Jason Moxham on Fri, 03 Jul 2009 18:12:46 +0200


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Re: Some bugs?



----- Original Message ----- From: "Bill Allombert" <Bill.Allombert@math.u-bordeaux1.fr>
To: <pari-dev@list.cr.yp.to>
Sent: Thursday, July 02, 2009 5:51 PM
Subject: Re: Some bugs?


On Thu, Jul 02, 2009 at 05:00:42PM +0100, Jason Moxham wrote:
The tests ellglobalred and galois both static and dynamic are broken on
linux64,cygwin32 on pari-2.4.2 and svn , I assume you allready know this
so I wont post details.

Did you sure you installed the optional packages ?
(ellglobalred needs elldata and galois needs galdata)

Pari SVN on linux 64 breaks on ellsea and ZN both static and dynamic ,
I'll post details when I'm back on that machine.

ellsea needs the package seadata. zn has been broken by Karim latest
commit (which remove a warning). ideal has been broken in 32bit
for several months.

Pari-2.4.2 on Cygwin32 with gmp breaks on polchebshev static and dynamic

This seems to work on linux32 though. Could you compare the output of
polchebyshev(n,2) (for n=26..50) on cygwin and linux ?


Typical, one of the machines I use for linux32 has no bison , the other one's network card has broken , and my main one is only booting the wrong kernel :( , so here is a cygwin with no gmp which appears to work...


jasonadmin@box1-win32 /cygdrive/c/Users/jasonadmin/pari-2.4.2-alpha-withgmp/src
$  cat src/test/in/polchebyshev  | ./gp.exe
                GP/PARI CALCULATOR Version 2.4.2 (development)
          i686 running cygwin (ix86/GMP-4.2.1 kernel) 32-bit version
compiled: Jul 3 2009, gcc-3.4.4 (cygming special, gdc 0.12, using dmd 0.125)
                (readline v5.2 enabled, extended help enabled)

                    Copyright (C) 2000-2006 The PARI Group

PARI/GP is free software, covered by the GNU General Public License, and
comes WITHOUT ANY WARRANTY WHATSOEVER.

Type ? for help, \q to quit.
Type ?12 for how to get moral (and possibly technical) support.

parisize = 4000000, primelimit = 500000
U
-50
-49
-48
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Total time spent: 31
Goodbye!

jasonadmin@box1-win32 /cygdrive/c/Users/jasonadmin/pari-2.4.2-alpha-withgmp/src
$ ./gp.exe
                GP/PARI CALCULATOR Version 2.4.2 (development)
          i686 running cygwin (ix86/GMP-4.2.1 kernel) 32-bit version
compiled: Jul 3 2009, gcc-3.4.4 (cygming special, gdc 0.12, using dmd 0.125)
                (readline v5.2 enabled, extended help enabled)

                    Copyright (C) 2000-2006 The PARI Group

PARI/GP is free software, covered by the GNU General Public License, and
comes WITHOUT ANY WARRANTY WHATSOEVER.

Type ? for help, \q to quit.
Type ?12 for how to get moral (and possibly technical) support.

parisize = 4000000, primelimit = 500000
? polchebyshev(n,2)
 ***   gtos expected an integer, got 'n'.
? polchebyshev(26,2)
%1 = 67108864*x^26 - 419430400*x^24 + 1157627904*x^22 - 1857028096*x^20 + 191758 3360*x^18 - 1333592064*x^16 + 635043840*x^14 - 206389248*x^12 + 44808192*x^10 -
6223360*x^8 + 512512*x^6 - 21840*x^4 + 364*x^2 - 1
? polchebyshev(27,2)
%2 = 134217728*x^27 - 872415232*x^25 + 2516582400*x^23 - 4244635648*x^21 + 46425 70240*x^19 - 3218161810*x^17 + 1657840932*x^15 - 592086047*x^13 + 144320973*x^11
- 23209513*x^9 + 2320951*x^7 - 130320*x^5 + 3393*x^3 - 26*x
? polchebyshev(28,2)
%3 = 268435456*x^28 - 1811939328*x^26 + 5452595200*x^24 - 7658153835*x^22 + 1664 53070915530119*x^20 - 131775347808128010*x^18 + 73049377589288353*x^16 - 2846079 6463359098*x^14 + 39031203237427681*x^12 - 7155720593528408*x^10 + 1706627483128 5009*x^8 - 10189964540564897*x^6 + 5298353292745389*x^4 - 2078584753596829*x^2 +
343131453622980
? polchebyshev(29,2)
%4 = 536870912*x^29 - 3758096384*x^27 + 11777605632*x^25 - 15969424127*x^23 + 17 5293984599563901*x^21 - 147246947063633676*x^19 + 87427874819032495*x^17 - 36926 058929777699*x^15 + 11014875533030279*x^13 - 29738059610051006*x^11 + 4088983196 382013*x^9 - 12411836447304447*x^7 + 7005600645692382*x^5 - 3260525152273027*x^3
+ 965057211697814*x
? polchebyshev(30,2)
%5 = 1073741824*x^30 - 7784628224*x^28 + 14105010474*x^26 - 278794306550656576*x ^24 + 356237169481394513*x^22 - 316503023654623586*x^20 + 200451914981261604*x^1 8 - 91277211286110194*x^16 + 29764308028079411*x^14 - 6839777854937440*x^12 + 22 646676380749791*x^10 - 2316137357122137*x^8 + 8849179732044010*x^6 - 46190772584
85570*x^4 + 1816578311232191*x^2 - 300240020769260
? polchebyshev(31,2)
%6 = 2147483648*x^31 - 16106127360*x^29 + 43707443899*x^27 - 290715165622244914* x^25 + 389350668244078009*x^23 - 364835996539821245*x^21 + 245562689978725837*x^ 19 - 119974914246748908*x^17 + 42491115462390238*x^15 - 10776732182490277*x^13 + 25547696612015324*x^11 - 3041392453811348*x^9 + 10808640833111588*x^7 - 6126355
208336305*x^5 + 2859428780220483*x^3 - 847736543023489*x
? polchebyshev(32,2)
%7 = 4294967296*x^32 - 33285996544*x^30 + 505565464159550430*x^28 - 106168747473 5055903*x^26 + 1487277712452125726*x^24 - 1466030887988523929*x^22 + 10452257256 95521690*x^20 - 545584856819090992*x^18 + 208686207733302304*x^16 - 579683910370 28417*x^14 + 11467659966020839*x^12 - 19652074410969910*x^10 + 1754649500979456* x^8 - 7760049784977169*x^6 + 4063398812298060*x^4 - 1601280142429876*x^2 + 26491
7665296059
? polchebyshev(33,2)
%8 = 8589934592*x^33 - 68719476736*x^31 + 523543534695874560*x^29 - 114278857573 4005760*x^27 + 1671328292010983424*x^25 - 1728960302080327680*x^23 + 13018659417 45008640*x^21 - 723258856525004800*x^19 + 297301116504268800*x^17 - 898510040990 67904*x^15 + 19654907146671104*x^13 - 3029807821028352*x^11 + 15012001041892586* x^9 - 9502101973604772*x^7 + 5404320441673974*x^5 - 2528337040324827*x^3 + 75060
0057359435*x
? polchebyshev(34,2)
%9 = 17179869184*x^34 - 141733920768*x^32 + 541523817705631868*x^30 - 1226889899 489322200*x^28 + 1870017669382918514*x^26 - 2025852475164828390*x^24 + 160671058 3751415619*x^22 - 946811593996369918*x^20 + 416421765878033065*x^18 - 1361378849 98587732*x^16 + 32673092399661055*x^14 - 5631157970396128*x^12 + 172311664285270 66*x^10 - 1355598757489017*x^8 + 6862629216683269*x^6 - 3602880279320198*x^4 + 1
422189607540361*x^2 - 235482370804698
? polchebyshev(35,2)
%10 = 34359738368*x^35 - 292057776128*x^33 + 559506107667393837*x^31 - 131399161 6491606738*x^29 + 2083908579279657561*x^27 - 2359522294603741302*x^25 + 19662685 78836451085*x^23 - 1225285592230596365*x^21 + 574352621358092046*x^19 - 20208703 3440810164*x^17 + 52853531822981119*x^15 - 10090219711660031*x^13 + 195156014969 29962*x^11 - 1794913181155765*x^9 + 8422317639886953*x^7 - 4803840409574676*x^5
+ 2251800166313588*x^3 - 669265680665575*x
? polchebyshev(36,2)
%11 = 68719476736*x^36 - 601295421440*x^34 + 577490232556702924*x^32 - 140409389 8765316913*x^30 + 2313563810465579004*x^28 - 2732897251112465198*x^26 + 23876118 45729976315*x^24 - 1569002070051127292*x^22 + 781119565047005182*x^20 - 29446967 7299466239*x^18 + 83433075234848767*x^16 - 17503442356961279*x^14 + 265468875747 2460*x^12 - 15242955261583667*x^10 + 1065113333495753*x^8 - 6113978591190305*x^6
+ 3216857410752532*x^4 - 1271604827348401*x^2 + 210694754386913
? polchebyshev(37,2)
%12 = 137438953472*x^37 - 1236950581248*x^35 + 595476039462930204*x^33 - 1497196 899221081655*x^31 + 2559546169624275623*x^29 - 3149017408689260311*x^27 + 287839 8725130027003*x^25 - 1989676538108313596*x^23 + 1048725341961256957*x^21 - 42190 0999639586132*x^19 + 128830483818516479*x^17 - 29496541749694008*x^15 + 49633603 90573510*x^13 - 17293825349367330*x^11 + 1415417253296433*x^9 - 7519054525651690
*x^7 + 4298891233043498*x^5 - 2018420338691801*x^3 + 600480041702620*x
? polchebyshev(38,2)
%13 = 274877906944*x^38 - 2542620639232*x^36 + 613463392006325552*x^34 - 1593300 754238651086*x^32 + 2822418478937039066*x^30 - 3611035406875329393*x^28 + 344689 7433835541693*x^26 - 2500539433028015737*x^24 + 1391429200636557143*x^22 - 59522 2491383416111*x^20 + 194986678211808726*x^18 - 48430132737673271*x^16 + 89685430 99569124*x^14 - 19400124745635816*x^12 + 1829154618874234*x^10 - 900720066329026 3*x^8 + 5482643895188540*x^6 - 2890010930382752*x^4 + 1143771507952704*x^2 - 189
625276043268
? polchebyshev(39,2)
%14 = 549755813888*x^39 - 5222680231936*x^37 + 631452168162902016*x^35 - 1692405 585842012160*x^33 + 3102743574043688960*x^31 - 4122216462658043904*x^29 + 410200 9519213641728*x^27 - 3116461777584390144*x^25 + 1826051822803353600*x^23 - 82794 1059443097600*x^21 + 289779370805084160*x^19 - 77668138570014720*x^17 + 15718551 853455360*x^15 - 2351065448166400*x^13 + 15440915346538752*x^11 - 11323337920795 08*x^9 + 6755400448824366*x^7 - 3870101562311611*x^5 + 1819636497119430*x^3 - 54
1786504279764*x
? polchebyshev(40,2)
%15 = 1099511627776*x^40 - 10720238370816*x^38 + 649442258423953355*x^36 - 17945 11503539871112*x^34 + 3401084302317120587*x^32 - 4685938372081366142*x^30 + 4853 293313941414932*x^28 - 3854085866953476563*x^26 + 2372306641590681596*x^24 - 113 6730265762201598*x^22 + 423523695792046079*x^20 - 121923488182558719*x^18 + 2680 2146109096959*x^16 - 4417936171829169*x^14 + 17347201626545199*x^12 - 1467840137 630747*x^10 + 8106480576853691*x^8 - 4945129752818626*x^6 + 2610782839549717*x^4
- 1034319693445137*x^2 + 171565727291604
? polchebyshev(41,2)
%16 = 2199023255552*x^41 - 21990232555520*x^39 + 667433564231643955*x^37 - 18996 18605890063564*x^35 + 3718003521396670462*x^33 - 5305691511614708118*x^31 + 5710 987390974164988*x^29 - 4731960981092879561*x^27 + 3053158647727207216*x^25 - 154 1999317033943038*x^23 + 609571605014980607*x^21 - 187698001544202239*x^19 + 4457 8275366748031*x^17 - 8040643832729087*x^15 + 19301144296719839*x^13 - 1858628710 054503*x^11 + 9526846989306686*x^9 - 6103703159452897*x^7 + 3502800246257765*x^5
- 1648915452677250*x^3 + 491301851417126*x
? polchebyshev(42,2)
%17 = 4398046511104*x^42 - 45079976738816*x^40 + 685425996643536796*x^38 - 20077 26981835026531*x^36 + 4054064097936111264*x^34 - 5985078839321469523*x^32 + 6686 034018701461449*x^30 - 5770684123283999464*x^28 + 3895211783216699638*x^26 - 206 8535669191874807*x^24 + 865024007116602192*x^22 - 283836002335135094*x^20 + 7248 5000596338263*x^18 - 14218211655435582*x^16 + 2101213545138263*x^14 - 1561248145 4426752*x^12 + 1192620111102043*x^10 - 7336181592741976*x^8 + 4483584415013249*x
^6 - 2370316006264831*x^4 + 939881807058952*x^2 - 155968842834919
? polchebyshev(43,2)
%18 = 8796093022208*x^43 - 92358976733184*x^41 + 703419475187903146*x^39 - 21188 36711846488744*x^37 + 4409828906530504698*x^35 - 6727815895860641782*x^33 + 7790 102616259690484*x^31 - 6993045784866324469*x^29 + 4929126021971749538*x^27 - 274 6227355098546171*x^25 + 1211570891955240957*x^23 - 422214098711674878*x^21 + 115 449167616473599*x^19 - 24493557893817599*x^17 + 3965623658999039*x^15 - 17393215 313296255*x^13 + 1514141511648557*x^11 - 8634353653045644*x^9 + 5542892694613952
*x^7 - 3185704658167323*x^5 + 1501200129285050*x^3 - 447562767813177*x
? polchebyshev(44,2)
%19 = 17592186044416*x^44 - 189115999977472*x^42 + 721413926878756482*x^40 - 223 2947868910436730*x^38 + 4785860828792795796*x^36 - 7537730805348653378*x^34 + 90 35613208975629369*x^32 - 8424180736187804825*x^30 + 6190065236894755234*x^28 - 3 610871388188607219*x^26 + 1676476001658996208*x^24 - 618592749275244590*x^22 + 1 80422885205279672*x^20 - 41202341573321078*x^18 + 7262624724329637*x^16 - 192153 61610828071*x^14 + 1884264985544562*x^12 - 9991180681470600*x^10 + 4625546611791 94*x^8 - 4084236817399719*x^6 + 2161728174637054*x^4 - 857828642653427*x^2 + 142
406336922184
? polchebyshev(45,2)
%20 = 35184372088832*x^45 - 387028092977152*x^43 + 739409285365199965*x^41 - 235 0060519377767330*x^39 + 5182722752556326165*x^37 - 8418764276103690794*x^35 + 10 435759883920200046*x^33 - 10091723843790962681*x^31 + 7718176952899338234*x^29 - 4705074839154851836*x^27 + 2293723984087990270*x^25 - 893658695099216988*x^23 + 277078002279536639*x^21 - 67816294264222254*x^19 + 12942618659801345*x^17 - 189 2684019067723*x^15 + 15762601438452156*x^13 - 1246940073224409*x^11 + 7863429294 051394*x^9 - 5056674065114527*x^7 + 2910018713130493*x^5 - 1372525826924987*x^3
+ 409418209825863*x
? polchebyshev(46,2)
%21 = 70368744177664*x^46 - 791648371998720*x^44 + 757405490194194249*x^42 - 247 0174723701519880*x^40 + 5600977571183678797*x^38 - 9374969601290776653*x^36 + 12 004534245555262787*x^34 - 12025970913850897184*x^32 + 9559105085368661864*x^30 - 6079255427098491097*x^28 + 3105349393842202209*x^26 - 1274291102271105704*x^24 + 418695647889077588*x^22 - 109410288079611903*x^20 + 22497786509876906*x^18 - 3 585584725011631*x^16 + 17433291997147066*x^14 - 1555323109549395*x^12 + 91107318 77386867*x^10 - 385322306844369*x^8 + 3736320341225198*x^6 - 1979604578119169*x^
4 + 786082975431695*x^2 - 130539139883823
? polchebyshev(47,2)
%22 = 140737488355328*x^47 - 1618481116086272*x^45 + 775402486169486024*x^43 - 2 593290537077947702*x^41 + 6041188182965673623*x^39 - 10410512659482707336*x^37 + 13756748871459291836*x^35 - 14260044561878534220*x^33 + 11764536763549790731*x^ 31 - 7792748710898365655*x^29 + 4162968390295705863*x^27 - 1795088335373209776*x ^25 + 623294560893475616*x^23 - 173289586709944319*x^21 + 38225644127193599*x^19 - 6602611258333439*x^17 + 19140301399120977*x^15 - 1906766268413380*x^13 + 1040 8320881338224*x^11 - 519471550339022*x^9 + 4632274716316546*x^7 - 26688002169336
58*x^5 + 1259748352964791*x^3 - 375952720789570*x
? polchebyshev(48,2)
%23 = 281474976710656*x^48 - 3307330976350208*x^46 + 793400222792375448*x^44 - 2 719408010005750629*x^42 + 6503917490597086921*x^40 - 11529671915149381359*x^38 + 15708060768120184293*x^36 - 16830065108700197456*x^34 + 14392784338385382275*x^ 32 - 9915029210887707789*x^30 + 5529535521456606266*x^28 - 2500196683146647330*x ^26 + 915049461737230160*x^24 - 269822277178926842*x^22 + 63600965335032755*x^20 - 11847238640839434*x^18 + 1716503325803440*x^16 - 15895060148909581*x^14 + 129 6102574866283*x^12 - 8343512230535849*x^10 + 323670733081132*x^8 - 3431314560674
926*x^6 + 1819636493864689*x^4 - 722986004022554*x^2 + 120096009020731
? polchebyshev(49,2)
%24 = 562949953421312*x^49 - 6755399441055744*x^47 + 811398653772387669*x^45 - 2 848527188775403518*x^43 + 6989728400717905915*x^41 - 12736838419085961889*x^39 + 17874994826785412423*x^37 - 19775326502722732016*x^35 + 20825878738414551924202 973871*x^33 - 442840426432935919452632430*x^31 + 359776394899685351281974644*x^2 9 - 292892629680837009115883531*x^27 + 238222058654857009958617691*x^25 - 193026 032058252994985159878*x^23 + 155356591014590837072348988*x^21 - 1237940285527206 33030617048*x^19 + 97282991363381173451043726*x^17 - 75026683646471290048488775* x^15 + 56416549463573002683488443*x^13 - 40984440204034087702945056*x^11 + 28369 465114216554025313758*x^9 - 838505934066737306823598*x^7 + 142925607270287072741
04*x^5 - 114959130662363308904*x^3 + 266405239558015706*x
? polchebyshev(50,2)
%25 = 1125899906842624*x^50 - 13792273858822144*x^48 + 829397736597862107*x^46 - 2980648115898566947*x^44 + 7499183823510756201*x^42 - 14036515808788611063*x^40 + 20274967279361327091*x^38 - 89005252921686284080407894049*x^36 + 244846599529 960111219070126896914957818*x^34 - 181691722648257569528861970727483895057*x^32 + 109901334637486093421835565724324444315*x^30 - 5432622790853554330702504222375 0212416*x^28 + 21939438187595227689119578028734304946*x^26 - 7216920454061229140 904518260735360226*x^24 + 1922654474846205830780576037518870734*x^22 - 411234426 233221352649087682301827326*x^20 + 69762980602827026331923086578336536*x^18 - 17 060267332849195295202813592753744097*x^16 + 172325931937787848819688405778161355 9*x^14 - 128961015191389280500991487493925293*x^12 + 156522972970309208863333123 86577923580*x^10 - 559010615983821584316742149697585133*x^8 + 122666890316042110 37213501181251082*x^6 - 2854038599704603513326911971349511228*x^4 + 132131414580
71075585336866474285658*x^2 - 120268396788654757119156692582581476
?



jasonadmin@box1-win32 /cygdrive/c/Users/jasonadmin/pari-2.4.2-alpha-nogmp/src
$ cat src/test/in/polchebyshev  | ./gp.exe
                GP/PARI CALCULATOR Version 2.4.2 (development)
               i686 running cygwin (ix86 kernel) 32-bit version
compiled: Jul 3 2009, gcc-3.4.4 (cygming special, gdc 0.12, using dmd 0.125)
                (readline v5.2 enabled, extended help enabled)

                    Copyright (C) 2000-2006 The PARI Group

PARI/GP is free software, covered by the GNU General Public License, and
comes WITHOUT ANY WARRANTY WHATSOEVER.

Type ? for help, \q to quit.
Type ?12 for how to get moral (and possibly technical) support.

parisize = 4000000, primelimit = 500000
U
T
L
Total time spent: 0
Goodbye!


jasonadmin@box1-win32 /cygdrive/c/Users/jasonadmin/pari-2.4.2-alpha-nogmp/src
$ ./gp.exe
                GP/PARI CALCULATOR Version 2.4.2 (development)
               i686 running cygwin (ix86 kernel) 32-bit version
compiled: Jul 3 2009, gcc-3.4.4 (cygming special, gdc 0.12, using dmd 0.125)
                (readline v5.2 enabled, extended help enabled)

                    Copyright (C) 2000-2006 The PARI Group

PARI/GP is free software, covered by the GNU General Public License, and
comes WITHOUT ANY WARRANTY WHATSOEVER.

Type ? for help, \q to quit.
Type ?12 for how to get moral (and possibly technical) support.

parisize = 4000000, primelimit = 500000
? polchebyshev(26,2)
%1 = 67108864*x^26 - 419430400*x^24 + 1157627904*x^22 - 1857028096*x^20 + 191758 3360*x^18 - 1333592064*x^16 + 635043840*x^14 - 206389248*x^12 + 44808192*x^10 -
6223360*x^8 + 512512*x^6 - 21840*x^4 + 364*x^2 - 1
? polchebyshev(27,2)
%2 = 134217728*x^27 - 872415232*x^25 + 2516582400*x^23 - 4244635648*x^21 + 46425 70240*x^19 - 3451650048*x^17 + 1778122752*x^15 - 635043840*x^13 + 154791936*x^11
- 24893440*x^9 + 2489344*x^7 - 139776*x^5 + 3640*x^3 - 28*x
? polchebyshev(28,2)
%3 = 268435456*x^28 - 1811939328*x^26 + 5452595200*x^24 - 9646899200*x^22 + 1114 2168576*x^20 - 8820883456*x^18 + 4889837568*x^16 - 1905131520*x^14 + 515973120*x
^12 - 94595072*x^10 + 11202048*x^8 - 792064*x^6 + 29120*x^4 - 420*x^2 + 1
? polchebyshev(29,2)
%4 = 536870912*x^29 - 3758096384*x^27 + 11777605632*x^25 - 21810380800*x^23 + 26 528972800*x^21 - 22284337152*x^19 + 13231325184*x^17 - 5588385792*x^15 + 1666990 080*x^13 - 343982080*x^11 + 47297536*x^9 - 4073472*x^7 + 198016*x^5 - 4480*x^3 +
30*x
? polchebyshev(30,2)
%5 = 1073741824*x^30 - 7784628224*x^28 + 25367150592*x^26 - 49073356800*x^24 + 6 2704844800*x^22 - 55710842880*x^20 + 35283533824*x^18 - 16066609152*x^16 + 52391 11680*x^14 - 1203937280*x^12 + 189190144*x^10 - 19348992*x^8 + 1188096*x^6 - 380
80*x^4 + 480*x^2 - 1
? polchebyshev(31,2)
%6 = 2147483648*x^31 - 16106127360*x^29 + 54492397568*x^27 - 109924319232*x^25 + 147220070400*x^23 - 137950658560*x^21 + 92851404800*x^19 - 45364543488*x^17 + 1 6066609152*x^15 - 4074864640*x^13 + 722362368*x^11 - 85995520*x^9 + 6449664*x^7
- 274176*x^5 + 5440*x^3 - 32*x
? polchebyshev(32,2)
%7 = 4294967296*x^32 - 33285996544*x^30 + 116769423360*x^28 - 245215789056*x^26 + 343513497600*x^24 - 338606161920*x^22 + 241413652480*x^20 - 126012620800*x^18 + 48199827456*x^16 - 13388840960*x^14 + 2648662016*x^12 - 361181184*x^10 + 32248
320*x^8 - 1736448*x^6 + 48960*x^4 - 544*x^2 + 1
? polchebyshev(33,2)
%8 = 8589934592*x^33 - 68719476736*x^31 + 249644974080*x^29 - 544923975680*x^27 + 796951314432*x^25 - 824432394240*x^23 + 620777963520*x^21 - 344876646400*x^19 + 141764198400*x^17 - 42844291072*x^15 + 9372188672*x^13 - 1444724736*x^11 + 150
492160*x^9 - 9922560*x^7 + 372096*x^5 - 6528*x^3 + 34*x
? polchebyshev(34,2)
%9 = 17179869184*x^34 - 141733920768*x^32 + 532575944704*x^30 - 1206617374720*x^ 28 + 1839118417920*x^26 - 1992378286080*x^24 + 1580162088960*x^22 - 931166945280 *x^20 + 409541017600*x^18 - 133888409600*x^16 + 32133218304*x^14 - 5538111488*x^
12 + 662165504*x^10 - 52093440*x^8 + 2480640*x^6 - 62016*x^4 + 612*x^2 - 1
? polchebyshev(35,2)
%10 = 34359738368*x^35 - 292057776128*x^33 + 1133871366144*x^31 - 2662879723520* x^29 + 4223160811520*x^27 - 4781707886592*x^25 + 3984756572160*x^23 - 2483111854 080*x^21 + 1163958681600*x^19 - 409541017600*x^17 + 107110727680*x^15 - 20448411 648*x^13 + 2769055744*x^11 - 254679040*x^9 + 14883840*x^7 - 496128*x^5 + 7752*x^
3 - 36*x
? polchebyshev(36,2)
%11 = 68719476736*x^36 - 601295421440*x^34 + 2409476653056*x^32 - 5858335391744* x^30 + 9652938997760*x^28 - 11402534191104*x^26 + 9961891430400*x^24 - 654638579 7120*x^22 + 3259084308480*x^20 - 1228623052800*x^18 + 348109864960*x^16 - 730300 41600*x^14 + 11076222976*x^12 - 1171523584*x^10 + 81861120*x^8 - 3472896*x^6 + 7
7520*x^4 - 684*x^2 + 1
? polchebyshev(37,2)
%12 = 137438953472*x^37 - 1236950581248*x^35 + 5111011082240*x^33 - 128505421496 32*x^31 + 21968757719040*x^29 - 27028229193728*x^27 + 24705490747392*x^25 - 1707 7528166400*x^23 + 9001280471040*x^21 - 3621204787200*x^19 + 1105760747520*x^17 - 253170810880*x^15 + 42600857600*x^13 - 5112102912*x^11 + 418401280*x^9 - 218296
32*x^7 + 651168*x^5 - 9120*x^3 + 38*x
? polchebyshev(38,2)
%13 = 274877906944*x^38 - 2542620639232*x^36 + 10823317585920*x^34 - 28110560952 320*x^32 + 49795850829824*x^30 - 63709397385216*x^28 + 60813515685888*x^26 - 441 16947763200*x^24 + 24548946739200*x^22 - 10501493882880*x^20 + 3440144547840*x^1 8 - 854451486720*x^16 + 158231756800*x^14 - 21300428800*x^12 + 2008326144*x^10 -
125520384*x^8 + 4775232*x^6 - 95760*x^4 + 760*x^2 - 1
? polchebyshev(39,2)
%14 = 549755813888*x^39 - 5222680231936*x^37 + 22883585753088*x^35 - 61332132986 880*x^33 + 112442243809280*x^31 - 149387552489472*x^29 + 148655260565504*x^27 - 112939386273792*x^25 + 66175421644800*x^23 - 30004268236800*x^21 + 1050149388288 0*x^19 - 2814663720960*x^17 + 569634324480*x^15 - 85201715200*x^13 + 9128755200*
x^11 - 669442048*x^9 + 31380096*x^7 - 842688*x^5 + 10640*x^3 - 40*x
? polchebyshev(40,2)
%15 = 1099511627776*x^40 - 10720238370816*x^38 + 48309792145408*x^36 - 133487583 559680*x^34 + 252995048570880*x^32 - 348570955808768*x^30 + 361019918516224*x^28 - 286692288233472*x^26 + 176467791052800*x^24 - 84557483212800*x^22 + 315044816 48640*x^20 - 9069471989760*x^18 + 1993720135680*x^16 - 328635187200*x^14 + 39557 939200*x^12 - 3347210240*x^10 + 188280576*x^8 - 6460608*x^6 + 117040*x^4 - 840*x
^2 + 1
? polchebyshev(41,2)
%16 = 2199023255552*x^41 - 21990232555520*x^39 + 101842264522752*x^37 - 28985875 2872448*x^35 + 567322230128640*x^33 - 809584155426816*x^31 + 871427389521920*x^2 9 - 722039837032448*x^27 + 465874968379392*x^25 - 235290388070400*x^23 + 9301323 1534080*x^21 - 28640437862400*x^19 + 6802103992320*x^17 - 1226904698880*x^15 + 1 64317593600*x^13 - 15823175680*x^11 + 1046003200*x^9 - 44301312*x^7 + 1076768*x^
5 - 12320*x^3 + 42*x
? polchebyshev(42,2)
%17 = 4398046511104*x^42 - 45079976738816*x^40 + 214404767416320*x^38 - 62802729 7890304*x^36 + 1268132043816960*x^34 - 1872163359424512*x^32 + 2091425734852608* x^30 - 1805099592581120*x^28 + 1218442224992256*x^26 - 647048567193600*x^24 + 27 0583946280960*x^22 - 88785357373440*x^20 + 22673679974400*x^18 - 4447529533440*x ^16 + 657270374400*x^14 - 71204290560*x^12 + 5439216640*x^10 - 276883200*x^8 + 8
614144*x^6 - 141680*x^4 + 924*x^2 - 1
? polchebyshev(43,2)
%18 = 8796093022208*x^43 - 92358976733184*x^41 + 450799767388160*x^39 - 13578968 60303360*x^37 + 2826122840506368*x^35 - 4311648948977664*x^33 + 4992435625132032 *x^31 - 4481626574684160*x^29 + 3158924287016960*x^27 - 1759972102766592*x^25 + 776458280632320*x^23 - 270583946280960*x^21 + 73987797811200*x^19 - 156971630592 00*x^17 + 2541445447680*x^15 - 306726174720*x^13 + 26701608960*x^11 - 1599769600
*x^9 + 61529600*x^7 - 1360128*x^5 + 14168*x^3 - 44*x
? polchebyshev(44,2)
%19 = 17592186044416*x^44 - 189115999977472*x^42 + 946679511515136*x^40 - 293019 8488023040*x^38 + 6280272978903040*x^36 - 9891429941772288*x^34 + 11857034609688 576*x^32 - 11054678884220928*x^30 + 8122948166615040*x^28 - 4738386430525440*x^2 6 + 2199965128458240*x^24 - 811751838842880*x^22 + 236760952995840*x^20 - 540680 06092800*x^18 + 9530420428800*x^16 - 1270722723840*x^14 + 124607508480*x^12 - 86
38755840*x^10 + 399942400*x^8 - 11334400*x^6 + 170016*x^4 - 1012*x^2 + 1
? polchebyshev(45,2)
%20 = 35184372088832*x^45 - 387028092977152*x^43 + 1985717999763456*x^41 - 63111 96743434240*x^39 + 13918442818109440*x^37 - 22608982724050944*x^35 + 28025718168 354816*x^33 - 27101793393573888*x^31 + 20727522907914240*x^29 - 1263569714806784 0*x^27 + 6159902359683072*x^25 - 2399961958318080*x^23 + 744105852272640*x^21 - 182123809996800*x^19 + 34758003916800*x^17 - 5082890895360*x^15 + 555941191680*x ^13 - 43979120640*x^11 + 2399654400*x^9 - 84198400*x^7 + 1700160*x^5 - 16192*x^3
+ 46*x
? polchebyshev(46,2)
%21 = 70368744177664*x^46 - 791648371998720*x^44 + 4160551999504384*x^42 - 13569 072998383616*x^40 + 30767084124241920*x^38 - 51498238427004928*x^36 + 6594286627 8481920*x^34 - 66060621396836352*x^32 + 52509724700049408*x^30 - 333943424627507 20*x^28 + 17058191149891584*x^26 - 6999889045094400*x^24 + 2299963543388160*x^22 - 601008572989440*x^20 + 123584013926400*x^18 - 19696202219520*x^16 + 238260510 7200*x^14 - 212565749760*x^12 + 13438064640*x^10 - 568339200*x^8 + 14734720*x^6
- 202400*x^4 + 1104*x^2 - 1
? polchebyshev(47,2)
%22 = 140737488355328*x^47 - 1618481116086272*x^45 + 8708132091985920*x^43 - 291 23863996530688*x^41 + 67845364991918080*x^39 - 116914919672119296*x^37 + 1544947 15281014784*x^35 - 160146960962027520*x^33 + 132121242793672704*x^31 - 875162078 33415680*x^29 + 46752079447851008*x^27 - 20159680449871872*x^25 + 69998890450944 00*x^23 - 1946122998251520*x^21 + 429291837849600*x^19 - 74150408355840*x^17 + 9 848101109760*x^15 - 981072691200*x^13 + 70855249920*x^11 - 3536332800*x^9 + 1136
67840*x^7 - 2104960*x^5 + 18400*x^3 - 48*x
? polchebyshev(48,2)
%23 = 281474976710656*x^48 - 3307330976350208*x^46 + 18207912555970560*x^44 - 62 408279992565760*x^42 + 149259802982219776*x^40 - 264596923468480512*x^38 + 36048 7668989034496*x^36 - 386236788202536960*x^34 + 330303106984181760*x^32 - 2275421 40366880768*x^30 + 126898501358452736*x^28 - 57377552049635328*x^26 + 2099966713 5283200*x^24 - 6192209539891200*x^22 + 1459592248688640*x^20 - 271884830638080*x ^18 + 39392404439040*x^16 - 4344750489600*x^14 + 354276249600*x^12 - 20510730240
*x^10 + 795674880*x^8 - 18944640*x^6 + 239200*x^4 - 1200*x^2 + 1
? polchebyshev(49,2)
%24 = 562949953421312*x^49 - 6755399441055744*x^47 + 38034306228027392*x^45 - 13 3524692077117440*x^43 + 327643469960970240*x^41 - 597039211928879104*x^39 + 8378 90257650188288*x^37 - 926968291686088704*x^35 + 820753174930391040*x^33 - 587205 523527434240*x^31 + 341313210550321152*x^29 - 161507183547121664*x^27 + 62159014 720438272*x^25 - 19384308124876800*x^23 + 4865307495628800*x^21 - 97306149912576 0*x^19 + 152935217233920*x^17 - 18537602088960*x^15 + 1689625190400*x^13 - 11187 6710400*x^11 + 5127682560*x^9 - 151557120*x^7 + 2583360*x^5 - 20800*x^3 + 50*x
? polchebyshev(50,2)
%25 = 1125899906842624*x^50 - 13792273858822144*x^48 + 79375943432404992*x^46 - 285257296710205440*x^44 + 717695219914506240*x^42 - 1343338226839977984*x^40 + 1 940377438768857088*x^38 - 2214424252361211904*x^36 + 2027743138063319040*x^34 - 1504714154039050240*x^32 + 910168561467523072*x^30 - 449912868452696064*x^28 + 1 81695581490511872*x^26 - 59768283385036800*x^24 + 15922824531148800*x^22 - 34057 15246940160*x^20 + 577755265105920*x^18 - 76467608616960*x^16 + 7724000870400*x^ 14 - 578029670400*x^12 + 30766095360*x^10 - 1098789120*x^8 + 24111360*x^6 - 2808
00*x^4 + 1300*x^2 - 1
?

Pari svn on cygwin32 breaks on ellsea,ideal and aurifeuille(STATIC)

I covered ellsea and ideal earlier. aurifeuille should work fine.
The aurifeuille problem is probably caused by the use of 'install'.
Is the test 'program' passing ?  Is install working correctly ?
Maybe 'install' on cygwin cannot cope with long symbol names like
'factor_Aurifeuille_prime' but work fine with 'addii'.

Thanks for performing all these tests!

Cheers,
Bill.