| 41.1.1318788372436565706966337480963346255985889330161650994325137953641.1 |
x41 - x - 1 |
\( 2251\cdot 272583857708203\cdot 761889448323748621067\cdot 2821028813073407561156582291 \) |
$S_{41}$ (as 41T10) |
Trivial
(GRH)
|
| 41.1.3438740475870829672142694556791350302292427122659925573655422607717853822976.1 |
x41 + 4x - 4 |
\( 2^{40}\cdot 63506090654183\cdot 49247500694181610257024215345813183672691438654247 \) |
$S_{41}$ (as 41T10) |
n/a |
| 41.1.1410146310196242615582623734722557917230960361093027177982041370003573535932416.1 |
x41 - 4x - 4 |
\( 2^{40}\cdot 2313020109848347\cdot 2947885124842583399107\cdot 188093758458159369641352727129 \) |
$S_{41}$ (as 41T10) |
n/a |
| 41.1.1436730870111940933040699875928164808750960361093027177982041370003573535932416.1 |
x41 - 2x - 2 |
\( 2^{40}\cdot 3\cdot 53\cdot 67\cdot 19183\cdot 332415773971\cdot 2121795341959\cdot 9065714275532504603626040222095031 \) |
$S_{41}$ (as 41T10) |
n/a |
| 41.1.1463315430027627161240579870842024638510960361093027177982041370003573535932416.1 |
x41 - x - 2 |
\( 2^{40}\cdot 139\cdot 1289\cdot 7427974564146547173354624805148970848998383277213672939957571 \) |
$S_{41}$ (as 41T10) |
n/a |
| 41.1.1463315430027639250498776006138655422510960361093027177982041370003573535932416.1 |
x41 - x - 4 |
\( 2^{40}\cdot 1330877630632711998713399230963346255985889330161650994325137953641 \) |
$S_{41}$ (as 41T10) |
n/a |
| 41.1.1489899989943337567956852158339378591790960361093027177982041370003573535932416.1 |
x41 + 2x - 2 |
\( 2^{40}\cdot 29\cdot 5227\cdot 7297\cdot 6697657\cdot 53935240897410251303\cdot 3391305552057089043750010190521 \) |
$S_{41}$ (as 41T10) |
n/a |
| 41.1.440932933706155962814077165280529917580949550960361093027177982041370003573535932416.1 |
x41 + 3x - 2 |
\( 2^{40}\cdot 11\cdot 367\cdot 104399\cdot 13038909447397913\cdot 19797069953357319509\cdot 3686170645074380678869761671 \) |
$S_{41}$ (as 41T10) |
n/a |
| 41.1.15739433529784122314867560891297447239069722808004066932604530641678516894079375714441.1 |
x41 - 3x - 3 |
\( 3^{40}\cdot 7\cdot 32261\cdot 253464984011\cdot 1238514877771\cdot 76247312349973837\cdot 239507603770962778439 \) |
$S_{41}$ (as 41T10) |
n/a |
| 41.1.16180364973590288334344070099725818817272080568004066932604530641678516894079375714441.1 |
x41 - 2x - 3 |
\( 19\cdot 23\cdot 31\cdot 23297\cdot 24551\cdot 61559\cdot 192233\cdot 176464153390395305528183888414950811261883583614896533439444867 \) |
$S_{41}$ (as 41T10) |
n/a |
| 41.1.16180365000174848250030298299605813731131910328004066932604530641678516894079375714441.1 |
x41 - x - 3 |
\( 307\cdot 5719838273\cdot 9214381503814281413477697919440786583995873890980828623574102928033757331 \) |
$S_{41}$ (as 41T10) |
n/a |
| 41.1.16621296470565574185217214224306472806688221368004066932604530641678516894079375714441.1 |
x41 + 3x - 3 |
\( 3^{40}\cdot 11\cdot 123191\cdot 11537809\cdot 901418971\cdot 13197674429\cdot 39039118092749\cdot 188276273322445488239 \) |
$S_{41}$ (as 41T10) |
n/a |
| 41.3.58460065491772801298119754058152544769103530018769039638906972822017958629996426464067584.1 |
x41 - 4x - 2 |
\( -\,2^{40}\cdot 859\cdot 228505873\cdot 270875010079051181133537860467814565805024528624116298098176646437 \) |
$S_{41}$ (as 41T10) |
n/a |
| 41.1.402233082604850119106625535044231327991520299999161762756610493407000559357491685521096704.1 |
x41 - 2x - 4 |
\( 2^{78}\cdot 3\cdot 2358722227395221\cdot 188078897856263176711325004764153112359707183458007 \) |
$S_{41}$ (as 41T10) |
n/a |
| 41.1.402233082604863411386583384202960366062123103444921762756610493407000559357491685521096704.1 |
x41 + 2x - 4 |
\( 2^{78}\cdot 2339\cdot 1104312393641791\cdot 515247576164649945279684004095435656157313243709 \) |
$S_{41}$ (as 41T10) |
n/a |
| 41.1.1608931889487956670260482663667716883594502997638887051026441973628002237429966742084386816.1 |
x41 - 3x - 4 |
\( 2^{80}\cdot 7\cdot 37\cdot 67\cdot 108499\cdot 543997\cdot 270310655161\cdot 312570029227603619\cdot 15379092216330540575461 \) |
$S_{41}$ (as 41T10) |
n/a |
| 41.1.1608932330419427060986417850583641584253578553949927051026441973628002237429966742084386816.1 |
x41 + x - 4 |
\( 2^{80}\cdot 3\cdot 263\cdot 587\cdot 6397\cdot 336221\cdot 7665197\cdot 4370168129\cdot 621071121653\cdot 64218333671912404841959 \) |
$S_{41}$ (as 41T10) |
n/a |
| 41.1.137438953472000365828857506909812624694004283442925067740090273256794495510342500893383983104.1 |
x41 + 5x - 2 |
\( 2^{38}\cdot 163\cdot 743\cdot 10289\cdot 104597\cdot 31257021937\cdot 13675604446553671\cdot 95253739993542479\cdot 94216078858946850824041 \) |
$S_{41}$ (as 41T10) |
n/a |
| 41.3.549755797707634999825151749957612442198039977121027911995933067395469358321483105920624285559.1 |
x41 - 5x - 3 |
\( -\,13\cdot 3357247\cdot 6299663\cdot 93408687929\cdot 21406150874383295497255645104194557906460721068839149774069949627547 \) |
$S_{41}$ (as 41T10) |
n/a |
| 41.3.549755813887998536684569972360749501223982866228299729039638906972822017958629996426464067584.1 |
x41 - 5x - 2 |
\( -\,2^{40}\cdot 3\cdot 13\cdot 27277\cdot 84809\cdot 128519\cdot 211271\cdot 11833317469\cdot 17248570555075397865783802800145486112371296607457 \) |
$S_{41}$ (as 41T10) |
n/a |
| 41.3.549755813887999999999999998669122369367288001286600759036653744014110669838349005674862046359.1 |
x41 - 5x - 1 |
\( -\,3\cdot 7\cdot 115979\cdot 1907696227638017\cdot 118321033765788067146948309346329110271424126239710539838101455451743953 \) |
$S_{41}$ (as 41T10) |
n/a |
| 41.1.549755813888000000000000001330877630632711998713399240963346255985889330161650994325137953641.1 |
x41 + 5x - 1 |
\( 43\cdot 191\cdot 9901\cdot 55082201453159\cdot 467781923539898069\cdot 251911473477379412779567\cdot 1041564752951083406029502313101 \) |
$S_{41}$ (as 41T10) |
n/a |
| 41.1.551364746218419427060986417838494383388107286806888167051026441973628002237429966742084386816.1 |
x41 + 5x - 4 |
\( 2^{80}\cdot 53\cdot 2252852353\cdot 11587626304193\cdot 329637233487635949869536097749879917871587493 \) |
$S_{41}$ (as 41T10) |
n/a |
| 41.1.1283833969310844157793821918315841741975003697170552382810292282092632376588881015777587890625.1 |
x41 - 5x - 5 |
\( 5^{40}\cdot 245129\cdot 204113313923\cdot 2821257079027332182203537535940041590484330884147 \) |
$S_{41}$ (as 41T10) |
n/a |
| 41.1.12104203077620104184027669117449267026454247037233252405292630538833691389299929141998291015625.1 |
x41 - 4x - 5 |
\( 5^{40}\cdot 23\cdot 43\cdot 7678031\cdot 175262852236380367365665984222062198000689367124639488243 \) |
$S_{41}$ (as 41T10) |
n/a |
| 41.1.12104261537244665949753671329667749011270520490725722165292630538833691389299929141998291015625.1 |
x41 - 3x - 5 |
\( 5^{40}\cdot 1330877630584231070838702018991508903663186455464060108951402353513 \) |
$S_{41}$ (as 41T10) |
n/a |
| 41.1.12104261537685597393559837349144258219698892068928079925292630538833691389299929141998291015625.1 |
x41 - 2x - 5 |
\( 3\cdot 5^{40}\cdot 13\cdot 157\cdot 6298160107\cdot 50991976651363487\cdot 676796839638163123435461975358062127 \) |
$S_{41}$ (as 41T10) |
n/a |
| 41.1.12104261537685597420144397264830486419578886982787909685292630538833691389299929141998291015625.1 |
x41 - x - 5 |
\( 5^{41}\cdot 7033139213\cdot 64812836603\cdot 37176884662660649\cdot 15706697658577462999892991283 \) |
$S_{41}$ (as 41T10) |
n/a |
| 41.1.12104261537685597420144397264854664935971179566282033205292630538833691389299929141998291015625.1 |
x41 + x - 5 |
\( 3\cdot 5^{40}\cdot 7\cdot 11287\cdot 706035413231\cdot 1169722373977559\cdot 6798780558470760707379065694407899 \) |
$S_{41}$ (as 41T10) |
n/a |
| 41.1.12104261537685597446728957180540893135851174480141862965292630538833691389299929141998291015625.1 |
x41 + 2x - 5 |
\( 5^{40}\cdot 29\cdot 131\cdot 163\cdot 2089\cdot 1028828029177577129098281451318255701434213699137392499501 \) |
$S_{41}$ (as 41T10) |
n/a |
| 41.1.12104261538126528890535123200017402344279546058344220725292630538833691389299929141998291015625.1 |
x41 + 3x - 5 |
\( 5^{40}\cdot 11\cdot 89\cdot 3571\cdot 20521\cdot 218655088207\cdot 84841331383637730695700527999490480420941303 \) |
$S_{41}$ (as 41T10) |
n/a |
| 41.1.12654017351573597420144397264842575677775033274534971445292630538833691389299929141998291015625.1 |
x41 + 5x - 5 |
\( 5^{40}\cdot 19\cdot 607\cdot 1420817\cdot 36720491\cdot 2312274212437627784352237135454468699991228948791 \) |
$S_{41}$ (as 41T10) |
n/a |
