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Results (24 matches)

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Label Polynomial Discriminant Galois group Class group
43.1.171...443.1 x43 - x - 1 \( -\,109\cdot 809\cdot 397519523\cdot 490494801020731074863763714627948664201245545640512874061 \) $S_{43}$ (as 43T10) n/a
43.1.174...571.1 x43 + x - 1 \( -\,59\cdot 397\cdot 877\cdot 935899\cdot 2402649604770175349\cdot 378726079619435938610415929241631681351 \) $S_{43}$ (as 43T10) n/a
43.1.736...104.1 x43 - 4x - 4 \( -\,2^{42}\cdot 13\cdot 10239413\cdot 21464295562499\cdot 7440631653201968227\cdot 787580389820760746433715250923 \) $S_{43}$ (as 43T10) n/a
43.1.749...416.1 x43 - 2x - 2 \( -\,2^{42}\cdot 5577217\cdot 417006008813\cdot 34910848872522797\cdot 201068225194855523\cdot 1043987668577822729 \) $S_{43}$ (as 43T10) n/a
43.1.762...664.1 x43 - x - 2 \( -\,2^{43}\cdot 20380951\cdot 61480213\cdot 6920759952665299941538917396384169453478934159485941391 \) $S_{43}$ (as 43T10) n/a
43.1.762...487.1 x43 - x - 4 \( -\,229\cdot 293\cdot 4986887\cdot 566527637659\cdot 4239521573605607851\cdot 94914557329966604524084292149520799491137 \) $S_{43}$ (as 43T10) n/a
43.1.775...040.1 x43 + 2x - 2 \( -\,2^{42}\cdot 5\cdot 19\cdot 4987\cdot 11154877\cdot 914818621983827673311\cdot 3649515064680458585719692338597379997 \) $S_{43}$ (as 43T10) n/a
43.1.789...352.1 x43 + 4x - 4 \( -\,2^{42}\cdot 90073\cdot 2923961\cdot 68133429255140007202167625043712385709578872658361664978371 \) $S_{43}$ (as 43T10) n/a
43.3.492...621.1 x43 - 3x - 1 \( 193\cdot 255344695703200514510410356077083381032494299169685309677799453044343141404540738896397 \) $S_{43}$ (as 43T10) n/a
43.1.492...856.1 x43 + 3x - 2 \( -\,2^{43}\cdot 83\cdot 67502042791558118041804533258686204716076628322729472986933623501167834329 \) $S_{43}$ (as 43T10) n/a
43.1.189...651.1 x43 - 2x - 3 \( -\,3^{42}\cdot 139\cdot 124775347877419985548920353165571925958504525515910258911325684164601 \) $S_{43}$ (as 43T10) n/a
43.1.189...899.1 x43 - x - 3 \( -\,3^{43}\cdot 3929\cdot 27164077\cdot 1696291894163\cdot 4471934430678427\cdot 7140840614667743763301231198589 \) $S_{43}$ (as 43T10) n/a
43.1.194...091.1 x43 + 3x - 3 \( -\,3^{42}\cdot 11\cdot 4458821\cdot 2188196233\cdot 250952988948637\cdot 660672576607742254821201853013034985249 \) $S_{43}$ (as 43T10) n/a
43.1.335...704.1 x43 - 2x - 4 \( -\,2^{82}\cdot 17\cdot 911\cdot 1321\cdot 196825567\cdot 172286779949557395632536883985559201167052023742651489 \) $S_{43}$ (as 43T10) n/a
43.1.116...403.1 x43 + 4x - 1 \( -\,181\cdot 155556871099633\cdot 21154104412279303\cdot 19502370656284022684705331520651631010500317670728311348739537 \) $S_{43}$ (as 43T10) n/a
43.1.116...624.1 x43 + 4x - 2 \( -\,2^{42}\cdot 13\cdot 53\cdot 359\cdot 379\cdot 397\cdot 15583\cdot 15667\cdot 16763\cdot 1652591\cdot 7443949\cdot 81974567114861\cdot 17195311805158423964285480495891 \) $S_{43}$ (as 43T10) n/a
43.1.116...859.1 x43 + 4x - 3 \( -\,3^{42}\cdot 17\cdot 251\cdot 24883154146172620815006293556540010583439231599502655506743920009280153 \) $S_{43}$ (as 43T10) n/a
43.1.335...584.1 x43 - 3x - 4 \( -\,2^{42}\cdot 5736251\cdot 13297659175117020385300439521039825046372945434356686517822982914329253832871 \) $S_{43}$ (as 43T10) n/a
43.1.426...432.1 x43 + 5x - 2 \( -\,2^{43}\cdot 4850992221948391221116864599701308523965647838401979155037948241214590584096052462329 \) $S_{43}$ (as 43T10) n/a
43.3.170...493.1 x43 - 5x - 1 \( 67\cdot 2547449482642716810547874063290873780104753209127002162928178624502864738223700120103316907477679 \) $S_{43}$ (as 43T10) n/a
43.1.377...875.1 x43 - 5x - 5 \( -\,5^{42}\cdot 1201\cdot 3109\cdot 627374521\cdot 7083328981731612358415823717337673911296516278980882783 \) $S_{43}$ (as 43T10) n/a
43.1.394...811.1 x43 - x - 5 \( -\,4378013\cdot 253946916604529\cdot 37511360891773121\cdot 94558584147022639554815783215214951921556301363567987461405383 \) $S_{43}$ (as 43T10) n/a
43.1.394...003.1 x43 + 3x - 5 \( -\,4787\cdot 56783432887\cdot 65016935311\cdot 223137316352143056032093232478629204773290672599490333442273344596696250817 \) $S_{43}$ (as 43T10) n/a
43.1.411...875.1 x43 + 5x - 5 \( -\,5^{42}\cdot 68281\cdot 264999458923518261034367410401624235839813453110759740473297621067 \) $S_{43}$ (as 43T10) n/a
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