8426321041$ |
$9.774224570101852e+28$ |
|
|
✓ |
$S_{29}$ (as 29T8) |
trivial |
$2$ |
$15$ |
$440767023565659140$ |
| 29.1.955...448.1 |
$x^{29} + 4 x - 2$ |
$29$ |
[1,14] |
$2^{28}\cdot 3\cdot 3783589506654278873\cdot 31\!\cdots\!07$ |
$4$ |
$99.8426323525$ |
$1.1649627540317457e+25$ |
|
|
✓ |
$S_{29}$ (as 29T8) |
trivial |
$2$ |
$14$ |
$489687221548003600$ |
| 29.1.961...293.1 |
$x^{29} + 4 x - 3$ |
$29$ |
[1,14] |
$3744524429\cdot 8675517281441\cdot 29\!\cdots\!37$ |
$3$ |
$99.863738041$ |
$9.804227158676823e+28$ |
|
|
✓ |
$S_{29}$ (as 29T8) |
trivial |
$2$ |
$14$ |
$632109057751709300$ |
| 29.1.462...688.1 |
$x^{29} - 2 x - 4$ |
$29$ |
[1,14] |
$2^{54}\cdot 3\cdot 151\cdot 1208109059\cdot 46\!\cdots\!91$ |
$5$ |
$105.423300964$ |
|
|
|
? |
$S_{29}$ (as 29T8) |
trivial |
$2$ |
$14$ |
$2408495413358637000$ |
| 29.1.462...304.1 |
$x^{29} + 2 x - 4$ |
$29$ |
[1,14] |
$2^{54}\cdot 853\cdot 133051\cdot 22\!\cdots\!27$ |
$4$ |
$105.423300965$ |
|
|
|
? |
$S_{29}$ (as 29T8) |
trivial |
$2$ |
$14$ |
$2017302844328075800$ |
| 29.1.185...096.1 |
$x^{29} - 3 x - 4$ |
$29$ |
[1,14] |
$2^{57}\cdot 71\cdot 14785399\cdot 5818658096101217\cdot 210180474110289901$ |
$5$ |
$110.585227506$ |
|
|
|
✓ |
$S_{29}$ (as 29T8) |
trivial |
$2$ |
$14$ |
$6702753215427773000$ |
| 29.1.185...720.1 |
$x^{29} + x - 4$ |
$29$ |
[1,14] |
$2^{57}\cdot 3\cdot 5\cdot 5205763\cdot 56893477\cdot 288984011824906401353807959$ |
$6$ |
$110.58527439$ |
|
|
|
✓ |
$S_{29}$ (as 29T8) |
trivial |
$2$ |
$14$ |
$7158511448931481000$ |
| 29.1.154...216.1 |
$x^{29} + 5 x - 2$ |
$29$ |
[1,14] |
$2^{26}\cdot 337\cdot 709\cdot 224066062071001\cdot 7834502381769247\cdot 54834197285853919$ |
$6$ |
$118.977638654$ |
$3.712683889182923e+26$ |
|
|
|
$S_{29}$ (as 29T8) |
trivial |
$2$ |
$14$ |
$22143705810942657000$ |
| 29.3.617...291.1 |
$x^{29} - 5 x - 3$ |
$29$ |
[3,13] |
$-\,17\cdot 640949\cdot 12442531\cdot 15716663\cdot 28\!\cdots\!59$ |
$5$ |
$124.803249184$ |
$2.4847084424815685e+30$ |
|
|
✓ |
$S_{29}$ (as 29T8) |
not computed |
$2$ |
$15$ |
|
| 29.3.617...136.1 |
$x^{29} - 5 x - 2$ |
$29$ |
[3,13] |
$-\,2^{28}\cdot 3\cdot 47\cdot 19231\cdot 1239599\cdot 17156593\cdot 53138329\cdot 7505402452445630661805687$ |
$8$ |
$124.80329013$ |
|
|
|
✓ |
$S_{29}$ (as 29T8) |
trivial |
$2$ |
$15$ |
$48016386518967206000$ |
| 29.3.617...531.1 |
$x^{29} - 5 x - 1$ |
$29$ |
[3,13] |
$-\,3\cdot 9533\cdot 2608914479\cdot 82\!\cdots\!11$ |
$4$ |
$124.80329013$ |
$2.4847202628389371e+30$ |
|
|
✓ |
$S_{29}$ (as 29T8) |
not computed |
$2$ |
$15$ |
|
| 29.1.617...709.1 |
$x^{29} + 5 x - 3$ |
$29$ |
[1,14] |
$23\cdot 79\cdot 107\cdot 931421\cdot 23882194037539\cdot 14\!\cdots\!69$ |
$6$ |
$124.803331076$ |
$2.4847320831400742e+30$ |
|
|
✓ |
$S_{29}$ (as 29T8) |
trivial |
$2$ |
$14$ |
$21861542052281573000$ |
| 29.1.635...984.1 |
$x^{29} + 5 x - 4$ |
$29$ |
[1,14] |
$2^{57}\cdot 37\cdot 1397743\cdot 85\!\cdots\!67$ |
$4$ |
$124.930431849$ |
|
|
|
✓ |
$S_{29}$ (as 29T8) |
not computed |
$2$ |
$14$ |
|
| 29.1.994...125.1 |
$x^{29} - 5 x - 5$ |
$29$ |
[1,14] |
$5^{28}\cdot 17\cdot 401\cdot 578483771\cdot 67676598636720696780695919103$ |
$5$ |
$126.870744047$ |
$2.443594218128532e+21$ |
|
|
? |
$S_{29}$ (as 29T8) |
trivial |
$2$ |
$14$ |
$13281089874686380000$ |
| 29.1.956...541.1 |
$x^{29} - 4 x - 5$ |
$29$ |
[1,14] |
$167\cdot 239\cdot 23\!\cdots\!57$ |
$3$ |
$137.171564666$ |
$9.779785765141783e+30$ |
|
|
✓ |
$S_{29}$ (as 29T8) |
not computed |
$2$ |
$14$ |
|
| 29.1.956...237.1 |
$x^{29} - 3 x - 5$ |
$29$ |
[1,14] |
$42691141\cdot 481626857\cdot 2939004407579\cdot 35136939022453\cdot 45049443348110236823$ |
$5$ |
$137.172036998$ |
$9.780274069977526e+30$ |
|
|
✓ |
$S_{29}$ (as 29T8) |
trivial |
$2$ |
$14$ |
$46446705639915990000$ |
| 29.1.956...893.1 |
$x^{29} - 2 x - 5$ |
$29$ |
[1,14] |
$3\cdot 43\cdot 57617873845633\cdot 10667339907787007\cdot 12\!\cdots\!07$ |
$5$ |
$137.17203711$ |
$9.780274186271402e+30$ |
|
|
✓ |
$S_{29}$ (as 29T8) |
not computed |
$2$ |
$14$ |
|
| 29.1.956...389.1 |
$x^{29} - x - 5$ |
$29$ |
[1,14] |
$7976611\cdot 37252257474505795723\cdot 32\!\cdots\!13$ |
$3$ |
$137.17203711$ |
$9.780274186272312e+30$ |
|
|
✓ |
$S_{29}$ (as 29T8) |
not computed |
$2$ |
$14$ |
|
| 29.1.956...125.1 |
$x^{29} - 5$ |
$29$ |
[1,14] |
$5^{28}\cdot 29^{29}$ |
$2$ |
$137.17203711$ |
$153.4235836420263$ |
|
|
✓ |
$F_{29}$ (as 29T6) |
trivial |
$2$ |
$14$ |
$64731836915276810000$ |
