ldbl-128ibm: Copy implementations from ldbl-128 instead of including them

Some files under sysdeps/ieee754/ldbl-128ibm/ are able to reuse the implementation in sysdeps/ieee754/ldbl-128/ by defining _Float128 to long double. This relied on compiler support for _Float128 being disabled. On powerpc, such support was disabled by default, however, it got enabled by default [1] in GCC 8. This patch copies the implementations from ldbl-128 to ldbl-128ibm. The uses of _Float128 and L() are kept intact in this patch and are replaced with a script in a subsequent patch. [1] https://gcc.gnu.org/ml/gcc-patches/2017-08/msg01028.html Tested for powerpc64 and powerpc64le. * sysdeps/ieee754/ldbl-128ibm/e_expl.c: Include tables from sysdeps/ieee754/ldbl-128ibm. * sysdeps/ieee754/ldbl-128ibm/e_j0l.c: Copy contents from the equivalent implementation in sysdeps/ieee754/ldbl-128/ instead of including it. Keep _Float128 and L() intact. These will be reviewed by a separate patch. * sysdeps/ieee754/ldbl-128ibm/e_j1l.c: Likewise. * sysdeps/ieee754/ldbl-128ibm/e_lgammal_r.c: Likewise. * sysdeps/ieee754/ldbl-128ibm/s_cbrtl.c: Likewise. * sysdeps/ieee754/ldbl-128ibm/t_expl.h: Likewise.
author: Gabriel F. T. Gomes <gabriel@inconstante.eti.br> 2017-09-04 14:34:04 -0300
committer: Gabriel F. T. Gomes <gabriel@inconstante.eti.br> 2017-09-21 17:37:39 -0300
commit: c5c2e667bf834951ea95fc5124da4ef093711ebe (patch)
tree: ed57ab53a769264ba7762935ed73fdb53e61d2f7 /sysdeps/ieee754/ldbl-128ibm
parent: e010deb231113e92f5f351315645a8197857dffd (diff)
download: glibc-c5c2e667bf834951ea95fc5124da4ef093711ebe.tar.gz
glibc-c5c2e667bf834951ea95fc5124da4ef093711ebe.tar.xz
glibc-c5c2e667bf834951ea95fc5124da4ef093711ebe.zip
6 files changed, 3814 insertions, 12 deletions
diff --git a/sysdeps/ieee754/ldbl-128ibm/e_expl.c b/sysdeps/ieee754/ldbl-128ibm/e_expl.c
index 10df6bb7d5..db812e9b82 100644
--- a/sysdeps/ieee754/ldbl-128ibm/e_expl.c
+++ b/sysdeps/ieee754/ldbl-128ibm/e_expl.c
@@ -69,7 +69,7 @@
 #define _Float128 long double
 #define L(x) x ## L
 
-#include <sysdeps/ieee754/ldbl-128/t_expl.h>
+#include "t_expl.h"
 
 static const long double C[] = {
 /* Smallest integer x for which e^x overflows.  */
diff --git a/sysdeps/ieee754/ldbl-128ibm/e_j0l.c b/sysdeps/ieee754/ldbl-128ibm/e_j0l.c
index 00bce29284..d437926bb1 100644
--- a/sysdeps/ieee754/ldbl-128ibm/e_j0l.c
+++ b/sysdeps/ieee754/ldbl-128ibm/e_j0l.c
@@ -1,5 +1,866 @@
-/* Looks like we can use ieee854 e_j0l.c as is for IBM extended format. */
+/* Bessel function of order zero.  IBM Extended Precision version.
+   Copyright 2001 by Stephen L. Moshier (moshier@na-net.ornl.gov).
+
+   This library is free software; you can redistribute it and/or
+   modify it under the terms of the GNU Lesser General Public
+   License as published by the Free Software Foundation; either
+   version 2.1 of the License, or (at your option) any later version.
+
+   This library is distributed in the hope that it will be useful,
+   but WITHOUT ANY WARRANTY; without even the implied warranty of
+   MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE.  See the GNU
+   Lesser General Public License for more details.
+
+   You should have received a copy of the GNU Lesser General Public
+   License along with this library; if not, see
+   <http://www.gnu.org/licenses/>.  */
+
+/* This file was copied from sysdeps/ieee754/ldbl-128/e_j0l.c.  */
+
 #define _Float128 long double
 #define L(x) x ## L
-#include <sysdeps/ieee754/ldbl-128/e_j0l.c>
 
+#include <math.h>
+#include <math_private.h>
+#include <float.h>
+
+/* 1 / sqrt(pi) */
+static const _Float128 ONEOSQPI = L(5.6418958354775628694807945156077258584405E-1);
+/* 2 / pi */
+static const _Float128 TWOOPI = L(6.3661977236758134307553505349005744813784E-1);
+static const _Float128 zero = 0;
+
+/* J0(x) = 1 - x^2/4 + x^2 x^2 R(x^2)
+   Peak relative error 3.4e-37
+   0 <= x <= 2  */
+#define NJ0_2N 6
+static const _Float128 J0_2N[NJ0_2N + 1] = {
+  L(3.133239376997663645548490085151484674892E16),
+ L(-5.479944965767990821079467311839107722107E14),
+  L(6.290828903904724265980249871997551894090E12),
+ L(-3.633750176832769659849028554429106299915E10),
+  L(1.207743757532429576399485415069244807022E8),
+ L(-2.107485999925074577174305650549367415465E5),
+  L(1.562826808020631846245296572935547005859E2),
+};
+#define NJ0_2D 6
+static const _Float128 J0_2D[NJ0_2D + 1] = {
+  L(2.005273201278504733151033654496928968261E18),
+  L(2.063038558793221244373123294054149790864E16),
+  L(1.053350447931127971406896594022010524994E14),
+  L(3.496556557558702583143527876385508882310E11),
+  L(8.249114511878616075860654484367133976306E8),
+  L(1.402965782449571800199759247964242790589E6),
+  L(1.619910762853439600957801751815074787351E3),
+ /* 1.000000000000000000000000000000000000000E0 */
+};
+
+/* J0(x)cosX + Y0(x)sinX = sqrt( 2/(pi x)) P0(x), P0(x) = 1 + 1/x^2 R(1/x^2),
+   0 <= 1/x <= .0625
+   Peak relative error 3.3e-36  */
+#define NP16_IN 9
+static const _Float128 P16_IN[NP16_IN + 1] = {
+  L(-1.901689868258117463979611259731176301065E-16),
+  L(-1.798743043824071514483008340803573980931E-13),
+  L(-6.481746687115262291873324132944647438959E-11),
+  L(-1.150651553745409037257197798528294248012E-8),
+  L(-1.088408467297401082271185599507222695995E-6),
+  L(-5.551996725183495852661022587879817546508E-5),
+  L(-1.477286941214245433866838787454880214736E-3),
+  L(-1.882877976157714592017345347609200402472E-2),
+  L(-9.620983176855405325086530374317855880515E-2),
+  L(-1.271468546258855781530458854476627766233E-1),
+};
+#define NP16_ID 9
+static const _Float128 P16_ID[NP16_ID + 1] = {
+  L(2.704625590411544837659891569420764475007E-15),
+  L(2.562526347676857624104306349421985403573E-12),
+  L(9.259137589952741054108665570122085036246E-10),
+  L(1.651044705794378365237454962653430805272E-7),
+  L(1.573561544138733044977714063100859136660E-5),
+  L(8.134482112334882274688298469629884804056E-4),
+  L(2.219259239404080863919375103673593571689E-2),
+  L(2.976990606226596289580242451096393862792E-1),
+  L(1.713895630454693931742734911930937246254E0),
+  L(3.231552290717904041465898249160757368855E0),
+  /* 1.000000000000000000000000000000000000000E0 */
+};
+
+/* J0(x)cosX + Y0(x)sinX = sqrt( 2/(pi x)) P0(x), P0(x) = 1 + 1/x^2 R(1/x^2)
+    0.0625 <= 1/x <= 0.125
+    Peak relative error 2.4e-35  */
+#define NP8_16N 10
+static const _Float128 P8_16N[NP8_16N + 1] = {
+  L(-2.335166846111159458466553806683579003632E-15),
+  L(-1.382763674252402720401020004169367089975E-12),
+  L(-3.192160804534716696058987967592784857907E-10),
+  L(-3.744199606283752333686144670572632116899E-8),
+  L(-2.439161236879511162078619292571922772224E-6),
+  L(-9.068436986859420951664151060267045346549E-5),
+  L(-1.905407090637058116299757292660002697359E-3),
+  L(-2.164456143936718388053842376884252978872E-2),
+  L(-1.212178415116411222341491717748696499966E-1),
+  L(-2.782433626588541494473277445959593334494E-1),
+  L(-1.670703190068873186016102289227646035035E-1),
+};
+#define NP8_16D 10
+static const _Float128 P8_16D[NP8_16D + 1] = {
+  L(3.321126181135871232648331450082662856743E-14),
+  L(1.971894594837650840586859228510007703641E-11),
+  L(4.571144364787008285981633719513897281690E-9),
+  L(5.396419143536287457142904742849052402103E-7),
+  L(3.551548222385845912370226756036899901549E-5),
+  L(1.342353874566932014705609788054598013516E-3),
+  L(2.899133293006771317589357444614157734385E-2),
+  L(3.455374978185770197704507681491574261545E-1),
+  L(2.116616964297512311314454834712634820514E0),
+  L(5.850768316827915470087758636881584174432E0),
+  L(5.655273858938766830855753983631132928968E0),
+  /* 1.000000000000000000000000000000000000000E0 */
+};
+
+/* J0(x)cosX + Y0(x)sinX = sqrt( 2/(pi x)) P0(x), P0(x) = 1 + 1/x^2 R(1/x^2)
+  0.125 <= 1/x <= 0.1875
+  Peak relative error 2.7e-35  */
+#define NP5_8N 10
+static const _Float128 P5_8N[NP5_8N + 1] = {
+  L(-1.270478335089770355749591358934012019596E-12),
+  L(-4.007588712145412921057254992155810347245E-10),
+  L(-4.815187822989597568124520080486652009281E-8),
+  L(-2.867070063972764880024598300408284868021E-6),
+  L(-9.218742195161302204046454768106063638006E-5),
+  L(-1.635746821447052827526320629828043529997E-3),
+  L(-1.570376886640308408247709616497261011707E-2),
+  L(-7.656484795303305596941813361786219477807E-2),
+  L(-1.659371030767513274944805479908858628053E-1),
+  L(-1.185340550030955660015841796219919804915E-1),
+  L(-8.920026499909994671248893388013790366712E-3),
+};
+#define NP5_8D 9
+static const _Float128 P5_8D[NP5_8D + 1] = {
+  L(1.806902521016705225778045904631543990314E-11),
+  L(5.728502760243502431663549179135868966031E-9),
+  L(6.938168504826004255287618819550667978450E-7),
+  L(4.183769964807453250763325026573037785902E-5),
+  L(1.372660678476925468014882230851637878587E-3),
+  L(2.516452105242920335873286419212708961771E-2),
+  L(2.550502712902647803796267951846557316182E-1),
+  L(1.365861559418983216913629123778747617072E0),
+  L(3.523825618308783966723472468855042541407E0),
+  L(3.656365803506136165615111349150536282434E0),
+  /* 1.000000000000000000000000000000000000000E0 */
+};
+
+/* J0(x)cosX + Y0(x)sinX = sqrt( 2/(pi x)) P0(x), P0(x) = 1 + 1/x^2 R(1/x^2)
+   Peak relative error 3.5e-35
+   0.1875 <= 1/x <= 0.25  */
+#define NP4_5N 9
+static const _Float128 P4_5N[NP4_5N + 1] = {
+  L(-9.791405771694098960254468859195175708252E-10),
+  L(-1.917193059944531970421626610188102836352E-7),
+  L(-1.393597539508855262243816152893982002084E-5),
+  L(-4.881863490846771259880606911667479860077E-4),
+  L(-8.946571245022470127331892085881699269853E-3),
+  L(-8.707474232568097513415336886103899434251E-2),
+  L(-4.362042697474650737898551272505525973766E-1),
+  L(-1.032712171267523975431451359962375617386E0),
+  L(-9.630502683169895107062182070514713702346E-1),
+  L(-2.251804386252969656586810309252357233320E-1),
+};
+#define NP4_5D 9
+static const _Float128 P4_5D[NP4_5D + 1] = {
+  L(1.392555487577717669739688337895791213139E-8),
+  L(2.748886559120659027172816051276451376854E-6),
+  L(2.024717710644378047477189849678576659290E-4),
+  L(7.244868609350416002930624752604670292469E-3),
+  L(1.373631762292244371102989739300382152416E-1),
+  L(1.412298581400224267910294815260613240668E0),
+  L(7.742495637843445079276397723849017617210E0),
+  L(2.138429269198406512028307045259503811861E1),
+  L(2.651547684548423476506826951831712762610E1),
+  L(1.167499382465291931571685222882909166935E1),
+  /* 1.000000000000000000000000000000000000000E0 */
+};
+
+/* J0(x)cosX + Y0(x)sinX = sqrt( 2/(pi x)) P0(x), P0(x) = 1 + 1/x^2 R(1/x^2)
+   Peak relative error 2.3e-36
+   0.25 <= 1/x <= 0.3125  */
+#define NP3r2_4N 9
+static const _Float128 P3r2_4N[NP3r2_4N + 1] = {
+  L(-2.589155123706348361249809342508270121788E-8),
+  L(-3.746254369796115441118148490849195516593E-6),
+  L(-1.985595497390808544622893738135529701062E-4),
+  L(-5.008253705202932091290132760394976551426E-3),
+  L(-6.529469780539591572179155511840853077232E-2),
+  L(-4.468736064761814602927408833818990271514E-1),
+  L(-1.556391252586395038089729428444444823380E0),
+  L(-2.533135309840530224072920725976994981638E0),
+  L(-1.605509621731068453869408718565392869560E0),
+  L(-2.518966692256192789269859830255724429375E-1),
+};
+#define NP3r2_4D 9
+static const _Float128 P3r2_4D[NP3r2_4D + 1] = {
+  L(3.682353957237979993646169732962573930237E-7),
+  L(5.386741661883067824698973455566332102029E-5),
+  L(2.906881154171822780345134853794241037053E-3),
+  L(7.545832595801289519475806339863492074126E-2),
+  L(1.029405357245594877344360389469584526654E0),
+  L(7.565706120589873131187989560509757626725E0),
+  L(2.951172890699569545357692207898667665796E1),
+  L(5.785723537170311456298467310529815457536E1),
+  L(5.095621464598267889126015412522773474467E1),
+  L(1.602958484169953109437547474953308401442E1),
+  /* 1.000000000000000000000000000000000000000E0 */
+};
+
+/* J0(x)cosX + Y0(x)sinX = sqrt( 2/(pi x)) P0(x), P0(x) = 1 + 1/x^2 R(1/x^2)
+   Peak relative error 1.0e-35
+   0.3125 <= 1/x <= 0.375  */
+#define NP2r7_3r2N 9
+static const _Float128 P2r7_3r2N[NP2r7_3r2N + 1] = {
+  L(-1.917322340814391131073820537027234322550E-7),
+  L(-1.966595744473227183846019639723259011906E-5),
+  L(-7.177081163619679403212623526632690465290E-4),
+  L(-1.206467373860974695661544653741899755695E-2),
+  L(-1.008656452188539812154551482286328107316E-1),
+  L(-4.216016116408810856620947307438823892707E-1),
+  L(-8.378631013025721741744285026537009814161E-1),
+  L(-6.973895635309960850033762745957946272579E-1),
+  L(-1.797864718878320770670740413285763554812E-1),
+  L(-4.098025357743657347681137871388402849581E-3),
+};
+#define NP2r7_3r2D 8
+static const _Float128 P2r7_3r2D[NP2r7_3r2D + 1] = {
+  L(2.726858489303036441686496086962545034018E-6),
+  L(2.840430827557109238386808968234848081424E-4),
+  L(1.063826772041781947891481054529454088832E-2),
+  L(1.864775537138364773178044431045514405468E-1),
+  L(1.665660052857205170440952607701728254211E0),
+  L(7.723745889544331153080842168958348568395E0),
+  L(1.810726427571829798856428548102077799835E1),
+  L(1.986460672157794440666187503833545388527E1),
+  L(8.645503204552282306364296517220055815488E0),
+  /* 1.000000000000000000000000000000000000000E0 */
+};
+
+/* J0(x)cosX + Y0(x)sinX = sqrt( 2/(pi x)) P0(x), P0(x) = 1 + 1/x^2 R(1/x^2)
+   Peak relative error 1.3e-36
+   0.3125 <= 1/x <= 0.4375  */
+#define NP2r3_2r7N 9
+static const _Float128 P2r3_2r7N[NP2r3_2r7N + 1] = {
+  L(-1.594642785584856746358609622003310312622E-6),
+  L(-1.323238196302221554194031733595194539794E-4),
+  L(-3.856087818696874802689922536987100372345E-3),
+  L(-5.113241710697777193011470733601522047399E-2),
+  L(-3.334229537209911914449990372942022350558E-1),
+  L(-1.075703518198127096179198549659283422832E0),
+  L(-1.634174803414062725476343124267110981807E0),
+  L(-1.030133247434119595616826842367268304880E0),
+  L(-1.989811539080358501229347481000707289391E-1),
+  L(-3.246859189246653459359775001466924610236E-3),
+};
+#define NP2r3_2r7D 8
+static const _Float128 P2r3_2r7D[NP2r3_2r7D + 1] = {
+  L(2.267936634217251403663034189684284173018E-5),
+  L(1.918112982168673386858072491437971732237E-3),
+  L(5.771704085468423159125856786653868219522E-2),
+  L(8.056124451167969333717642810661498890507E-1),
+  L(5.687897967531010276788680634413789328776E0),
+  L(2.072596760717695491085444438270778394421E1),
+  L(3.801722099819929988585197088613160496684E1),
+  L(3.254620235902912339534998592085115836829E1),
+  L(1.104847772130720331801884344645060675036E1),
+  /* 1.000000000000000000000000000000000000000E0 */
+};
+
+/* J0(x)cosX + Y0(x)sinX = sqrt( 2/(pi x)) P0(x), P0(x) = 1 + 1/x^2 R(1/x^2)
+   Peak relative error 1.2e-35
+   0.4375 <= 1/x <= 0.5  */
+#define NP2_2r3N 8
+static const _Float128 P2_2r3N[NP2_2r3N + 1] = {
+  L(-1.001042324337684297465071506097365389123E-4),
+  L(-6.289034524673365824853547252689991418981E-3),
+  L(-1.346527918018624234373664526930736205806E-1),
+  L(-1.268808313614288355444506172560463315102E0),
+  L(-5.654126123607146048354132115649177406163E0),
+  L(-1.186649511267312652171775803270911971693E1),
+  L(-1.094032424931998612551588246779200724257E1),
+  L(-3.728792136814520055025256353193674625267E0),
+  L(-3.000348318524471807839934764596331810608E-1),
+};
+#define NP2_2r3D 8
+static const _Float128 P2_2r3D[NP2_2r3D + 1] = {
+  L(1.423705538269770974803901422532055612980E-3),
+  L(9.171476630091439978533535167485230575894E-2),
+  L(2.049776318166637248868444600215942828537E0),
+  L(2.068970329743769804547326701946144899583E1),
+  L(1.025103500560831035592731539565060347709E2),
+  L(2.528088049697570728252145557167066708284E2),
+  L(2.992160327587558573740271294804830114205E2),
+  L(1.540193761146551025832707739468679973036E2),
+  L(2.779516701986912132637672140709452502650E1),
+  /* 1.000000000000000000000000000000000000000E0 */
+};
+
+/* Y0(x)cosX - J0(x)sinX = sqrt( 2/(pi x)) Q0(x),
+   Q0(x) = 1/x (-.125 + 1/x^2 R(1/x^2))
+   Peak relative error 2.2e-35
+   0 <= 1/x <= .0625  */
+#define NQ16_IN 10
+static const _Float128 Q16_IN[NQ16_IN + 1] = {
+  L(2.343640834407975740545326632205999437469E-18),
+  L(2.667978112927811452221176781536278257448E-15),
+  L(1.178415018484555397390098879501969116536E-12),
+  L(2.622049767502719728905924701288614016597E-10),
+  L(3.196908059607618864801313380896308968673E-8),
+  L(2.179466154171673958770030655199434798494E-6),
+  L(8.139959091628545225221976413795645177291E-5),
+  L(1.563900725721039825236927137885747138654E-3),
+  L(1.355172364265825167113562519307194840307E-2),
+  L(3.928058355906967977269780046844768588532E-2),
+  L(1.107891967702173292405380993183694932208E-2),
+};
+#define NQ16_ID 9
+static const _Float128 Q16_ID[NQ16_ID + 1] = {
+  L(3.199850952578356211091219295199301766718E-17),
+  L(3.652601488020654842194486058637953363918E-14),
+  L(1.620179741394865258354608590461839031281E-11),
+  L(3.629359209474609630056463248923684371426E-9),
+  L(4.473680923894354600193264347733477363305E-7),
+  L(3.106368086644715743265603656011050476736E-5),
+  L(1.198239259946770604954664925153424252622E-3),
+  L(2.446041004004283102372887804475767568272E-2),
+  L(2.403235525011860603014707768815113698768E-1),
+  L(9.491006790682158612266270665136910927149E-1),
+ /* 1.000000000000000000000000000000000000000E0 */
+ };
+
+/* Y0(x)cosX - J0(x)sinX = sqrt( 2/(pi x)) Q0(x),
+   Q0(x) = 1/x (-.125 + 1/x^2 R(1/x^2))
+   Peak relative error 5.1e-36
+   0.0625 <= 1/x <= 0.125  */
+#define NQ8_16N 11
+static const _Float128 Q8_16N[NQ8_16N + 1] = {
+  L(1.001954266485599464105669390693597125904E-17),
+  L(7.545499865295034556206475956620160007849E-15),
+  L(2.267838684785673931024792538193202559922E-12),
+  L(3.561909705814420373609574999542459912419E-10),
+  L(3.216201422768092505214730633842924944671E-8),
+  L(1.731194793857907454569364622452058554314E-6),
+  L(5.576944613034537050396518509871004586039E-5),
+  L(1.051787760316848982655967052985391418146E-3),
+  L(1.102852974036687441600678598019883746959E-2),
+  L(5.834647019292460494254225988766702933571E-2),
+  L(1.290281921604364618912425380717127576529E-1),
+  L(7.598886310387075708640370806458926458301E-2),
+};
+#define NQ8_16D 11
+static const _Float128 Q8_16D[NQ8_16D + 1] = {
+  L(1.368001558508338469503329967729951830843E-16),
+  L(1.034454121857542147020549303317348297289E-13),
+  L(3.128109209247090744354764050629381674436E-11),
+  L(4.957795214328501986562102573522064468671E-9),
+  L(4.537872468606711261992676606899273588899E-7),
+  L(2.493639207101727713192687060517509774182E-5),
+  L(8.294957278145328349785532236663051405805E-4),
+  L(1.646471258966713577374948205279380115839E-2),
+  L(1.878910092770966718491814497982191447073E-1),
+  L(1.152641605706170353727903052525652504075E0),
+  L(3.383550240669773485412333679367792932235E0),
+  L(3.823875252882035706910024716609908473970E0),
+ /* 1.000000000000000000000000000000000000000E0 */
+};
+
+/* Y0(x)cosX - J0(x)sinX = sqrt( 2/(pi x)) Q0(x),
+   Q0(x) = 1/x (-.125 + 1/x^2 R(1/x^2))
+   Peak relative error 3.9e-35
+   0.125 <= 1/x <= 0.1875  */
+#define NQ5_8N 10
+static const _Float128 Q5_8N[NQ5_8N + 1] = {
+  L(1.750399094021293722243426623211733898747E-13),
+  L(6.483426211748008735242909236490115050294E-11),
+  L(9.279430665656575457141747875716899958373E-9),
+  L(6.696634968526907231258534757736576340266E-7),
+  L(2.666560823798895649685231292142838188061E-5),
+  L(6.025087697259436271271562769707550594540E-4),
+  L(7.652807734168613251901945778921336353485E-3),
+  L(5.226269002589406461622551452343519078905E-2),
+  L(1.748390159751117658969324896330142895079E-1),
+  L(2.378188719097006494782174902213083589660E-1),
+  L(8.383984859679804095463699702165659216831E-2),
+};
+#define NQ5_8D 10
+static const _Float128 Q5_8D[NQ5_8D + 1] = {
+  L(2.389878229704327939008104855942987615715E-12),
+  L(8.926142817142546018703814194987786425099E-10),
+  L(1.294065862406745901206588525833274399038E-7),
+  L(9.524139899457666250828752185212769682191E-6),
+  L(3.908332488377770886091936221573123353489E-4),
+  L(9.250427033957236609624199884089916836748E-3),
+  L(1.263420066165922645975830877751588421451E-1),
+  L(9.692527053860420229711317379861733180654E-1),
+  L(3.937813834630430172221329298841520707954E0),
+  L(7.603126427436356534498908111445191312181E0),
+  L(5.670677653334105479259958485084550934305E0),
+ /* 1.000000000000000000000000000000000000000E0 */
+};
+
+/* Y0(x)cosX - J0(x)sinX = sqrt( 2/(pi x)) Q0(x),
+   Q0(x) = 1/x (-.125 + 1/x^2 R(1/x^2))
+   Peak relative error 3.2e-35
+   0.1875 <= 1/x <= 0.25  */
+#define NQ4_5N 10
+static const _Float128 Q4_5N[NQ4_5N + 1] = {
+  L(2.233870042925895644234072357400122854086E-11),
+  L(5.146223225761993222808463878999151699792E-9),
+  L(4.459114531468296461688753521109797474523E-7),
+  L(1.891397692931537975547242165291668056276E-5),
+  L(4.279519145911541776938964806470674565504E-4),
+  L(5.275239415656560634702073291768904783989E-3),
+  L(3.468698403240744801278238473898432608887E-2),
+  L(1.138773146337708415188856882915457888274E-1),
+  L(1.622717518946443013587108598334636458955E-1),
+  L(7.249040006390586123760992346453034628227E-2),
+  L(1.941595365256460232175236758506411486667E-3),
+};
+#define NQ4_5D 9
+static const _Float128 Q4_5D[NQ4_5D + 1] = {
+  L(3.049977232266999249626430127217988047453E-10),
+  L(7.120883230531035857746096928889676144099E-8),
+  L(6.301786064753734446784637919554359588859E-6),
+  L(2.762010530095069598480766869426308077192E-4),
+  L(6.572163250572867859316828886203406361251E-3),
+  L(8.752566114841221958200215255461843397776E-2),
+  L(6.487654992874805093499285311075289932664E-1),
+  L(2.576550017826654579451615283022812801435E0),
+  L(5.056392229924022835364779562707348096036E0),
+  L(4.179770081068251464907531367859072157773E0),
+ /* 1.000000000000000000000000000000000000000E0 */
+};
+
+/* Y0(x)cosX - J0(x)sinX = sqrt( 2/(pi x)) Q0(x),
+   Q0(x) = 1/x (-.125 + 1/x^2 R(1/x^2))
+   Peak relative error 1.4e-36
+   0.25 <= 1/x <= 0.3125  */
+#define NQ3r2_4N 10
+static const _Float128 Q3r2_4N[NQ3r2_4N + 1] = {
+  L(6.126167301024815034423262653066023684411E-10),
+  L(1.043969327113173261820028225053598975128E-7),
+  L(6.592927270288697027757438170153763220190E-6),
+  L(2.009103660938497963095652951912071336730E-4),
+  L(3.220543385492643525985862356352195896964E-3),
+  L(2.774405975730545157543417650436941650990E-2),
+  L(1.258114008023826384487378016636555041129E-1),
+  L(2.811724258266902502344701449984698323860E-1),
+  L(2.691837665193548059322831687432415014067E-1),
+  L(7.949087384900985370683770525312735605034E-2),
+  L(1.229509543620976530030153018986910810747E-3),
+};
+#define NQ3r2_4D 9
+static const _Float128 Q3r2_4D[NQ3r2_4D + 1] = {
+  L(8.364260446128475461539941389210166156568E-9),
+  L(1.451301850638956578622154585560759862764E-6),
+  L(9.431830010924603664244578867057141839463E-5),
+  L(3.004105101667433434196388593004526182741E-3),
+  L(5.148157397848271739710011717102773780221E-2),
+  L(4.901089301726939576055285374953887874895E-1),
+  L(2.581760991981709901216967665934142240346E0),
+  L(7.257105880775059281391729708630912791847E0),
+  L(1.006014717326362868007913423810737369312E1),
+  L(5.879416600465399514404064187445293212470E0),
+ /* 1.000000000000000000000000000000000000000E0*/
+};
+
+/* Y0(x)cosX - J0(x)sinX = sqrt( 2/(pi x)) Q0(x),
+   Q0(x) = 1/x (-.125 + 1/x^2 R(1/x^2))
+   Peak relative error 3.8e-36
+   0.3125 <= 1/x <= 0.375  */
+#define NQ2r7_3r2N 9
+static const _Float128 Q2r7_3r2N[NQ2r7_3r2N + 1] = {
+  L(7.584861620402450302063691901886141875454E-8),
+  L(9.300939338814216296064659459966041794591E-6),
+  L(4.112108906197521696032158235392604947895E-4),
+  L(8.515168851578898791897038357239630654431E-3),
+  L(8.971286321017307400142720556749573229058E-2),
+  L(4.885856732902956303343015636331874194498E-1),
+  L(1.334506268733103291656253500506406045846E0),
+  L(1.681207956863028164179042145803851824654E0),
+  L(8.165042692571721959157677701625853772271E-1),
+  L(9.805848115375053300608712721986235900715E-2),
+};
+#define NQ2r7_3r2D 9
+static const _Float128 Q2r7_3r2D[NQ2r7_3r2D + 1] = {
+  L(1.035586492113036586458163971239438078160E-6),
+  L(1.301999337731768381683593636500979713689E-4),
+  L(5.993695702564527062553071126719088859654E-3),
+  L(1.321184892887881883489141186815457808785E-1),
+  L(1.528766555485015021144963194165165083312E0),
+  L(9.561463309176490874525827051566494939295E0),
+  L(3.203719484883967351729513662089163356911E1),
+  L(5.497294687660930446641539152123568668447E1),
+  L(4.391158169390578768508675452986948391118E1),
+  L(1.347836630730048077907818943625789418378E1),
+ /* 1.000000000000000000000000000000000000000E0 */
+};
+
+/* Y0(x)cosX - J0(x)sinX = sqrt( 2/(pi x)) Q0(x),
+   Q0(x) = 1/x (-.125 + 1/x^2 R(1/x^2))
+   Peak relative error 2.2e-35
+   0.375 <= 1/x <= 0.4375  */
+#define NQ2r3_2r7N 9
+static const _Float128 Q2r3_2r7N[NQ2r3_2r7N + 1] = {
+  L(4.455027774980750211349941766420190722088E-7),
+  L(4.031998274578520170631601850866780366466E-5),
+  L(1.273987274325947007856695677491340636339E-3),
+  L(1.818754543377448509897226554179659122873E-2),
+  L(1.266748858326568264126353051352269875352E-1),
+  L(4.327578594728723821137731555139472880414E-1),
+  L(6.892532471436503074928194969154192615359E-1),
+  L(4.490775818438716873422163588640262036506E-1),
+  L(8.649615949297322440032000346117031581572E-2),
+  L(7.261345286655345047417257611469066147561E-4),
+};
+#define NQ2r3_2r7D 8
+static const _Float128 Q2r3_2r7D[NQ2r3_2r7D + 1] = {
+  L(6.082600739680555266312417978064954793142E-6),
+  L(5.693622538165494742945717226571441747567E-4),
+  L(1.901625907009092204458328768129666975975E-2),
+  L(2.958689532697857335456896889409923371570E-1),
+  L(2.343124711045660081603809437993368799568E0),
+  L(9.665894032187458293568704885528192804376E0),
+  L(2.035273104990617136065743426322454881353E1),
+  L(2.044102010478792896815088858740075165531E1),
+  L(8.445937177863155827844146643468706599304E0),
+ /* 1.000000000000000000000000000000000000000E0 */
+};
+
+/* Y0(x)cosX - J0(x)sinX = sqrt( 2/(pi x)) Q0(x),
+   Q0(x) = 1/x (-.125 + 1/x^2 R(1/x^2))
+   Peak relative error 3.1e-36
+   0.4375 <= 1/x <= 0.5  */
+#define NQ2_2r3N 9
+static const _Float128 Q2_2r3N[NQ2_2r3N + 1] = {
+  L(2.817566786579768804844367382809101929314E-6),
+  L(2.122772176396691634147024348373539744935E-4),
+  L(5.501378031780457828919593905395747517585E-3),
+  L(6.355374424341762686099147452020466524659E-2),
+  L(3.539652320122661637429658698954748337223E-1),
+  L(9.571721066119617436343740541777014319695E-1),
+  L(1.196258777828426399432550698612171955305E0),
+  L(6.069388659458926158392384709893753793967E-1),
+  L(9.026746127269713176512359976978248763621E-2),
+  L(5.317668723070450235320878117210807236375E-4),
+};
+#define NQ2_2r3D 8
+static const _Float128 Q2_2r3D[NQ2_2r3D + 1] = {
+  L(3.846924354014260866793741072933159380158E-5),
+  L(3.017562820057704325510067178327449946763E-3),
+  L(8.356305620686867949798885808540444210935E-2),
+  L(1.068314930499906838814019619594424586273E0),
+  L(6.900279623894821067017966573640732685233E0),
+  L(2.307667390886377924509090271780839563141E1),
+  L(3.921043465412723970791036825401273528513E1),
+  L(3.167569478939719383241775717095729233436E1),
+  L(1.051023841699200920276198346301543665909E1),
+ /* 1.000000000000000000000000000000000000000E0*/
+};
+
+
+/* Evaluate P[n] x^n  +  P[n-1] x^(n-1)  +  ...  +  P[0] */
+
+static _Float128
+neval (_Float128 x, const _Float128 *p, int n)
+{
+  _Float128 y;
+
+  p += n;
+  y = *p--;
+  do
+    {
+      y = y * x + *p--;
+    }
+  while (--n > 0);
+  return y;
+}
+
+
+/* Evaluate x^n+1  +  P[n] x^(n)  +  P[n-1] x^(n-1)  +  ...  +  P[0] */
+
+static _Float128
+deval (_Float128 x, const _Float128 *p, int n)
+{
+  _Float128 y;
+
+  p += n;
+  y = x + *p--;
+  do
+    {
+      y = y * x + *p--;
+    }
+  while (--n > 0);
+  return y;
+}
+
+
+/* Bessel function of the first kind, order zero.  */
+
+_Float128
+__ieee754_j0l (_Float128 x)
+{
+  _Float128 xx, xinv, z, p, q, c, s, cc, ss;
+
+  if (! isfinite (x))
+    {
+      if (x != x)
+	return x + x;
+      else
+	return 0;
+    }
+  if (x == 0)
+    return 1;
+
+  xx = fabsl (x);
+  if (xx <= 2)
+    {
+      if (xx < L(0x1p-57))
+	return 1;
+      /* 0 <= x <= 2 */
+      z = xx * xx;
+      p = z * z * neval (z, J0_2N, NJ0_2N) / deval (z, J0_2D, NJ0_2D);
+      p -= L(0.25) * z;
+      p += 1;
+      return p;
+    }
+
+  /* X = x - pi/4
+     cos(X) = cos(x) cos(pi/4) + sin(x) sin(pi/4)
+     = 1/sqrt(2) * (cos(x) + sin(x))
+     sin(X) = sin(x) cos(pi/4) - cos(x) sin(pi/4)
+     = 1/sqrt(2) * (sin(x) - cos(x))
+     sin(x) +- cos(x) = -cos(2x)/(sin(x) -+ cos(x))
+     cf. Fdlibm.  */
+  __sincosl (xx, &s, &c);
+  ss = s - c;
+  cc = s + c;
+  if (xx <= LDBL_MAX / 2)
+    {
+      z = -__cosl (xx + xx);
+      if ((s * c) < 0)
+	cc = z / ss;
+      else
+	ss = z / cc;
+    }
+
+  if (xx > L(0x1p256))
+    return ONEOSQPI * cc / __ieee754_sqrtl (xx);
+
+  xinv = 1 / xx;
+  z = xinv * xinv;
+  if (xinv <= 0.25)
+    {
+      if (xinv <= 0.125)
+	{
+	  if (xinv <= 0.0625)
+	    {
+	      p = neval (z, P16_IN, NP16_IN) / deval (z, P16_ID, NP16_ID);
+	      q = neval (z, Q16_IN, NQ16_IN) / deval (z, Q16_ID, NQ16_ID);
+	    }
+	  else
+	    {
+	      p = neval (z, P8_16N, NP8_16N) / deval (z, P8_16D, NP8_16D);
+	      q = neval (z, Q8_16N, NQ8_16N) / deval (z, Q8_16D, NQ8_16D);
+	    }
+	}
+      else if (xinv <= 0.1875)
+	{
+	  p = neval (z, P5_8N, NP5_8N) / deval (z, P5_8D, NP5_8D);
+	  q = neval (z, Q5_8N, NQ5_8N) / deval (z, Q5_8D, NQ5_8D);
+	}
+      else
+	{
+	  p = neval (z, P4_5N, NP4_5N) / deval (z, P4_5D, NP4_5D);
+	  q = neval (z, Q4_5N, NQ4_5N) / deval (z, Q4_5D, NQ4_5D);
+	}
+    }				/* .25 */
+  else /* if (xinv <= 0.5) */
+    {
+      if (xinv <= 0.375)
+	{
+	  if (xinv <= 0.3125)
+	    {
+	      p = neval (z, P3r2_4N, NP3r2_4N) / deval (z, P3r2_4D, NP3r2_4D);
+	      q = neval (z, Q3r2_4N, NQ3r2_4N) / deval (z, Q3r2_4D, NQ3r2_4D);
+	    }
+	  else
+	    {
+	      p = neval (z, P2r7_3r2N, NP2r7_3r2N)
+		  / deval (z, P2r7_3r2D, NP2r7_3r2D);
+	      q = neval (z, Q2r7_3r2N, NQ2r7_3r2N)
+		  / deval (z, Q2r7_3r2D, NQ2r7_3r2D);
+	    }
+	}
+      else if (xinv <= 0.4375)
+	{
+	  p = neval (z, P2r3_2r7N, NP2r3_2r7N)
+	      / deval (z, P2r3_2r7D, NP2r3_2r7D);
+	  q = neval (z, Q2r3_2r7N, NQ2r3_2r7N)
+	      / deval (z, Q2r3_2r7D, NQ2r3_2r7D);
+	}
+      else
+	{
+	  p = neval (z, P2_2r3N, NP2_2r3N) / deval (z, P2_2r3D, NP2_2r3D);
+	  q = neval (z, Q2_2r3N, NQ2_2r3N) / deval (z, Q2_2r3D, NQ2_2r3D);
+	}
+    }
+  p = 1 + z * p;
+  q = z * xinv * q;
+  q = q - L(0.125) * xinv;
+  z = ONEOSQPI * (p * cc - q * ss) / __ieee754_sqrtl (xx);
+  return z;
+}
+strong_alias (__ieee754_j0l, __j0l_finite)
+
+
+/* Y0(x) = 2/pi * log(x) * J0(x) + R(x^2)
+   Peak absolute error 1.7e-36 (relative where Y0 > 1)
+   0 <= x <= 2   */
+#define NY0_2N 7
+static _Float128 Y0_2N[NY0_2N + 1] = {
+ L(-1.062023609591350692692296993537002558155E19),
+  L(2.542000883190248639104127452714966858866E19),
+ L(-1.984190771278515324281415820316054696545E18),
+  L(4.982586044371592942465373274440222033891E16),
+ L(-5.529326354780295177243773419090123407550E14),
+  L(3.013431465522152289279088265336861140391E12),
+ L(-7.959436160727126750732203098982718347785E9),
+  L(8.230845651379566339707130644134372793322E6),
+};
+#define NY0_2D 7
+static _Float128 Y0_2D[NY0_2D + 1] = {
+  L(1.438972634353286978700329883122253752192E20),
+  L(1.856409101981569254247700169486907405500E18),
+  L(1.219693352678218589553725579802986255614E16),
+  L(5.389428943282838648918475915779958097958E13),
+  L(1.774125762108874864433872173544743051653E11),
+  L(4.522104832545149534808218252434693007036E8),
+  L(8.872187401232943927082914504125234454930E5),
+  L(1.251945613186787532055610876304669413955E3),
+ /* 1.000000000000000000000000000000000000000E0 */
+};
+
+static const _Float128 U0 = L(-7.3804295108687225274343927948483016310862e-02);
+
+/* Bessel function of the second kind, order zero.  */
+
+_Float128
+ __ieee754_y0l(_Float128 x)
+{
+  _Float128 xx, xinv, z, p, q, c, s, cc, ss;
+
+  if (! isfinite (x))
+    return 1 / (x + x * x);
+  if (x <= 0)
+    {
+      if (x < 0)
+	return (zero / (zero * x));
+      return -1 / zero; /* -inf and divide by zero exception.  */
+    }
+  xx = fabsl (x);
+  if (xx <= 0x1p-57)
+    return U0 + TWOOPI * __ieee754_logl (x);
+  if (xx <= 2)
+    {
+      /* 0 <= x <= 2 */
+      z = xx * xx;
+      p = neval (z, Y0_2N, NY0_2N) / deval (z, Y0_2D, NY0_2D);
+      p = TWOOPI * __ieee754_logl (x) * __ieee754_j0l (x) + p;
+      return p;
+    }
+
+  /* X = x - pi/4
+     cos(X) = cos(x) cos(pi/4) + sin(x) sin(pi/4)
+     = 1/sqrt(2) * (cos(x) + sin(x))
+     sin(X) = sin(x) cos(pi/4) - cos(x) sin(pi/4)
+     = 1/sqrt(2) * (sin(x) - cos(x))
+     sin(x) +- cos(x) = -cos(2x)/(sin(x) -+ cos(x))
+     cf. Fdlibm.  */
+  __sincosl (x, &s, &c);
+  ss = s - c;
+  cc = s + c;
+  if (xx <= LDBL_MAX / 2)
+    {
+      z = -__cosl (x + x);
+      if ((s * c) < 0)
+	cc = z / ss;
+      else
+	ss = z / cc;
+    }
+
+  if (xx > L(0x1p256))
+    return ONEOSQPI * ss / __ieee754_sqrtl (x);
+
+  xinv = 1 / xx;
+  z = xinv * xinv;
+  if (xinv <= 0.25)
+    {
+      if (xinv <= 0.125)
+	{
+	  if (xinv <= 0.0625)
+	    {
+	      p = neval (z, P16_IN, NP16_IN) / deval (z, P16_ID, NP16_ID);
+	      q = neval (z, Q16_IN, NQ16_IN) / deval (z, Q16_ID, NQ16_ID);
+	    }
+	  else
+	    {
+	      p = neval (z, P8_16N, NP8_16N) / deval (z, P8_16D, NP8_16D);
+	      q = neval (z, Q8_16N, NQ8_16N) / deval (z, Q8_16D, NQ8_16D);
+	    }
+	}
+      else if (xinv <= 0.1875)
+	{
+	  p = neval (z, P5_8N, NP5_8N) / deval (z, P5_8D, NP5_8D);
+	  q = neval (z, Q5_8N, NQ5_8N) / deval (z, Q5_8D, NQ5_8D);
+	}
+      else
+	{
+	  p = neval (z, P4_5N, NP4_5N) / deval (z, P4_5D, NP4_5D);
+	  q = neval (z, Q4_5N, NQ4_5N) / deval (z, Q4_5D, NQ4_5D);
+	}
+    }				/* .25 */
+  else /* if (xinv <= 0.5) */
+    {
+      if (xinv <= 0.375)
+	{
+	  if (xinv <= 0.3125)
+	    {
+	      p = neval (z, P3r2_4N, NP3r2_4N) / deval (z, P3r2_4D, NP3r2_4D);
+	      q = neval (z, Q3r2_4N, NQ3r2_4N) / deval (z, Q3r2_4D, NQ3r2_4D);
+	    }
+	  else
+	    {
+	      p = neval (z, P2r7_3r2N, NP2r7_3r2N)
+		  / deval (z, P2r7_3r2D, NP2r7_3r2D);
+	      q = neval (z, Q2r7_3r2N, NQ2r7_3r2N)
+		  / deval (z, Q2r7_3r2D, NQ2r7_3r2D);
+	    }
+	}
+      else if (xinv <= 0.4375)
+	{
+	  p = neval (z, P2r3_2r7N, NP2r3_2r7N)
+	      / deval (z, P2r3_2r7D, NP2r3_2r7D);
+	  q = neval (z, Q2r3_2r7N, NQ2r3_2r7N)
+	      / deval (z, Q2r3_2r7D, NQ2r3_2r7D);
+	}
+      else
+	{
+	  p = neval (z, P2_2r3N, NP2_2r3N) / deval (z, P2_2r3D, NP2_2r3D);
+	  q = neval (z, Q2_2r3N, NQ2_2r3N) / deval (z, Q2_2r3D, NQ2_2r3D);
+	}
+    }
+  p = 1 + z * p;
+  q = z * xinv * q;
+  q = q - L(0.125) * xinv;
+  z = ONEOSQPI * (p * ss + q * cc) / __ieee754_sqrtl (x);
+  return z;
+}
+strong_alias (__ieee754_y0l, __y0l_finite)
diff --git a/sysdeps/ieee754/ldbl-128ibm/e_j1l.c b/sysdeps/ieee754/ldbl-128ibm/e_j1l.c
index da9fd9eeca..3cedeec438 100644
--- a/sysdeps/ieee754/ldbl-128ibm/e_j1l.c
+++ b/sysdeps/ieee754/ldbl-128ibm/e_j1l.c
@@ -1,4 +1,886 @@
-/* Looks like we can use ieee854 e_j1l.c as is for IBM extended format. */
+/* Bessel function of order one.  IBM Extended Precision version.
+   Copyright 2001 by Stephen L. Moshier (moshier@na-net.onrl.gov).
+
+   This library is free software; you can redistribute it and/or
+   modify it under the terms of the GNU Lesser General Public
+   License as published by the Free Software Foundation; either
+   version 2.1 of the License, or (at your option) any later version.
+
+   This library is distributed in the hope that it will be useful,
+   but WITHOUT ANY WARRANTY; without even the implied warranty of
+   MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE.  See the GNU
+   Lesser General Public License for more details.
+
+   You should have received a copy of the GNU Lesser General Public
+   License along with this library; if not, see
+   <http://www.gnu.org/licenses/>.  */
+
+/* This file was copied from sysdeps/ieee754/ldbl-128/e_j0l.c.  */
+
 #define _Float128 long double
 #define L(x) x ## L
-#include <sysdeps/ieee754/ldbl-128/e_j1l.c>
+
+#include <errno.h>
+#include <math.h>
+#include <math_private.h>
+#include <float.h>
+
+/* 1 / sqrt(pi) */
+static const _Float128 ONEOSQPI = L(5.6418958354775628694807945156077258584405E-1);
+/* 2 / pi */
+static const _Float128 TWOOPI = L(6.3661977236758134307553505349005744813784E-1);
+static const _Float128 zero = 0;
+
+/* J1(x) = .5x + x x^2 R(x^2)
+   Peak relative error 1.9e-35
+   0 <= x <= 2  */
+#define NJ0_2N 6
+static const _Float128 J0_2N[NJ0_2N + 1] = {
+ L(-5.943799577386942855938508697619735179660E16),
+  L(1.812087021305009192259946997014044074711E15),
+ L(-2.761698314264509665075127515729146460895E13),
+  L(2.091089497823600978949389109350658815972E11),
+ L(-8.546413231387036372945453565654130054307E8),
+  L(1.797229225249742247475464052741320612261E6),
+ L(-1.559552840946694171346552770008812083969E3)
+};
+#define NJ0_2D 6
+static const _Float128 J0_2D[NJ0_2D + 1] = {
+  L(9.510079323819108569501613916191477479397E17),
+  L(1.063193817503280529676423936545854693915E16),
+  L(5.934143516050192600795972192791775226920E13),
+  L(2.168000911950620999091479265214368352883E11),
+  L(5.673775894803172808323058205986256928794E8),
+  L(1.080329960080981204840966206372671147224E6),
+  L(1.411951256636576283942477881535283304912E3),
+ /* 1.000000000000000000000000000000000000000E0L */
+};
+
+/* J1(x)cosX + Y1(x)sinX = sqrt( 2/(pi x)) P1(x), P1(x) = 1 + 1/x^2 R(1/x^2),
+   0 <= 1/x <= .0625
+   Peak relative error 3.6e-36  */
+#define NP16_IN 9
+static const _Float128 P16_IN[NP16_IN + 1] = {
+  L(5.143674369359646114999545149085139822905E-16),
+  L(4.836645664124562546056389268546233577376E-13),
+  L(1.730945562285804805325011561498453013673E-10),
+  L(3.047976856147077889834905908605310585810E-8),
+  L(2.855227609107969710407464739188141162386E-6),
+  L(1.439362407936705484122143713643023998457E-4),
+  L(3.774489768532936551500999699815873422073E-3),
+  L(4.723962172984642566142399678920790598426E-2),
+  L(2.359289678988743939925017240478818248735E-1),
+  L(3.032580002220628812728954785118117124520E-1),
+};
+#define NP16_ID 9
+static const _Float128 P16_ID[NP16_ID + 1] = {
+  L(4.389268795186898018132945193912677177553E-15),
+  L(4.132671824807454334388868363256830961655E-12),
+  L(1.482133328179508835835963635130894413136E-9),
+  L(2.618941412861122118906353737117067376236E-7),
+  L(2.467854246740858470815714426201888034270E-5),
+  L(1.257192927368839847825938545925340230490E-3),
+  L(3.362739031941574274949719324644120720341E-2),
+  L(4.384458231338934105875343439265370178858E-1),
+  L(2.412830809841095249170909628197264854651E0),
+  L(4.176078204111348059102962617368214856874E0),
+ /* 1.000000000000000000000000000000000000000E0 */
+};
+
+/* J1(x)cosX + Y1(x)sinX = sqrt( 2/(pi x)) P1(x), P1(x) = 1 + 1/x^2 R(1/x^2),
+    0.0625 <= 1/x <= 0.125
+    Peak relative error 1.9e-36  */
+#define NP8_16N 11
+static const _Float128 P8_16N[NP8_16N + 1] = {
+  L(2.984612480763362345647303274082071598135E-16),
+  L(1.923651877544126103941232173085475682334E-13),
+  L(4.881258879388869396043760693256024307743E-11),
+  L(6.368866572475045408480898921866869811889E-9),
+  L(4.684818344104910450523906967821090796737E-7),
+  L(2.005177298271593587095982211091300382796E-5),
+  L(4.979808067163957634120681477207147536182E-4),
+  L(6.946005761642579085284689047091173581127E-3),
+  L(5.074601112955765012750207555985299026204E-2),
+  L(1.698599455896180893191766195194231825379E-1),
+  L(1.957536905259237627737222775573623779638E-1),
+  L(2.991314703282528370270179989044994319374E-2),
+};
+#define NP8_16D 10
+static const _Float128 P8_16D[NP8_16D + 1] = {
+  L(2.546869316918069202079580939942463010937E-15),
+  L(1.644650111942455804019788382157745229955E-12),
+  L(4.185430770291694079925607420808011147173E-10),
+  L(5.485331966975218025368698195861074143153E-8),
+  L(4.062884421686912042335466327098932678905E-6),
+  L(1.758139661060905948870523641319556816772E-4),
+  L(4.445143889306356207566032244985607493096E-3),
+  L(6.391901016293512632765621532571159071158E-2),
+  L(4.933040207519900471177016015718145795434E-1),
+  L(1.839144086168947712971630337250761842976E0),
+  L(2.715120873995490920415616716916149586579E0),
+ /* 1.000000000000000000000000000000000000000E0 */
+};
+
+/* J1(x)cosX + Y1(x)sinX = sqrt( 2/(pi x)) P1(x), P1(x) = 1 + 1/x^2 R(1/x^2),
+  0.125 <= 1/x <= 0.1875
+  Peak relative error 1.3e-36  */
+#define NP5_8N 10
+static const _Float128 P5_8N[NP5_8N + 1] = {
+  L(2.837678373978003452653763806968237227234E-12),
+  L(9.726641165590364928442128579282742354806E-10),
+  L(1.284408003604131382028112171490633956539E-7),
+  L(8.524624695868291291250573339272194285008E-6),
+  L(3.111516908953172249853673787748841282846E-4),
+  L(6.423175156126364104172801983096596409176E-3),
+  L(7.430220589989104581004416356260692450652E-2),
+  L(4.608315409833682489016656279567605536619E-1),
+  L(1.396870223510964882676225042258855977512E0),
+  L(1.718500293904122365894630460672081526236E0),
+  L(5.465927698800862172307352821870223855365E-1)
+};
+#define NP5_8D 10
+static const _Float128 P5_8D[NP5_8D + 1] = {
+  L(2.421485545794616609951168511612060482715E-11),
+  L(8.329862750896452929030058039752327232310E-9),
+  L(1.106137992233383429630592081375289010720E-6),
+  L(7.405786153760681090127497796448503306939E-5),
+  L(2.740364785433195322492093333127633465227E-3),
+  L(5.781246470403095224872243564165254652198E-2),
+  L(6.927711353039742469918754111511109983546E-1),
+  L(4.558679283460430281188304515922826156690E0),
+  L(1.534468499844879487013168065728837900009E1),
+  L(2.313927430889218597919624843161569422745E1),
+  L(1.194506341319498844336768473218382828637E1),
+ /* 1.000000000000000000000000000000000000000E0 */
+};
+
+/* J1(x)cosX + Y1(x)sinX = sqrt( 2/(pi x)) P1(x), P1(x) = 1 + 1/x^2 R(1/x^2),
+   Peak relative error 1.4e-36
+   0.1875 <= 1/x <= 0.25  */
+#define NP4_5N 10
+static const _Float128 P4_5N[NP4_5N + 1] = {
+  L(1.846029078268368685834261260420933914621E-10),
+  L(3.916295939611376119377869680335444207768E-8),
+  L(3.122158792018920627984597530935323997312E-6),
+  L(1.218073444893078303994045653603392272450E-4),
+  L(2.536420827983485448140477159977981844883E-3),
+  L(2.883011322006690823959367922241169171315E-2),
+  L(1.755255190734902907438042414495469810830E-1),
+  L(5.379317079922628599870898285488723736599E-1),
+  L(7.284904050194300773890303361501726561938E-1),
+  L(3.270110346613085348094396323925000362813E-1),
+  L(1.804473805689725610052078464951722064757E-2),
+};
+#define NP4_5D 9
+static const _Float128 P4_5D[NP4_5D + 1] = {
+  L(1.575278146806816970152174364308980863569E-9),
+  L(3.361289173657099516191331123405675054321E-7),
+  L(2.704692281550877810424745289838790693708E-5),
+  L(1.070854930483999749316546199273521063543E-3),
+  L(2.282373093495295842598097265627962125411E-2),
+  L(2.692025460665354148328762368240343249830E-1),
+  L(1.739892942593664447220951225734811133759E0),
+  L(5.890727576752230385342377570386657229324E0),
+  L(9.517442287057841500750256954117735128153E0),
+  L(6.100616353935338240775363403030137736013E0),
+ /* 1.000000000000000000000000000000000000000E0 */
+};
+
+/* J1(x)cosX + Y1(x)sinX = sqrt( 2/(pi x)) P1(x), P1(x) = 1 + 1/x^2 R(1/x^2),
+   Peak relative error 3.0e-36
+   0.25 <= 1/x <= 0.3125  */
+#define NP3r2_4N 9
+static const _Float128 P3r2_4N[NP3r2_4N + 1] = {
+  L(8.240803130988044478595580300846665863782E-8),
+  L(1.179418958381961224222969866406483744580E-5),
+  L(6.179787320956386624336959112503824397755E-4),
+  L(1.540270833608687596420595830747166658383E-2),
+  L(1.983904219491512618376375619598837355076E-1),
+  L(1.341465722692038870390470651608301155565E0),
+  L(4.617865326696612898792238245990854646057E0),
+  L(7.435574801812346424460233180412308000587E0),
+  L(4.671327027414635292514599201278557680420E0),
+  L(7.299530852495776936690976966995187714739E-1),
+};
+#define NP3r2_4D 9
+static const _Float128 P3r2_4D[NP3r2_4D + 1] = {
+  L(7.032152009675729604487575753279187576521E-7),
+  L(1.015090352324577615777511269928856742848E-4),
+  L(5.394262184808448484302067955186308730620E-3),
+  L(1.375291438480256110455809354836988584325E-1),
+  L(1.836247144461106304788160919310404376670E0),
+  L(1.314378564254376655001094503090935880349E1),
+  L(4.957184590465712006934452500894672343488E1),
+  L(9.287394244300647738855415178790263465398E1),
+  L(7.652563275535900609085229286020552768399E1),
+  L(2.147042473003074533150718117770093209096E1),
+ /* 1.000000000000000000000000000000000000000E0 */
+};
+
+/* J1(x)cosX + Y1(x)sinX = sqrt( 2/(pi x)) P1(x), P1(x) = 1 + 1/x^2 R(1/x^2),
+   Peak relative error 1.0e-35
+   0.3125 <= 1/x <= 0.375  */
+#define NP2r7_3r2N 9
+static const _Float128 P2r7_3r2N[NP2r7_3r2N + 1] = {
+  L(4.599033469240421554219816935160627085991E-7),
+  L(4.665724440345003914596647144630893997284E-5),
+  L(1.684348845667764271596142716944374892756E-3),
+  L(2.802446446884455707845985913454440176223E-2),
+  L(2.321937586453963310008279956042545173930E-1),
+  L(9.640277413988055668692438709376437553804E-1),
+  L(1.911021064710270904508663334033003246028E0),
+  L(1.600811610164341450262992138893970224971E0),
+  L(4.266299218652587901171386591543457861138E-1),
+  L(1.316470424456061252962568223251247207325E-2),
+};
+#define NP2r7_3r2D 8
+static const _Float128 P2r7_3r2D[NP2r7_3r2D + 1] = {
+  L(3.924508608545520758883457108453520099610E-6),
+  L(4.029707889408829273226495756222078039823E-4),
+  L(1.484629715787703260797886463307469600219E-2),
+  L(2.553136379967180865331706538897231588685E-1),
+  L(2.229457223891676394409880026887106228740E0),
+  L(1.005708903856384091956550845198392117318E1),
+  L(2.277082659664386953166629360352385889558E1),
+  L(2.384726835193630788249826630376533988245E1),
+  L(9.700989749041320895890113781610939632410E0),
+ /* 1.000000000000000000000000000000000000000E0 */
+};
+
+/* J1(x)cosX + Y1(x)sinX = sqrt( 2/(pi x)) P1(x), P1(x) = 1 + 1/x^2 R(1/x^2),
+   Peak relative error 1.7e-36
+   0.3125 <= 1/x <= 0.4375  */
+#define NP2r3_2r7N 9
+static const _Float128 P2r3_2r7N[NP2r3_2r7N + 1] = {
+  L(3.916766777108274628543759603786857387402E-6),
+  L(3.212176636756546217390661984304645137013E-4),
+  L(9.255768488524816445220126081207248947118E-3),
+  L(1.214853146369078277453080641911700735354E-1),
+  L(7.855163309847214136198449861311404633665E-1),
+  L(2.520058073282978403655488662066019816540E0),
+  L(3.825136484837545257209234285382183711466E0),
+  L(2.432569427554248006229715163865569506873E0),
+  L(4.877934835018231178495030117729800489743E-1),
+  L(1.109902737860249670981355149101343427885E-2),
+};
+#define NP2r3_2r7D 8
+static const _Float128 P2r3_2r7D[NP2r3_2r7D + 1] = {
+  L(3.342307880794065640312646341190547184461E-5),
+  L(2.782182891138893201544978009012096558265E-3),
+  L(8.221304931614200702142049236141249929207E-2),
+  L(1.123728246291165812392918571987858010949E0),
+  L(7.740482453652715577233858317133423434590E0),
+  L(2.737624677567945952953322566311201919139E1),
+  L(4.837181477096062403118304137851260715475E1),
+  L(3.941098643468580791437772701093795299274E1),
+  L(1.245821247166544627558323920382547533630E1),
+ /* 1.000000000000000000000000000000000000000E0 */
+};
+
+/* J1(x)cosX + Y1(x)sinX = sqrt( 2/(pi x)) P1(x), P1(x) = 1 + 1/x^2 R(1/x^2),
+   Peak relative error 1.7e-35
+   0.4375 <= 1/x <= 0.5  */
+#define NP2_2r3N 8
+static const _Float128 P2_2r3N[NP2_2r3N + 1] = {
+  L(3.397930802851248553545191160608731940751E-4),
+  L(2.104020902735482418784312825637833698217E-2),
+  L(4.442291771608095963935342749477836181939E-1),
+  L(4.131797328716583282869183304291833754967E0),
+  L(1.819920169779026500146134832455189917589E1),
+  L(3.781779616522937565300309684282401791291E1),
+  L(3.459605449728864218972931220783543410347E1),
+  L(1.173594248397603882049066603238568316561E1),
+  L(9.455702270242780642835086549285560316461E-1),
+};
+#define NP2_2r3D 8
+static const _Float128 P2_2r3D[NP2_2r3D + 1] = {
+  L(2.899568897241432883079888249845707400614E-3),
+  L(1.831107138190848460767699919531132426356E-1),
+  L(3.999350044057883839080258832758908825165E0),
+  L(3.929041535867957938340569419874195303712E1),
+  L(1.884245613422523323068802689915538908291E2),
+  L(4.461469948819229734353852978424629815929E2),
+  L(5.004998753999796821224085972610636347903E2),
+  L(2.386342520092608513170837883757163414100E2),
+  L(3.791322528149347975999851588922424189957E1),
+ /* 1.000000000000000000000000000000000000000E0 */
+};
+
+/* Y1(x)cosX - J1(x)sinX = sqrt( 2/(pi x)) Q1(x),
+   Q1(x) = 1/x (.375 + 1/x^2 R(1/x^2)),
+   Peak relative error 8.0e-36
+   0 <= 1/x <= .0625  */
+#define NQ16_IN 10
+static const _Float128 Q16_IN[NQ16_IN + 1] = {
+  L(-3.917420835712508001321875734030357393421E-18),
+  L(-4.440311387483014485304387406538069930457E-15),
+  L(-1.951635424076926487780929645954007139616E-12),
+  L(-4.318256438421012555040546775651612810513E-10),
+  L(-5.231244131926180765270446557146989238020E-8),
+  L(-3.540072702902043752460711989234732357653E-6),
+  L(-1.311017536555269966928228052917534882984E-4),
+  L(-2.495184669674631806622008769674827575088E-3),
+  L(-2.141868222987209028118086708697998506716E-2),
+  L(-6.184031415202148901863605871197272650090E-2),
+  L(-1.922298704033332356899546792898156493887E-2),
+};
+#define NQ16_ID 9
+static const _Float128 Q16_ID[NQ16_ID + 1] = {
+  L(3.820418034066293517479619763498400162314E-17),
+  L(4.340702810799239909648911373329149354911E-14),
+  L(1.914985356383416140706179933075303538524E-11),
+  L(4.262333682610888819476498617261895474330E-9),
+  L(5.213481314722233980346462747902942182792E-7),
+  L(3.585741697694069399299005316809954590558E-5),
+  L(1.366513429642842006385029778105539457546E-3),
+  L(2.745282599850704662726337474371355160594E-2),
+  L(2.637644521611867647651200098449903330074E-1),
+  L(1.006953426110765984590782655598680488746E0),
+ /* 1.000000000000000000000000000000000000000E0 */
+ };
+
+/* Y1(x)cosX - J1(x)sinX = sqrt( 2/(pi x)) Q1(x),
+   Q1(x) = 1/x (.375 + 1/x^2 R(1/x^2)),
+   Peak relative error 1.9e-36
+   0.0625 <= 1/x <= 0.125  */
+#define NQ8_16N 11
+static const _Float128 Q8_16N[NQ8_16N + 1] = {
+  L(-2.028630366670228670781362543615221542291E-17),
+  L(-1.519634620380959966438130374006858864624E-14),
+  L(-4.540596528116104986388796594639405114524E-12),
+  L(-7.085151756671466559280490913558388648274E-10),
+  L(-6.351062671323970823761883833531546885452E-8),
+  L(-3.390817171111032905297982523519503522491E-6),
+  L(-1.082340897018886970282138836861233213972E-4),
+  L(-2.020120801187226444822977006648252379508E-3),
+  L(-2.093169910981725694937457070649605557555E-2),
+  L(-1.092176538874275712359269481414448063393E-1),
+  L(-2.374790947854765809203590474789108718733E-1),
+  L(-1.365364204556573800719985118029601401323E-1),
+};
+#define NQ8_16D 11
+static const _Float128 Q8_16D[NQ8_16D + 1] = {
+  L(1.978397614733632533581207058069628242280E-16),
+  L(1.487361156806202736877009608336766720560E-13),
+  L(4.468041406888412086042576067133365913456E-11),
+  L(7.027822074821007443672290507210594648877E-9),
+  L(6.375740580686101224127290062867976007374E-7),
+  L(3.466887658320002225888644977076410421940E-5),
+  L(1.138625640905289601186353909213719596986E-3),
+  L(2.224470799470414663443449818235008486439E-2),
+  L(2.487052928527244907490589787691478482358E-1),
+  L(1.483927406564349124649083853892380899217E0),
+  L(4.182773513276056975777258788903489507705E0),
+  L(4.419665392573449746043880892524360870944E0),
+ /* 1.000000000000000000000000000000000000000E0 */
+};
+
+/* Y1(x)cosX - J1(x)sinX = sqrt( 2/(pi x)) Q1(x),
+   Q1(x) = 1/x (.375 + 1/x^2 R(1/x^2)),
+   Peak relative error 1.5e-35
+   0.125 <= 1/x <= 0.1875  */
+#define NQ5_8N 10
+static const _Float128 Q5_8N[NQ5_8N + 1] = {
+  L(-3.656082407740970534915918390488336879763E-13),
+  L(-1.344660308497244804752334556734121771023E-10),
+  L(-1.909765035234071738548629788698150760791E-8),
+  L(-1.366668038160120210269389551283666716453E-6),
+  L(-5.392327355984269366895210704976314135683E-5),
+  L(-1.206268245713024564674432357634540343884E-3),
+  L(-1.515456784370354374066417703736088291287E-2),
+  L(-1.022454301137286306933217746545237098518E-1),
+  L(-3.373438906472495080504907858424251082240E-1),
+  L(-4.510782522110845697262323973549178453405E-1),
+  L(-1.549000892545288676809660828213589804884E-1),
+};
+#define NQ5_8D 10
+static const _Float128 Q5_8D[NQ5_8D + 1] = {
+  L(3.565550843359501079050699598913828460036E-12),
+  L(1.321016015556560621591847454285330528045E-9),
+  L(1.897542728662346479999969679234270605975E-7),
+  L(1.381720283068706710298734234287456219474E-5),
+  L(5.599248147286524662305325795203422873725E-4),
+  L(1.305442352653121436697064782499122164843E-2),
+  L(1.750234079626943298160445750078631894985E-1),
+  L(1.311420542073436520965439883806946678491E0),
+  L(5.162757689856842406744504211089724926650E0),
+  L(9.527760296384704425618556332087850581308E0),
+  L(6.604648207463236667912921642545100248584E0),
+ /* 1.000000000000000000000000000000000000000E0 */
+};
+
+/* Y1(x)cosX - J1(x)sinX = sqrt( 2/(pi x)) Q1(x),
+   Q1(x) = 1/x (.375 + 1/x^2 R(1/x^2)),
+   Peak relative error 1.3e-35
+   0.1875 <= 1/x <= 0.25  */
+#define NQ4_5N 10
+static const _Float128 Q4_5N[NQ4_5N + 1] = {
+  L(-4.079513568708891749424783046520200903755E-11),
+  L(-9.326548104106791766891812583019664893311E-9),
+  L(-8.016795121318423066292906123815687003356E-7),
+  L(-3.372350544043594415609295225664186750995E-5),
+  L(-7.566238665947967882207277686375417983917E-4),
+  L(-9.248861580055565402130441618521591282617E-3),
+  L(-6.033106131055851432267702948850231270338E-2),
+  L(-1.966908754799996793730369265431584303447E-1),
+  L(-2.791062741179964150755788226623462207560E-1),
+  L(-1.255478605849190549914610121863534191666E-1),
+  L(-4.320429862021265463213168186061696944062E-3),
+};
+#define NQ4_5D 9
+static const _Float128 Q4_5D[NQ4_5D + 1] = {
+  L(3.978497042580921479003851216297330701056E-10),
+  L(9.203304163828145809278568906420772246666E-8),
+  L(8.059685467088175644915010485174545743798E-6),
+  L(3.490187375993956409171098277561669167446E-4),
+  L(8.189109654456872150100501732073810028829E-3),
+  L(1.072572867311023640958725265762483033769E-1),
+  L(7.790606862409960053675717185714576937994E-1),
+  L(3.016049768232011196434185423512777656328E0),
+  L(5.722963851442769787733717162314477949360E0),
+  L(4.510527838428473279647251350931380867663E0),
+ /* 1.000000000000000000000000000000000000000E0 */
+};
+
+/* Y1(x)cosX - J1(x)sinX = sqrt( 2/(pi x)) Q1(x),
+   Q1(x) = 1/x (.375 + 1/x^2 R(1/x^2)),
+   Peak relative error 2.1e-35
+   0.25 <= 1/x <= 0.3125  */
+#define NQ3r2_4N 9
+static const _Float128 Q3r2_4N[NQ3r2_4N + 1] = {
+  L(-1.087480809271383885936921889040388133627E-8),
+  L(-1.690067828697463740906962973479310170932E-6),
+  L(-9.608064416995105532790745641974762550982E-5),
+  L(-2.594198839156517191858208513873961837410E-3),
+  L(-3.610954144421543968160459863048062977822E-2),
+  L(-2.629866798251843212210482269563961685666E-1),
+  L(-9.709186825881775885917984975685752956660E-1),
+  L(-1.667521829918185121727268867619982417317E0),
+  L(-1.109255082925540057138766105229900943501E0),
+  L(-1.812932453006641348145049323713469043328E-1),
+};
+#define NQ3r2_4D 9
+static const _Float128 Q3r2_4D[NQ3r2_4D + 1] = {
+  L(1.060552717496912381388763753841473407026E-7),
+  L(1.676928002024920520786883649102388708024E-5),
+  L(9.803481712245420839301400601140812255737E-4),
+  L(2.765559874262309494758505158089249012930E-2),
+  L(4.117921827792571791298862613287549140706E-1),
+  L(3.323769515244751267093378361930279161413E0),
+  L(1.436602494405814164724810151689705353670E1),
+  L(3.163087869617098638064881410646782408297E1),
+  L(3.198181264977021649489103980298349589419E1),
+  L(1.203649258862068431199471076202897823272E1),
+ /* 1.000000000000000000000000000000000000000E0  */
+};
+
+/* Y1(x)cosX - J1(x)sinX = sqrt( 2/(pi x)) Q1(x),
+   Q1(x) = 1/x (.375 + 1/x^2 R(1/x^2)),
+   Peak relative error 1.6e-36
+   0.3125 <= 1/x <= 0.375  */
+#define NQ2r7_3r2N 9
+static const _Float128 Q2r7_3r2N[NQ2r7_3r2N + 1] = {
+  L(-1.723405393982209853244278760171643219530E-7),
+  L(-2.090508758514655456365709712333460087442E-5),
+  L(-9.140104013370974823232873472192719263019E-4),
+  L(-1.871349499990714843332742160292474780128E-2),
+  L(-1.948930738119938669637865956162512983416E-1),
+  L(-1.048764684978978127908439526343174139788E0),
+  L(-2.827714929925679500237476105843643064698E0),
+  L(-3.508761569156476114276988181329773987314E0),
+  L(-1.669332202790211090973255098624488308989E0),
+  L(-1.930796319299022954013840684651016077770E-1),
+};
+#define NQ2r7_3r2D 9
+static const _Float128 Q2r7_3r2D[NQ2r7_3r2D + 1] = {
+  L(1.680730662300831976234547482334347983474E-6),
+  L(2.084241442440551016475972218719621841120E-4),
+  L(9.445316642108367479043541702688736295579E-3),
+  L(2.044637889456631896650179477133252184672E-1),
+  L(2.316091982244297350829522534435350078205E0),
+  L(1.412031891783015085196708811890448488865E1),
+  L(4.583830154673223384837091077279595496149E1),
+  L(7.549520609270909439885998474045974122261E1),
+  L(5.697605832808113367197494052388203310638E1),
+  L(1.601496240876192444526383314589371686234E1),
+  /* 1.000000000000000000000000000000000000000E0 */
+};
+
+/* Y1(x)cosX - J1(x)sinX = sqrt( 2/(pi x)) Q1(x),
+   Q1(x) = 1/x (.375 + 1/x^2 R(1/x^2)),
+   Peak relative error 9.5e-36
+   0.375 <= 1/x <= 0.4375  */
+#define NQ2r3_2r7N 9
+static const _Float128 Q2r3_2r7N[NQ2r3_2r7N + 1] = {
+  L(-8.603042076329122085722385914954878953775E-7),
+  L(-7.701746260451647874214968882605186675720E-5),
+  L(-2.407932004380727587382493696877569654271E-3),
+  L(-3.403434217607634279028110636919987224188E-2),
+  L(-2.348707332185238159192422084985713102877E-1),
+  L(-7.957498841538254916147095255700637463207E-1),
+  L(-1.258469078442635106431098063707934348577E0),
+  L(-8.162415474676345812459353639449971369890E-1),
+  L(-1.581783890269379690141513949609572806898E-1),
+  L(-1.890595651683552228232308756569450822905E-3),
+};
+#define NQ2r3_2r7D 8
+static const _Float128 Q2r3_2r7D[NQ2r3_2r7D + 1] = {
+  L(8.390017524798316921170710533381568175665E-6),
+  L(7.738148683730826286477254659973968763659E-4),
+  L(2.541480810958665794368759558791634341779E-2),
+  L(3.878879789711276799058486068562386244873E-1),
+  L(3.003783779325811292142957336802456109333E0),
+  L(1.206480374773322029883039064575464497400E1),
+  L(2.458414064785315978408974662900438351782E1),
+  L(2.367237826273668567199042088835448715228E1),
+  L(9.231451197519171090875569102116321676763E0),
+ /* 1.000000000000000000000000000000000000000E0 */
+};
+
+/* Y1(x)cosX - J1(x)sinX = sqrt( 2/(pi x)) Q1(x),
+   Q1(x) = 1/x (.375 + 1/x^2 R(1/x^2)),
+   Peak relative error 1.4e-36
+   0.4375 <= 1/x <= 0.5  */
+#define NQ2_2r3N 9
+static const _Float128 Q2_2r3N[NQ2_2r3N + 1] = {
+  L(-5.552507516089087822166822364590806076174E-6),
+  L(-4.135067659799500521040944087433752970297E-4),
+  L(-1.059928728869218962607068840646564457980E-2),
+  L(-1.212070036005832342565792241385459023801E-1),
+  L(-6.688350110633603958684302153362735625156E-1),
+  L(-1.793587878197360221340277951304429821582E0),
+  L(-2.225407682237197485644647380483725045326E0),
+  L(-1.123402135458940189438898496348239744403E0),
+  L(-1.679187241566347077204805190763597299805E-1),
+  L(-1.458550613639093752909985189067233504148E-3),
+};
+#define NQ2_2r3D 8
+static const _Float128 Q2_2r3D[NQ2_2r3D + 1] = {
+  L(5.415024336507980465169023996403597916115E-5),
+  L(4.179246497380453022046357404266022870788E-3),
+  L(1.136306384261959483095442402929502368598E-1),
+  L(1.422640343719842213484515445393284072830E0),
+  L(8.968786703393158374728850922289204805764E0),
+  L(2.914542473339246127533384118781216495934E1),
+  L(4.781605421020380669870197378210457054685E1),
+  L(3.693865837171883152382820584714795072937E1),
+  L(1.153220502744204904763115556224395893076E1),
+  /* 1.000000000000000000000000000000000000000E0 */
+};
+
+
+/* Evaluate P[n] x^n  +  P[n-1] x^(n-1)  +  ...  +  P[0] */
+
+static _Float128
+neval (_Float128 x, const _Float128 *p, int n)
+{
+  _Float128 y;
+
+  p += n;
+  y = *p--;
+  do
+    {
+      y = y * x + *p--;
+    }
+  while (--n > 0);
+  return y;
+}
+
+
+/* Evaluate x^n+1  +  P[n] x^(n)  +  P[n-1] x^(n-1)  +  ...  +  P[0] */
+
+static _Float128
+deval (_Float128 x, const _Float128 *p, int n)
+{
+  _Float128 y;
+
+  p += n;
+  y = x + *p--;
+  do
+    {
+      y = y * x + *p--;
+    }
+  while (--n > 0);
+  return y;
+}
+
+
+/* Bessel function of the first kind, order one.  */
+
+_Float128
+__ieee754_j1l (_Float128 x)
+{
+  _Float128 xx, xinv, z, p, q, c, s, cc, ss;
+
+  if (! isfinite (x))
+    {
+      if (x != x)
+	return x + x;
+      else
+	return 0;
+    }
+  if (x == 0)
+    return x;
+  xx = fabsl (x);
+  if (xx <= L(0x1p-58))
+    {
+      _Float128 ret = x * L(0.5);
+      math_check_force_underflow (ret);
+      if (ret == 0)
+	__set_errno (ERANGE);
+      return ret;
+    }
+  if (xx <= 2)
+    {
+      /* 0 <= x <= 2 */
+      z = xx * xx;
+      p = xx * z * neval (z, J0_2N, NJ0_2N) / deval (z, J0_2D, NJ0_2D);
+      p += L(0.5) * xx;
+      if (x < 0)
+	p = -p;
+      return p;
+    }
+
+  /* X = x - 3 pi/4
+     cos(X) = cos(x) cos(3 pi/4) + sin(x) sin(3 pi/4)
+     = 1/sqrt(2) * (-cos(x) + sin(x))
+     sin(X) = sin(x) cos(3 pi/4) - cos(x) sin(3 pi/4)
+     = -1/sqrt(2) * (sin(x) + cos(x))
+     cf. Fdlibm.  */
+  __sincosl (xx, &s, &c);
+  ss = -s - c;
+  cc = s - c;
+  if (xx <= LDBL_MAX / 2)
+    {
+      z = __cosl (xx + xx);
+      if ((s * c) > 0)
+	cc = z / ss;
+      else
+	ss = z / cc;
+    }
+
+  if (xx > L(0x1p256))
+    {
+      z = ONEOSQPI * cc / __ieee754_sqrtl (xx);
+      if (x < 0)
+	z = -z;
+      return z;
+    }
+
+  xinv = 1 / xx;
+  z = xinv * xinv;
+  if (xinv <= 0.25)
+    {
+      if (xinv <= 0.125)
+	{
+	  if (xinv <= 0.0625)
+	    {
+	      p = neval (z, P16_IN, NP16_IN) / deval (z, P16_ID, NP16_ID);
+	      q = neval (z, Q16_IN, NQ16_IN) / deval (z, Q16_ID, NQ16_ID);
+	    }
+	  else
+	    {
+	      p = neval (z, P8_16N, NP8_16N) / deval (z, P8_16D, NP8_16D);
+	      q = neval (z, Q8_16N, NQ8_16N) / deval (z, Q8_16D, NQ8_16D);
+	    }
+	}
+      else if (xinv <= 0.1875)
+	{
+	  p = neval (z, P5_8N, NP5_8N) / deval (z, P5_8D, NP5_8D);
+	  q = neval (z, Q5_8N, NQ5_8N) / deval (z, Q5_8D, NQ5_8D);
+	}
+      else
+	{
+	  p = neval (z, P4_5N, NP4_5N) / deval (z, P4_5D, NP4_5D);
+	  q = neval (z, Q4_5N, NQ4_5N) / deval (z, Q4_5D, NQ4_5D);
+	}
+    }				/* .25 */
+  else /* if (xinv <= 0.5) */
+    {
+      if (xinv <= 0.375)
+	{
+	  if (xinv <= 0.3125)
+	    {
+	      p = neval (z, P3r2_4N, NP3r2_4N) / deval (z, P3r2_4D, NP3r2_4D);
+	      q = neval (z, Q3r2_4N, NQ3r2_4N) / deval (z, Q3r2_4D, NQ3r2_4D);
+	    }
+	  else
+	    {
+	      p = neval (z, P2r7_3r2N, NP2r7_3r2N)
+		  / deval (z, P2r7_3r2D, NP2r7_3r2D);
+	      q = neval (z, Q2r7_3r2N, NQ2r7_3r2N)
+		  / deval (z, Q2r7_3r2D, NQ2r7_3r2D);
+	    }
+	}
+      else if (xinv <= 0.4375)
+	{
+	  p = neval (z, P2r3_2r7N, NP2r3_2r7N)
+	      / deval (z, P2r3_2r7D, NP2r3_2r7D);
+	  q = neval (z, Q2r3_2r7N, NQ2r3_2r7N)
+	      / deval (z, Q2r3_2r7D, NQ2r3_2r7D);
+	}
+      else
+	{
+	  p = neval (z, P2_2r3N, NP2_2r3N) / deval (z, P2_2r3D, NP2_2r3D);
+	  q = neval (z, Q2_2r3N, NQ2_2r3N) / deval (z, Q2_2r3D, NQ2_2r3D);
+	}
+    }
+  p = 1 + z * p;
+  q = z * q;
+  q = q * xinv + L(0.375) * xinv;
+  z = ONEOSQPI * (p * cc - q * ss) / __ieee754_sqrtl (xx);
+  if (x < 0)
+    z = -z;
+  return z;
+}
+strong_alias (__ieee754_j1l, __j1l_finite)
+
+
+/* Y1(x) = 2/pi * (log(x) * J1(x) - 1/x) + x R(x^2)
+   Peak relative error 6.2e-38
+   0 <= x <= 2   */
+#define NY0_2N 7
+static _Float128 Y0_2N[NY0_2N + 1] = {
+  L(-6.804415404830253804408698161694720833249E19),
+  L(1.805450517967019908027153056150465849237E19),
+  L(-8.065747497063694098810419456383006737312E17),
+  L(1.401336667383028259295830955439028236299E16),
+  L(-1.171654432898137585000399489686629680230E14),
+  L(5.061267920943853732895341125243428129150E11),
+  L(-1.096677850566094204586208610960870217970E9),
+  L(9.541172044989995856117187515882879304461E5),
+};
+#define NY0_2D 7
+static _Float128 Y0_2D[NY0_2D + 1] = {
+  L(3.470629591820267059538637461549677594549E20),
+  L(4.120796439009916326855848107545425217219E18),
+  L(2.477653371652018249749350657387030814542E16),
+  L(9.954678543353888958177169349272167762797E13),
+  L(2.957927997613630118216218290262851197754E11),
+  L(6.748421382188864486018861197614025972118E8),
+  L(1.173453425218010888004562071020305709319E6),
+  L(1.450335662961034949894009554536003377187E3),
+  /* 1.000000000000000000000000000000000000000E0 */
+};
+
+
+/* Bessel function of the second kind, order one.  */
+
+_Float128
+__ieee754_y1l (_Float128 x)
+{
+  _Float128 xx, xinv, z, p, q, c, s, cc, ss;
+
+  if (! isfinite (x))
+    return 1 / (x + x * x);
+  if (x <= 0)
+    {
+      if (x < 0)
+	return (zero / (zero * x));
+      return -1 / zero; /* -inf and divide by zero exception.  */
+    }
+  xx = fabsl (x);
+  if (xx <= 0x1p-114)
+    {
+      z = -TWOOPI / x;
+      if (isinf (z))
+	__set_errno (ERANGE);
+      return z;
+    }
+  if (xx <= 2)
+    {
+      /* 0 <= x <= 2 */
+      SET_RESTORE_ROUNDL (FE_TONEAREST);
+      z = xx * xx;
+      p = xx * neval (z, Y0_2N, NY0_2N) / deval (z, Y0_2D, NY0_2D);
+      p = -TWOOPI / xx + p;
+      p = TWOOPI * __ieee754_logl (x) * __ieee754_j1l (x) + p;
+      return p;
+    }
+
+  /* X = x - 3 pi/4
+     cos(X) = cos(x) cos(3 pi/4) + sin(x) sin(3 pi/4)
+     = 1/sqrt(2) * (-cos(x) + sin(x))
+     sin(X) = sin(x) cos(3 pi/4) - cos(x) sin(3 pi/4)
+     = -1/sqrt(2) * (sin(x) + cos(x))
+     cf. Fdlibm.  */
+  __sincosl (xx, &s, &c);
+  ss = -s - c;
+  cc = s - c;
+  if (xx <= LDBL_MAX / 2)
+    {
+      z = __cosl (xx + xx);
+      if ((s * c) > 0)
+	cc = z / ss;
+      else
+	ss = z / cc;
+    }
+
+  if (xx > L(0x1p256))
+    return ONEOSQPI * ss / __ieee754_sqrtl (xx);
+
+  xinv = 1 / xx;
+  z = xinv * xinv;
+  if (xinv <= 0.25)
+    {
+      if (xinv <= 0.125)
+	{
+	  if (xinv <= 0.0625)
+	    {
+	      p = neval (z, P16_IN, NP16_IN) / deval (z, P16_ID, NP16_ID);
+	      q = neval (z, Q16_IN, NQ16_IN) / deval (z, Q16_ID, NQ16_ID);
+	    }
+	  else
+	    {
+	      p = neval (z, P8_16N, NP8_16N) / deval (z, P8_16D, NP8_16D);
+	      q = neval (z, Q8_16N, NQ8_16N) / deval (z, Q8_16D, NQ8_16D);
+	    }
+	}
+      else if (xinv <= 0.1875)
+	{
+	  p = neval (z, P5_8N, NP5_8N) / deval (z, P5_8D, NP5_8D);
+	  q = neval (z, Q5_8N, NQ5_8N) / deval (z, Q5_8D, NQ5_8D);
+	}
+      else
+	{
+	  p = neval (z, P4_5N, NP4_5N) / deval (z, P4_5D, NP4_5D);
+	  q = neval (z, Q4_5N, NQ4_5N) / deval (z, Q4_5D, NQ4_5D);
+	}
+    }				/* .25 */
+  else /* if (xinv <= 0.5) */
+    {
+      if (xinv <= 0.375)
+	{
+	  if (xinv <= 0.3125)
+	    {
+	      p = neval (z, P3r2_4N, NP3r2_4N) / deval (z, P3r2_4D, NP3r2_4D);
+	      q = neval (z, Q3r2_4N, NQ3r2_4N) / deval (z, Q3r2_4D, NQ3r2_4D);
+	    }
+	  else
+	    {
+	      p = neval (z, P2r7_3r2N, NP2r7_3r2N)
+		  / deval (z, P2r7_3r2D, NP2r7_3r2D);
+	      q = neval (z, Q2r7_3r2N, NQ2r7_3r2N)
+		  / deval (z, Q2r7_3r2D, NQ2r7_3r2D);
+	    }
+	}
+      else if (xinv <= 0.4375)
+	{
+	  p = neval (z, P2r3_2r7N, NP2r3_2r7N)
+	      / deval (z, P2r3_2r7D, NP2r3_2r7D);
+	  q = neval (z, Q2r3_2r7N, NQ2r3_2r7N)
+	      / deval (z, Q2r3_2r7D, NQ2r3_2r7D);
+	}
+      else
+	{
+	  p = neval (z, P2_2r3N, NP2_2r3N) / deval (z, P2_2r3D, NP2_2r3D);
+	  q = neval (z, Q2_2r3N, NQ2_2r3N) / deval (z, Q2_2r3D, NQ2_2r3D);
+	}
+    }
+  p = 1 + z * p;
+  q = z * q;
+  q = q * xinv + L(0.375) * xinv;
+  z = ONEOSQPI * (p * ss + q * cc) / __ieee754_sqrtl (xx);
+  return z;
+}
+strong_alias (__ieee754_y1l, __y1l_finite)
diff --git a/sysdeps/ieee754/ldbl-128ibm/e_lgammal_r.c b/sysdeps/ieee754/ldbl-128ibm/e_lgammal_r.c
index 8ac8283bd8..f3e184c622 100644
--- a/sysdeps/ieee754/ldbl-128ibm/e_lgammal_r.c
+++ b/sysdeps/ieee754/ldbl-128ibm/e_lgammal_r.c
@@ -1,5 +1,998 @@
-/* Looks like we can use ieee854 e_lgammal_r.c as is for IBM extended format. */
+/* Natural logarithm of gamma function.  IBM Extended Precision version.
+   Copyright 2001 by Stephen L. Moshier <moshier@na-net.ornl.gov>
+
+   This library is free software; you can redistribute it and/or
+   modify it under the terms of the GNU Lesser General Public
+   License as published by the Free Software Foundation; either
+   version 2.1 of the License, or (at your option) any later version.
+
+   This library is distributed in the hope that it will be useful,
+   but WITHOUT ANY WARRANTY; without even the implied warranty of
+   MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE.  See the GNU
+   Lesser General Public License for more details.
+
+   You should have received a copy of the GNU Lesser General Public
+   License along with this library; if not, see
+   <http://www.gnu.org/licenses/>.  */
+
+/* This file was copied from sysdeps/ieee754/ldbl-128/e_lgammal_r.c.  */
+
 #define _Float128 long double
 #define L(x) x ## L
-#include <sysdeps/ieee754/ldbl-128/e_lgammal_r.c>
 
+#include <math.h>
+#include <math_private.h>
+#include <float.h>
+
+static const _Float128 PIL = L(3.1415926535897932384626433832795028841972E0);
+#if LDBL_MANT_DIG == 106
+static const _Float128 MAXLGM = L(0x5.d53649e2d469dbc1f01e99fd66p+1012);
+#else
+static const _Float128 MAXLGM = L(1.0485738685148938358098967157129705071571E4928);
+#endif
+static const _Float128 one = 1;
+static const _Float128 huge = LDBL_MAX;
+
+/* log gamma(x) = ( x - 0.5 ) * log(x) - x + LS2PI + 1/x P(1/x^2)
+   1/x <= 0.0741 (x >= 13.495...)
+   Peak relative error 1.5e-36  */
+static const _Float128 ls2pi = L(9.1893853320467274178032973640561763986140E-1);
+#define NRASY 12
+static const _Float128 RASY[NRASY + 1] =
+{
+  L(8.333333333333333333333333333310437112111E-2),
+ L(-2.777777777777777777777774789556228296902E-3),
+  L(7.936507936507936507795933938448586499183E-4),
+ L(-5.952380952380952041799269756378148574045E-4),
+  L(8.417508417507928904209891117498524452523E-4),
+ L(-1.917526917481263997778542329739806086290E-3),
+  L(6.410256381217852504446848671499409919280E-3),
+ L(-2.955064066900961649768101034477363301626E-2),
+  L(1.796402955865634243663453415388336954675E-1),
+ L(-1.391522089007758553455753477688592767741E0),
+  L(1.326130089598399157988112385013829305510E1),
+ L(-1.420412699593782497803472576479997819149E2),
+  L(1.218058922427762808938869872528846787020E3)
+};
+
+
+/* log gamma(x+13) = log gamma(13) +  x P(x)/Q(x)
+   -0.5 <= x <= 0.5
+   12.5 <= x+13 <= 13.5
+   Peak relative error 1.1e-36  */
+static const _Float128 lgam13a = L(1.9987213134765625E1);
+static const _Float128 lgam13b = L(1.3608962611495173623870550785125024484248E-6);
+#define NRN13 7
+static const _Float128 RN13[NRN13 + 1] =
+{
+  L(8.591478354823578150238226576156275285700E11),
+  L(2.347931159756482741018258864137297157668E11),
+  L(2.555408396679352028680662433943000804616E10),
+  L(1.408581709264464345480765758902967123937E9),
+  L(4.126759849752613822953004114044451046321E7),
+  L(6.133298899622688505854211579222889943778E5),
+  L(3.929248056293651597987893340755876578072E3),
+  L(6.850783280018706668924952057996075215223E0)
+};
+#define NRD13 6
+static const _Float128 RD13[NRD13 + 1] =
+{
+  L(3.401225382297342302296607039352935541669E11),
+  L(8.756765276918037910363513243563234551784E10),
+  L(8.873913342866613213078554180987647243903E9),
+  L(4.483797255342763263361893016049310017973E8),
+  L(1.178186288833066430952276702931512870676E7),
+  L(1.519928623743264797939103740132278337476E5),
+  L(7.989298844938119228411117593338850892311E2)
+ /* 1.0E0L */
+};
+
+
+/* log gamma(x+12) = log gamma(12) +  x P(x)/Q(x)
+   -0.5 <= x <= 0.5
+   11.5 <= x+12 <= 12.5
+   Peak relative error 4.1e-36  */
+static const _Float128 lgam12a = L(1.75023040771484375E1);
+static const _Float128 lgam12b = L(3.7687254483392876529072161996717039575982E-6);
+#define NRN12 7
+static const _Float128 RN12[NRN12 + 1] =
+{
+  L(4.709859662695606986110997348630997559137E11),
+  L(1.398713878079497115037857470168777995230E11),
+  L(1.654654931821564315970930093932954900867E10),
+  L(9.916279414876676861193649489207282144036E8),
+  L(3.159604070526036074112008954113411389879E7),
+  L(5.109099197547205212294747623977502492861E5),
+  L(3.563054878276102790183396740969279826988E3),
+  L(6.769610657004672719224614163196946862747E0)
+};
+#define NRD12 6
+static const _Float128 RD12[NRD12 + 1] =
+{
+  L(1.928167007860968063912467318985802726613E11),
+  L(5.383198282277806237247492369072266389233E10),
+  L(5.915693215338294477444809323037871058363E9),
+  L(3.241438287570196713148310560147925781342E8),
+  L(9.236680081763754597872713592701048455890E6),
+  L(1.292246897881650919242713651166596478850E5),
+  L(7.366532445427159272584194816076600211171E2)
+ /* 1.0E0L */
+};
+
+
+/* log gamma(x+11) = log gamma(11) +  x P(x)/Q(x)
+   -0.5 <= x <= 0.5
+   10.5 <= x+11 <= 11.5
+   Peak relative error 1.8e-35  */
+static const _Float128 lgam11a = L(1.5104400634765625E1);
+static const _Float128 lgam11b = L(1.1938309890295225709329251070371882250744E-5);
+#define NRN11 7
+static const _Float128 RN11[NRN11 + 1] =
+{
+  L(2.446960438029415837384622675816736622795E11),
+  L(7.955444974446413315803799763901729640350E10),
+  L(1.030555327949159293591618473447420338444E10),
+  L(6.765022131195302709153994345470493334946E8),
+  L(2.361892792609204855279723576041468347494E7),
+  L(4.186623629779479136428005806072176490125E5),
+  L(3.202506022088912768601325534149383594049E3),
+  L(6.681356101133728289358838690666225691363E0)
+};
+#define NRD11 6
+static const _Float128 RD11[NRD11 + 1] =
+{
+  L(1.040483786179428590683912396379079477432E11),
+  L(3.172251138489229497223696648369823779729E10),
+  L(3.806961885984850433709295832245848084614E9),
+  L(2.278070344022934913730015420611609620171E8),
+  L(7.089478198662651683977290023829391596481E6),
+  L(1.083246385105903533237139380509590158658E5),
+  L(6.744420991491385145885727942219463243597E2)
+ /* 1.0E0L */
+};
+
+
+/* log gamma(x+10) = log gamma(10) +  x P(x)/Q(x)
+   -0.5 <= x <= 0.5
+   9.5 <= x+10 <= 10.5
+   Peak relative error 5.4e-37  */
+static const _Float128 lgam10a = L(1.280181884765625E1);
+static const _Float128 lgam10b = L(8.6324252196112077178745667061642811492557E-6);
+#define NRN10 7
+static const _Float128 RN10[NRN10 + 1] =
+{
+  L(-1.239059737177249934158597996648808363783E14),
+  L(-4.725899566371458992365624673357356908719E13),
+  L(-7.283906268647083312042059082837754850808E12),
+  L(-5.802855515464011422171165179767478794637E11),
+  L(-2.532349691157548788382820303182745897298E10),
+  L(-5.884260178023777312587193693477072061820E8),
+  L(-6.437774864512125749845840472131829114906E6),
+  L(-2.350975266781548931856017239843273049384E4)
+};
+#define NRD10 7
+static const _Float128 RD10[NRD10 + 1] =
+{
+  L(-5.502645997581822567468347817182347679552E13),
+  L(-1.970266640239849804162284805400136473801E13),
+  L(-2.819677689615038489384974042561531409392E12),
+  L(-2.056105863694742752589691183194061265094E11),
+  L(-8.053670086493258693186307810815819662078E9),
+  L(-1.632090155573373286153427982504851867131E8),
+  L(-1.483575879240631280658077826889223634921E6),
+  L(-4.002806669713232271615885826373550502510E3)
+ /* 1.0E0L */
+};
+
+
+/* log gamma(x+9) = log gamma(9) +  x P(x)/Q(x)
+   -0.5 <= x <= 0.5
+   8.5 <= x+9 <= 9.5
+   Peak relative error 3.6e-36  */
+static const _Float128 lgam9a = L(1.06045989990234375E1);
+static const _Float128 lgam9b = L(3.9037218127284172274007216547549861681400E-6);
+#define NRN9 7
+static const _Float128 RN9[NRN9 + 1] =
+{
+  L(-4.936332264202687973364500998984608306189E13),
+  L(-2.101372682623700967335206138517766274855E13),
+  L(-3.615893404644823888655732817505129444195E12),
+  L(-3.217104993800878891194322691860075472926E11),
+  L(-1.568465330337375725685439173603032921399E10),
+  L(-4.073317518162025744377629219101510217761E8),
+  L(-4.983232096406156139324846656819246974500E6),
+  L(-2.036280038903695980912289722995505277253E4)
+};
+#define NRD9 7
+static const _Float128 RD9[NRD9 + 1] =
+{
+  L(-2.306006080437656357167128541231915480393E13),
+  L(-9.183606842453274924895648863832233799950E12),
+  L(-1.461857965935942962087907301194381010380E12),
+  L(-1.185728254682789754150068652663124298303E11),
+  L(-5.166285094703468567389566085480783070037E9),
+  L(-1.164573656694603024184768200787835094317E8),
+  L(-1.177343939483908678474886454113163527909E6),
+  L(-3.529391059783109732159524500029157638736E3)
+  /* 1.0E0L */
+};
+
+
+/* log gamma(x+8) = log gamma(8) +  x P(x)/Q(x)
+   -0.5 <= x <= 0.5
+   7.5 <= x+8 <= 8.5
+   Peak relative error 2.4e-37  */
+static const _Float128 lgam8a = L(8.525146484375E0);
+static const _Float128 lgam8b = L(1.4876690414300165531036347125050759667737E-5);
+#define NRN8 8
+static const _Float128 RN8[NRN8 + 1] =
+{
+  L(6.600775438203423546565361176829139703289E11),
+  L(3.406361267593790705240802723914281025800E11),
+  L(7.222460928505293914746983300555538432830E10),
+  L(8.102984106025088123058747466840656458342E9),
+  L(5.157620015986282905232150979772409345927E8),
+  L(1.851445288272645829028129389609068641517E7),
+  L(3.489261702223124354745894067468953756656E5),
+  L(2.892095396706665774434217489775617756014E3),
+  L(6.596977510622195827183948478627058738034E0)
+};
+#define NRD8 7
+static const _Float128 RD8[NRD8 + 1] =
+{
+  L(3.274776546520735414638114828622673016920E11),
+  L(1.581811207929065544043963828487733970107E11),
+  L(3.108725655667825188135393076860104546416E10),
+  L(3.193055010502912617128480163681842165730E9),
+  L(1.830871482669835106357529710116211541839E8),
+  L(5.790862854275238129848491555068073485086E6),
+  L(9.305213264307921522842678835618803553589E4),
+  L(6.216974105861848386918949336819572333622E2)
+  /* 1.0E0L */
+};
+
+
+/* log gamma(x+7) = log gamma(7) +  x P(x)/Q(x)
+   -0.5 <= x <= 0.5
+   6.5 <= x+7 <= 7.5
+   Peak relative error 3.2e-36  */
+static const _Float128 lgam7a = L(6.5792388916015625E0);
+static const _Float128 lgam7b = L(1.2320408538495060178292903945321122583007E-5);
+#define NRN7 8
+static const _Float128 RN7[NRN7 + 1] =
+{
+  L(2.065019306969459407636744543358209942213E11),
+  L(1.226919919023736909889724951708796532847E11),
+  L(2.996157990374348596472241776917953749106E10),
+  L(3.873001919306801037344727168434909521030E9),
+  L(2.841575255593761593270885753992732145094E8),
+  L(1.176342515359431913664715324652399565551E7),
+  L(2.558097039684188723597519300356028511547E5),
+  L(2.448525238332609439023786244782810774702E3),
+  L(6.460280377802030953041566617300902020435E0)
+};
+#define NRD7 7
+static const _Float128 RD7[NRD7 + 1] =
+{
+  L(1.102646614598516998880874785339049304483E11),
+  L(6.099297512712715445879759589407189290040E10),
+  L(1.372898136289611312713283201112060238351E10),
+  L(1.615306270420293159907951633566635172343E9),
+  L(1.061114435798489135996614242842561967459E8),
+  L(3.845638971184305248268608902030718674691E6),
+  L(7.081730675423444975703917836972720495507E4),
+  L(5.423122582741398226693137276201344096370E2)
+  /* 1.0E0L */
+};
+
+
+/* log gamma(x+6) = log gamma(6) +  x P(x)/Q(x)
+   -0.5 <= x <= 0.5
+   5.5 <= x+6 <= 6.5
+   Peak relative error 6.2e-37  */
+static const _Float128 lgam6a = L(4.7874908447265625E0);
+static const _Float128 lgam6b = L(8.9805548349424770093452324304839959231517E-7);
+#define NRN6 8
+static const _Float128 RN6[NRN6 + 1] =
+{
+  L(-3.538412754670746879119162116819571823643E13),
+  L(-2.613432593406849155765698121483394257148E13),
+  L(-8.020670732770461579558867891923784753062E12),
+  L(-1.322227822931250045347591780332435433420E12),
+  L(-1.262809382777272476572558806855377129513E11),
+  L(-7.015006277027660872284922325741197022467E9),
+  L(-2.149320689089020841076532186783055727299E8),
+  L(-3.167210585700002703820077565539658995316E6),
+  L(-1.576834867378554185210279285358586385266E4)
+};
+#define NRD6 8
+static const _Float128 RD6[NRD6 + 1] =
+{
+  L(-2.073955870771283609792355579558899389085E13),
+  L(-1.421592856111673959642750863283919318175E13),
+  L(-4.012134994918353924219048850264207074949E12),
+  L(-6.013361045800992316498238470888523722431E11),
+  L(-5.145382510136622274784240527039643430628E10),
+  L(-2.510575820013409711678540476918249524123E9),
+  L(-6.564058379709759600836745035871373240904E7),
+  L(-7.861511116647120540275354855221373571536E5),
+  L(-2.821943442729620524365661338459579270561E3)
+  /* 1.0E0L */
+};
+
+
+/* log gamma(x+5) = log gamma(5) +  x P(x)/Q(x)
+   -0.5 <= x <= 0.5
+   4.5 <= x+5 <= 5.5
+   Peak relative error 3.4e-37  */
+static const _Float128 lgam5a = L(3.17803955078125E0);
+static const _Float128 lgam5b = L(1.4279566695619646941601297055408873990961E-5);
+#define NRN5 9
+static const _Float128 RN5[NRN5 + 1] =
+{
+  L(2.010952885441805899580403215533972172098E11),
+  L(1.916132681242540921354921906708215338584E11),
+  L(7.679102403710581712903937970163206882492E10),
+  L(1.680514903671382470108010973615268125169E10),
+  L(2.181011222911537259440775283277711588410E9),
+  L(1.705361119398837808244780667539728356096E8),
+  L(7.792391565652481864976147945997033946360E6),
+  L(1.910741381027985291688667214472560023819E5),
+  L(2.088138241893612679762260077783794329559E3),
+  L(6.330318119566998299106803922739066556550E0)
+};
+#define NRD5 8
+static const _Float128 RD5[NRD5 + 1] =
+{
+  L(1.335189758138651840605141370223112376176E11),
+  L(1.174130445739492885895466097516530211283E11),
+  L(4.308006619274572338118732154886328519910E10),
+  L(8.547402888692578655814445003283720677468E9),
+  L(9.934628078575618309542580800421370730906E8),
+  L(6.847107420092173812998096295422311820672E7),
+  L(2.698552646016599923609773122139463150403E6),
+  L(5.526516251532464176412113632726150253215E4),
+  L(4.772343321713697385780533022595450486932E2)
+  /* 1.0E0L */
+};
+
+
+/* log gamma(x+4) = log gamma(4) +  x P(x)/Q(x)
+   -0.5 <= x <= 0.5
+   3.5 <= x+4 <= 4.5
+   Peak relative error 6.7e-37  */
+static const _Float128 lgam4a = L(1.791748046875E0);
+static const _Float128 lgam4b = L(1.1422353055000812477358380702272722990692E-5);
+#define NRN4 9
+static const _Float128 RN4[NRN4 + 1] =
+{
+  L(-1.026583408246155508572442242188887829208E13),
+  L(-1.306476685384622809290193031208776258809E13),
+  L(-7.051088602207062164232806511992978915508E12),
+  L(-2.100849457735620004967624442027793656108E12),
+  L(-3.767473790774546963588549871673843260569E11),
+  L(-4.156387497364909963498394522336575984206E10),
+  L(-2.764021460668011732047778992419118757746E9),
+  L(-1.036617204107109779944986471142938641399E8),
+  L(-1.895730886640349026257780896972598305443E6),
+  L(-1.180509051468390914200720003907727988201E4)
+};
+#define NRD4 9
+static const _Float128 RD4[NRD4 + 1] =
+{
+  L(-8.172669122056002077809119378047536240889E12),
+  L(-9.477592426087986751343695251801814226960E12),
+  L(-4.629448850139318158743900253637212801682E12),
+  L(-1.237965465892012573255370078308035272942E12),
+  L(-1.971624313506929845158062177061297598956E11),
+  L(-1.905434843346570533229942397763361493610E10),
+  L(-1.089409357680461419743730978512856675984E9),
+  L(-3.416703082301143192939774401370222822430E7),
+  L(-4.981791914177103793218433195857635265295E5),
+  L(-2.192507743896742751483055798411231453733E3)
+  /* 1.0E0L */
+};
+
+
+/* log gamma(x+3) = log gamma(3) +  x P(x)/Q(x)
+   -0.25 <= x <= 0.5
+   2.75 <= x+3 <= 3.5
+   Peak relative error 6.0e-37  */
+static const _Float128 lgam3a = L(6.93145751953125E-1);
+static const _Float128 lgam3b = L(1.4286068203094172321214581765680755001344E-6);
+
+#define NRN3 9
+static const _Float128 RN3[NRN3 + 1] =
+{
+  L(-4.813901815114776281494823863935820876670E11),
+  L(-8.425592975288250400493910291066881992620E11),
+  L(-6.228685507402467503655405482985516909157E11),
+  L(-2.531972054436786351403749276956707260499E11),
+  L(-6.170200796658926701311867484296426831687E10),
+  L(-9.211477458528156048231908798456365081135E9),
+  L(-8.251806236175037114064561038908691305583E8),
+  L(-4.147886355917831049939930101151160447495E7),
+  L(-1.010851868928346082547075956946476932162E6),
+  L(-8.333374463411801009783402800801201603736E3)
+};
+#define NRD3 9
+static const _Float128 RD3[NRD3 + 1] =
+{
+  L(-5.216713843111675050627304523368029262450E11),
+  L(-8.014292925418308759369583419234079164391E11),
+  L(-5.180106858220030014546267824392678611990E11),
+  L(-1.830406975497439003897734969120997840011E11),
+  L(-3.845274631904879621945745960119924118925E10),
+  L(-4.891033385370523863288908070309417710903E9),
+  L(-3.670172254411328640353855768698287474282E8),
+  L(-1.505316381525727713026364396635522516989E7),
+  L(-2.856327162923716881454613540575964890347E5),
+  L(-1.622140448015769906847567212766206894547E3)
+  /* 1.0E0L */
+};
+
+
+/* log gamma(x+2.5) = log gamma(2.5) +  x P(x)/Q(x)
+   -0.125 <= x <= 0.25
+   2.375 <= x+2.5 <= 2.75  */
+static const _Float128 lgam2r5a = L(2.8466796875E-1);
+static const _Float128 lgam2r5b = L(1.4901722919159632494669682701924320137696E-5);
+#define NRN2r5 8
+static const _Float128 RN2r5[NRN2r5 + 1] =
+{
+  L(-4.676454313888335499356699817678862233205E9),
+  L(-9.361888347911187924389905984624216340639E9),
+  L(-7.695353600835685037920815799526540237703E9),
+  L(-3.364370100981509060441853085968900734521E9),
+  L(-8.449902011848163568670361316804900559863E8),
+  L(-1.225249050950801905108001246436783022179E8),
+  L(-9.732972931077110161639900388121650470926E6),
+  L(-3.695711763932153505623248207576425983573E5),
+  L(-4.717341584067827676530426007495274711306E3)
+};
+#define NRD2r5 8
+static const _Float128 RD2r5[NRD2r5 + 1] =
+{
+  L(-6.650657966618993679456019224416926875619E9),
+  L(-1.099511409330635807899718829033488771623E10),
+  L(-7.482546968307837168164311101447116903148E9),
+  L(-2.702967190056506495988922973755870557217E9),
+  L(-5.570008176482922704972943389590409280950E8),
+  L(-6.536934032192792470926310043166993233231E7),
+  L(-4.101991193844953082400035444146067511725E6),
+  L(-1.174082735875715802334430481065526664020E5),
+  L(-9.932840389994157592102947657277692978511E2)
+  /* 1.0E0L */
+};
+
+
+/* log gamma(x+2) = x P(x)/Q(x)
+   -0.125 <= x <= +0.375
+   1.875 <= x+2 <= 2.375
+   Peak relative error 4.6e-36  */
+#define NRN2 9
+static const _Float128 RN2[NRN2 + 1] =
+{
+  L(-3.716661929737318153526921358113793421524E9),
+  L(-1.138816715030710406922819131397532331321E10),
+  L(-1.421017419363526524544402598734013569950E10),
+  L(-9.510432842542519665483662502132010331451E9),
+  L(-3.747528562099410197957514973274474767329E9),
+  L(-8.923565763363912474488712255317033616626E8),
+  L(-1.261396653700237624185350402781338231697E8),
+  L(-9.918402520255661797735331317081425749014E6),
+  L(-3.753996255897143855113273724233104768831E5),
+  L(-4.778761333044147141559311805999540765612E3)
+};
+#define NRD2 9
+static const _Float128 RD2[NRD2 + 1] =
+{
+  L(-8.790916836764308497770359421351673950111E9),
+  L(-2.023108608053212516399197678553737477486E10),
+  L(-1.958067901852022239294231785363504458367E10),
+  L(-1.035515043621003101254252481625188704529E10),
+  L(-3.253884432621336737640841276619272224476E9),
+  L(-6.186383531162456814954947669274235815544E8),
+  L(-6.932557847749518463038934953605969951466E7),
+  L(-4.240731768287359608773351626528479703758E6),
+  L(-1.197343995089189188078944689846348116630E5),
+  L(-1.004622911670588064824904487064114090920E3)
+/* 1.0E0 */
+};
+
+
+/* log gamma(x+1.75) = log gamma(1.75) +  x P(x)/Q(x)
+   -0.125 <= x <= +0.125
+   1.625 <= x+1.75 <= 1.875
+   Peak relative error 9.2e-37 */
+static const _Float128 lgam1r75a = L(-8.441162109375E-2);
+static const _Float128 lgam1r75b = L(1.0500073264444042213965868602268256157604E-5);
+#define NRN1r75 8
+static const _Float128 RN1r75[NRN1r75 + 1] =
+{
+  L(-5.221061693929833937710891646275798251513E7),
+  L(-2.052466337474314812817883030472496436993E8),
+  L(-2.952718275974940270675670705084125640069E8),
+  L(-2.132294039648116684922965964126389017840E8),
+  L(-8.554103077186505960591321962207519908489E7),
+  L(-1.940250901348870867323943119132071960050E7),
+  L(-2.379394147112756860769336400290402208435E6),
+  L(-1.384060879999526222029386539622255797389E5),
+  L(-2.698453601378319296159355612094598695530E3)
+};
+#define NRD1r75 8
+static const _Float128 RD1r75[NRD1r75 + 1] =
+{
+  L(-2.109754689501705828789976311354395393605E8),
+  L(-5.036651829232895725959911504899241062286E8),
+  L(-4.954234699418689764943486770327295098084E8),
+  L(-2.589558042412676610775157783898195339410E8),
+  L(-7.731476117252958268044969614034776883031E7),
+  L(-1.316721702252481296030801191240867486965E7),
+  L(-1.201296501404876774861190604303728810836E6),
+  L(-5.007966406976106636109459072523610273928E4),
+  L(-6.155817990560743422008969155276229018209E2)
+  /* 1.0E0L */
+};
+
+
+/* log gamma(x+x0) = y0 +  x^2 P(x)/Q(x)
+   -0.0867 <= x <= +0.1634
+   1.374932... <= x+x0 <= 1.625032...
+   Peak relative error 4.0e-36  */
+static const _Float128 x0a = L(1.4616241455078125);
+static const _Float128 x0b = L(7.9994605498412626595423257213002588621246E-6);
+static const _Float128 y0a = L(-1.21490478515625E-1);
+static const _Float128 y0b = L(4.1879797753919044854428223084178486438269E-6);
+#define NRN1r5 8
+static const _Float128 RN1r5[NRN1r5 + 1] =
+{
+  L(6.827103657233705798067415468881313128066E5),
+  L(1.910041815932269464714909706705242148108E6),
+  L(2.194344176925978377083808566251427771951E6),
+  L(1.332921400100891472195055269688876427962E6),
+  L(4.589080973377307211815655093824787123508E5),
+  L(8.900334161263456942727083580232613796141E4),
+  L(9.053840838306019753209127312097612455236E3),
+  L(4.053367147553353374151852319743594873771E2),
+  L(5.040631576303952022968949605613514584950E0)
+};
+#define NRD1r5 8
+static const _Float128 RD1r5[NRD1r5 + 1] =
+{
+  L(1.411036368843183477558773688484699813355E6),
+  L(4.378121767236251950226362443134306184849E6),
+  L(5.682322855631723455425929877581697918168E6),
+  L(3.999065731556977782435009349967042222375E6),
+  L(1.653651390456781293163585493620758410333E6),
+  L(4.067774359067489605179546964969435858311E5),
+  L(5.741463295366557346748361781768833633256E4),
+  L(4.226404539738182992856094681115746692030E3),
+  L(1.316980975410327975566999780608618774469E2),
+  /* 1.0E0L */
+};
+
+
+/* log gamma(x+1.25) = log gamma(1.25) +  x P(x)/Q(x)
+   -.125 <= x <= +.125
+   1.125 <= x+1.25 <= 1.375
+   Peak relative error = 4.9e-36 */
+static const _Float128 lgam1r25a = L(-9.82818603515625E-2);
+static const _Float128 lgam1r25b = L(1.0023929749338536146197303364159774377296E-5);
+#define NRN1r25 9
+static const _Float128 RN1r25[NRN1r25 + 1] =
+{
+  L(-9.054787275312026472896002240379580536760E4),
+  L(-8.685076892989927640126560802094680794471E4),
+  L(2.797898965448019916967849727279076547109E5),
+  L(6.175520827134342734546868356396008898299E5),
+  L(5.179626599589134831538516906517372619641E5),
+  L(2.253076616239043944538380039205558242161E5),
+  L(5.312653119599957228630544772499197307195E4),
+  L(6.434329437514083776052669599834938898255E3),
+  L(3.385414416983114598582554037612347549220E2),
+  L(4.907821957946273805080625052510832015792E0)
+};
+#define NRD1r25 8
+static const _Float128 RD1r25[NRD1r25 + 1] =
+{
+  L(3.980939377333448005389084785896660309000E5),
+  L(1.429634893085231519692365775184490465542E6),
+  L(2.145438946455476062850151428438668234336E6),
+  L(1.743786661358280837020848127465970357893E6),
+  L(8.316364251289743923178092656080441655273E5),
+  L(2.355732939106812496699621491135458324294E5),
+  L(3.822267399625696880571810137601310855419E4),
+  L(3.228463206479133236028576845538387620856E3),
+  L(1.152133170470059555646301189220117965514E2)
+  /* 1.0E0L */
+};
+
+
+/* log gamma(x + 1) = x P(x)/Q(x)
+   0.0 <= x <= +0.125
+   1.0 <= x+1 <= 1.125
+   Peak relative error 1.1e-35  */
+#define NRN1 8
+static const _Float128 RN1[NRN1 + 1] =
+{
+  L(-9.987560186094800756471055681088744738818E3),
+  L(-2.506039379419574361949680225279376329742E4),
+  L(-1.386770737662176516403363873617457652991E4),
+  L(1.439445846078103202928677244188837130744E4),
+  L(2.159612048879650471489449668295139990693E4),
+  L(1.047439813638144485276023138173676047079E4),
+  L(2.250316398054332592560412486630769139961E3),
+  L(1.958510425467720733041971651126443864041E2),
+  L(4.516830313569454663374271993200291219855E0)
+};
+#define NRD1 7
+static const _Float128 RD1[NRD1 + 1] =
+{
+  L(1.730299573175751778863269333703788214547E4),
+  L(6.807080914851328611903744668028014678148E4),
+  L(1.090071629101496938655806063184092302439E5),
+  L(9.124354356415154289343303999616003884080E4),
+  L(4.262071638655772404431164427024003253954E4),
+  L(1.096981664067373953673982635805821283581E4),
+  L(1.431229503796575892151252708527595787588E3),
+  L(7.734110684303689320830401788262295992921E1)
+ /* 1.0E0 */
+};
+
+
+/* log gamma(x + 1) = x P(x)/Q(x)
+   -0.125 <= x <= 0
+   0.875 <= x+1 <= 1.0
+   Peak relative error 7.0e-37  */
+#define NRNr9 8
+static const _Float128 RNr9[NRNr9 + 1] =
+{
+  L(4.441379198241760069548832023257571176884E5),
+  L(1.273072988367176540909122090089580368732E6),
+  L(9.732422305818501557502584486510048387724E5),
+  L(-5.040539994443998275271644292272870348684E5),
+  L(-1.208719055525609446357448132109723786736E6),
+  L(-7.434275365370936547146540554419058907156E5),
+  L(-2.075642969983377738209203358199008185741E5),
+  L(-2.565534860781128618589288075109372218042E4),
+  L(-1.032901669542994124131223797515913955938E3),
+};
+#define NRDr9 8
+static const _Float128 RDr9[NRDr9 + 1] =
+{
+  L(-7.694488331323118759486182246005193998007E5),
+  L(-3.301918855321234414232308938454112213751E6),
+  L(-5.856830900232338906742924836032279404702E6),
+  L(-5.540672519616151584486240871424021377540E6),
+  L(-3.006530901041386626148342989181721176919E6),
+  L(-9.350378280513062139466966374330795935163E5),
+  L(-1.566179100031063346901755685375732739511E5),
+  L(-1.205016539620260779274902967231510804992E4),
+  L(-2.724583156305709733221564484006088794284E2)
+/* 1.0E0 */
+};
+
+
+/* Evaluate P[n] x^n  +  P[n-1] x^(n-1)  +  ...  +  P[0] */
+
+static _Float128
+neval (_Float128 x, const _Float128 *p, int n)
+{
+  _Float128 y;
+
+  p += n;
+  y = *p--;
+  do
+    {
+      y = y * x + *p--;
+    }
+  while (--n > 0);
+  return y;
+}
+
+
+/* Evaluate x^n+1  +  P[n] x^(n)  +  P[n-1] x^(n-1)  +  ...  +  P[0] */
+
+static _Float128
+deval (_Float128 x, const _Float128 *p, int n)
+{
+  _Float128 y;
+
+  p += n;
+  y = x + *p--;
+  do
+    {
+      y = y * x + *p--;
+    }
+  while (--n > 0);
+  return y;
+}
+
+
+_Float128
+__ieee754_lgammal_r (_Float128 x, int *signgamp)
+{
+  _Float128 p, q, w, z, nx;
+  int i, nn;
+
+  *signgamp = 1;
+
+  if (! isfinite (x))
+    return x * x;
+
+  if (x == 0)
+    {
+      if (signbit (x))
+	*signgamp = -1;
+    }
+
+  if (x < 0)
+    {
+      if (x < -2 && x > (LDBL_MANT_DIG == 106 ? -48 : -50))
+	return __lgamma_negl (x, signgamp);
+      q = -x;
+      p = __floorl (q);
+      if (p == q)
+	return (one / __fabsl (p - p));
+      _Float128 halfp = p * L(0.5);
+      if (halfp == __floorl (halfp))
+	*signgamp = -1;
+      else
+	*signgamp = 1;
+      if (q < L(0x1p-120))
+	return -__logl (q);
+      z = q - p;
+      if (z > L(0.5))
+	{
+	  p += 1;
+	  z = p - q;
+	}
+      z = q * __sinl (PIL * z);
+      w = __ieee754_lgammal_r (q, &i);
+      z = __logl (PIL / z) - w;
+      return (z);
+    }
+
+  if (x < L(13.5))
+    {
+      p = 0;
+      nx = __floorl (x + L(0.5));
+      nn = nx;
+      switch (nn)
+	{
+	case 0:
+	  /* log gamma (x + 1) = log(x) + log gamma(x) */
+	  if (x < L(0x1p-120))
+	    return -__logl (x);
+	  else if (x <= 0.125)
+	    {
+	      p = x * neval (x, RN1, NRN1) / deval (x, RD1, NRD1);
+	    }
+	  else if (x <= 0.375)
+	    {
+	      z = x - L(0.25);
+	      p = z * neval (z, RN1r25, NRN1r25) / deval (z, RD1r25, NRD1r25);
+	      p += lgam1r25b;
+	      p += lgam1r25a;
+	    }
+	  else if (x <= 0.625)
+	    {
+	      z = x + (1 - x0a);
+	      z = z - x0b;
+	      p = neval (z, RN1r5, NRN1r5) / deval (z, RD1r5, NRD1r5);
+	      p = p * z * z;
+	      p = p + y0b;
+	      p = p + y0a;
+	    }
+	  else if (x <= 0.875)
+	    {
+	      z = x - L(0.75);
+	      p = z * neval (z, RN1r75, NRN1r75) / deval (z, RD1r75, NRD1r75);
+	      p += lgam1r75b;
+	      p += lgam1r75a;
+	    }
+	  else
+	    {
+	      z = x - 1;
+	      p = z * neval (z, RN2, NRN2) / deval (z, RD2, NRD2);
+	    }
+	  p = p - __logl (x);
+	  break;
+
+	case 1:
+	  if (x < L(0.875))
+	    {
+	      if (x <= 0.625)
+		{
+		  z = x + (1 - x0a);
+		  z = z - x0b;
+		  p = neval (z, RN1r5, NRN1r5) / deval (z, RD1r5, NRD1r5);
+		  p = p * z * z;
+		  p = p + y0b;
+		  p = p + y0a;
+		}
+	      else if (x <= 0.875)
+		{
+		  z = x - L(0.75);
+		  p = z * neval (z, RN1r75, NRN1r75)
+			/ deval (z, RD1r75, NRD1r75);
+		  p += lgam1r75b;
+		  p += lgam1r75a;
+		}
+	      else
+		{
+		  z = x - 1;
+		  p = z * neval (z, RN2, NRN2) / deval (z, RD2, NRD2);
+		}
+	      p = p - __logl (x);
+	    }
+	  else if (x < 1)
+	    {
+	      z = x - 1;
+	      p = z * neval (z, RNr9, NRNr9) / deval (z, RDr9, NRDr9);
+	    }
+	  else if (x == 1)
+	    p = 0;
+	  else if (x <= L(1.125))
+	    {
+	      z = x - 1;
+	      p = z * neval (z, RN1, NRN1) / deval (z, RD1, NRD1);
+	    }
+	  else if (x <= 1.375)
+	    {
+	      z = x - L(1.25);
+	      p = z * neval (z, RN1r25, NRN1r25) / deval (z, RD1r25, NRD1r25);
+	      p += lgam1r25b;
+	      p += lgam1r25a;
+	    }
+	  else
+	    {
+	      /* 1.375 <= x+x0 <= 1.625 */
+	      z = x - x0a;
+	      z = z - x0b;
+	      p = neval (z, RN1r5, NRN1r5) / deval (z, RD1r5, NRD1r5);
+	      p = p * z * z;
+	      p = p + y0b;
+	      p = p + y0a;
+	    }
+	  break;
+
+	case 2:
+	  if (x < L(1.625))
+	    {
+	      z = x - x0a;
+	      z = z - x0b;
+	      p = neval (z, RN1r5, NRN1r5) / deval (z, RD1r5, NRD1r5);
+	      p = p * z * z;
+	      p = p + y0b;
+	      p = p + y0a;
+	    }
+	  else if (x < L(1.875))
+	    {
+	      z = x - L(1.75);
+	      p = z * neval (z, RN1r75, NRN1r75) / deval (z, RD1r75, NRD1r75);
+	      p += lgam1r75b;
+	      p += lgam1r75a;
+	    }
+	  else if (x == 2)
+	    p = 0;
+	  else if (x < L(2.375))
+	    {
+	      z = x - 2;
+	      p = z * neval (z, RN2, NRN2) / deval (z, RD2, NRD2);
+	    }
+	  else
+	    {
+	      z = x - L(2.5);
+	      p = z * neval (z, RN2r5, NRN2r5) / deval (z, RD2r5, NRD2r5);
+	      p += lgam2r5b;
+	      p += lgam2r5a;
+	    }
+	  break;
+
+	case 3:
+	  if (x < 2.75)
+	    {
+	      z = x - L(2.5);
+	      p = z * neval (z, RN2r5, NRN2r5) / deval (z, RD2r5, NRD2r5);
+	      p += lgam2r5b;
+	      p += lgam2r5a;
+	    }
+	  else
+	    {
+	      z = x - 3;
+	      p = z * neval (z, RN3, NRN3) / deval (z, RD3, NRD3);
+	      p += lgam3b;
+	      p += lgam3a;
+	    }
+	  break;
+
+	case 4:
+	  z = x - 4;
+	  p = z * neval (z, RN4, NRN4) / deval (z, RD4, NRD4);
+	  p += lgam4b;
+	  p += lgam4a;
+	  break;
+
+	case 5:
+	  z = x - 5;
+	  p = z * neval (z, RN5, NRN5) / deval (z, RD5, NRD5);
+	  p += lgam5b;
+	  p += lgam5a;
+	  break;
+
+	case 6:
+	  z = x - 6;
+	  p = z * neval (z, RN6, NRN6) / deval (z, RD6, NRD6);
+	  p += lgam6b;
+	  p += lgam6a;
+	  break;
+
+	case 7:
+	  z = x - 7;
+	  p = z * neval (z, RN7, NRN7) / deval (z, RD7, NRD7);
+	  p += lgam7b;
+	  p += lgam7a;
+	  break;
+
+	case 8:
+	  z = x - 8;
+	  p = z * neval (z, RN8, NRN8) / deval (z, RD8, NRD8);
+	  p += lgam8b;
+	  p += lgam8a;
+	  break;
+
+	case 9:
+	  z = x - 9;
+	  p = z * neval (z, RN9, NRN9) / deval (z, RD9, NRD9);
+	  p += lgam9b;
+	  p += lgam9a;
+	  break;
+
+	case 10:
+	  z = x - 10;
+	  p = z * neval (z, RN10, NRN10) / deval (z, RD10, NRD10);
+	  p += lgam10b;
+	  p += lgam10a;
+	  break;
+
+	case 11:
+	  z = x - 11;
+	  p = z * neval (z, RN11, NRN11) / deval (z, RD11, NRD11);
+	  p += lgam11b;
+	  p += lgam11a;
+	  break;
+
+	case 12:
+	  z = x - 12;
+	  p = z * neval (z, RN12, NRN12) / deval (z, RD12, NRD12);
+	  p += lgam12b;
+	  p += lgam12a;
+	  break;
+
+	case 13:
+	  z = x - 13;
+	  p = z * neval (z, RN13, NRN13) / deval (z, RD13, NRD13);
+	  p += lgam13b;
+	  p += lgam13a;
+	  break;
+	}
+      return p;
+    }
+
+  if (x > MAXLGM)
+    return (*signgamp * huge * huge);
+
+  if (x > L(0x1p120))
+    return x * (__logl (x) - 1);
+  q = ls2pi - x;
+  q = (x - L(0.5)) * __logl (x) + q;
+  if (x > L(1.0e18))
+    return (q);
+
+  p = 1 / (x * x);
+  q += neval (p, RASY, NRASY) / x;
+  return (q);
+}
+strong_alias (__ieee754_lgammal_r, __lgammal_r_finite)
diff --git a/sysdeps/ieee754/ldbl-128ibm/s_cbrtl.c b/sysdeps/ieee754/ldbl-128ibm/s_cbrtl.c
index 64bfc46414..615707ca98 100644
--- a/sysdeps/ieee754/ldbl-128ibm/s_cbrtl.c
+++ b/sysdeps/ieee754/ldbl-128ibm/s_cbrtl.c
@@ -1,10 +1,104 @@
-/* Looks like we can use ieee854 s_cbrtl.c as is for IBM extended format. */
-#include <math_ldbl_opt.h>
-#undef weak_alias
-#define weak_alias(n,a)
+/* Implementation of cbrtl.  IBM Extended Precision version.
+   Cephes Math Library Release 2.2: January, 1991
+   Copyright 1984, 1991 by Stephen L. Moshier
+   Adapted for glibc October, 2001.
+
+   This library is free software; you can redistribute it and/or
+   modify it under the terms of the GNU Lesser General Public
+   License as published by the Free Software Foundation; either
+   version 2.1 of the License, or (at your option) any later version.
+
+   This library is distributed in the hope that it will be useful,
+   but WITHOUT ANY WARRANTY; without even the implied warranty of
+   MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE.  See the GNU
+   Lesser General Public License for more details.
+
+   You should have received a copy of the GNU Lesser General Public
+   License along with this library; if not, see
+   <http://www.gnu.org/licenses/>.  */
+
+/* This file was copied from sysdeps/ieee754/ldbl-128/e_j0l.c.  */
 
 #define _Float128 long double
 #define L(x) x ## L
 
-#include <sysdeps/ieee754/ldbl-128/s_cbrtl.c>
+#include <math_ldbl_opt.h>
+#include <math.h>
+#include <math_private.h>
+
+static const _Float128 CBRT2 = L(1.259921049894873164767210607278228350570251);
+static const _Float128 CBRT4 = L(1.587401051968199474751705639272308260391493);
+static const _Float128 CBRT2I = L(0.7937005259840997373758528196361541301957467);
+static const _Float128 CBRT4I = L(0.6299605249474365823836053036391141752851257);
+
+
+_Float128
+__cbrtl (_Float128 x)
+{
+  int e, rem, sign;
+  _Float128 z;
+
+  if (!isfinite (x))
+    return x + x;
+
+  if (x == 0)
+    return (x);
+
+  if (x > 0)
+    sign = 1;
+  else
+    {
+      sign = -1;
+      x = -x;
+    }
+
+  z = x;
+ /* extract power of 2, leaving mantissa between 0.5 and 1  */
+  x = __frexpl (x, &e);
+
+  /* Approximate cube root of number between .5 and 1,
+     peak relative error = 1.2e-6  */
+  x = ((((L(1.3584464340920900529734e-1) * x
+	  - L(6.3986917220457538402318e-1)) * x
+	 + L(1.2875551670318751538055e0)) * x
+	- L(1.4897083391357284957891e0)) * x
+       + L(1.3304961236013647092521e0)) * x + L(3.7568280825958912391243e-1);
+
+  /* exponent divided by 3 */
+  if (e >= 0)
+    {
+      rem = e;
+      e /= 3;
+      rem -= 3 * e;
+      if (rem == 1)
+	x *= CBRT2;
+      else if (rem == 2)
+	x *= CBRT4;
+    }
+  else
+    {				/* argument less than 1 */
+      e = -e;
+      rem = e;
+      e /= 3;
+      rem -= 3 * e;
+      if (rem == 1)
+	x *= CBRT2I;
+      else if (rem == 2)
+	x *= CBRT4I;
+      e = -e;
+    }
+
+  /* multiply by power of 2 */
+  x = __ldexpl (x, e);
+
+  /* Newton iteration */
+  x -= (x - (z / (x * x))) * L(0.3333333333333333333333333333333333333333);
+  x -= (x - (z / (x * x))) * L(0.3333333333333333333333333333333333333333);
+  x -= (x - (z / (x * x))) * L(0.3333333333333333333333333333333333333333);
+
+  if (sign < 0)
+    x = -x;
+  return (x);
+}
+
 long_double_symbol (libm, __cbrtl, cbrtl);
diff --git a/sysdeps/ieee754/ldbl-128ibm/t_expl.h b/sysdeps/ieee754/ldbl-128ibm/t_expl.h
new file mode 100644
index 0000000000..0ab0877301
--- /dev/null
+++ b/sysdeps/ieee754/ldbl-128ibm/t_expl.h
@@ -0,0 +1,972 @@
+/* Accurate table for expl().
+   Copyright (C) 1999-2017 Free Software Foundation, Inc.
+   This file is part of the GNU C Library.
+
+   The GNU C Library is free software; you can redistribute it and/or
+   modify it under the terms of the GNU Lesser General Public
+   License as published by the Free Software Foundation; either
+   version 2.1 of the License, or (at your option) any later version.
+
+   The GNU C Library is distributed in the hope that it will be useful,
+   but WITHOUT ANY WARRANTY; without even the implied warranty of
+   MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE.  See the GNU
+   Lesser General Public License for more details.
+
+   You should have received a copy of the GNU Lesser General Public
+   License along with the GNU C Library; if not, see
+   <http://www.gnu.org/licenses/>.  */
+
+/* __expl_table basically consists of four tables, T_EXPL_ARG{1,2} and
+   T_EXPL_RES{1,2}. All tables use positive and negative indexes, the 0 points
+   are marked by T_EXPL_* defines.
+   For ARG1 and RES1 tables lets B be 89 and S 256.0, for ARG2 and RES2 B is 65
+   and S 32768.0.
+   These table have the property that, for all integers -B <= i <= B
+   expl(__expl_table[T_EXPL_ARGN+2*i]+__expl_table[T_EXPL_ARGN+2*i+1]+r) ==
+   __expl_table[T_EXPL_RESN+i], __expl_table[T_EXPL_RESN+i] is some exact number
+   with the low 58 bits of the mantissa 0,
+   __expl_table[T_EXPL_ARGN+2*i] == i/S+s
+   where absl(s) <= 2^-54 and absl(r) <= 2^-212.  */
+
+#define _Float128 long double
+#define L(x) x ## L
+
+static const _Float128 __expl_table [] = {
+ L(-3.47656250000000000584188889839535373E-01), /* bffd640000000000002b1b04213cf000 */
+  L(6.90417668990715641167244540876988960E-32), /* 3f97667c3fdb588a6ae1af8748357a17 */
+ L(-3.43749999999999981853132895957607418E-01), /* bffd5ffffffffffffac4ff5f4050b000 */
+ L(-7.16021898043268093462818380603370350E-33), /* bf94296c8219427edc1431ac2498583e */
+ L(-3.39843750000000013418643523138766329E-01), /* bffd5c000000000003de1f027a30e000 */
+  L(8.16920774283317801641347327589583265E-32), /* 3f97a82b65774bdca1b4440d749ed8d3 */
+ L(-3.35937500000000014998092453039303051E-01), /* bffd5800000000000452a9f4d8857000 */
+ L(-6.55865578425428447938248396879359670E-32), /* bf97548b7d240f3d034b395e6eecfac8 */
+ L(-3.32031250000000000981984049529998541E-01), /* bffd540000000000004875277cda5000 */
+  L(6.91213046334032232108944519541512737E-32), /* 3f9766e5f925338a19045c94443b66e1 */
+ L(-3.28124999999999986646017645350399708E-01), /* bffd4ffffffffffffc26a667bf44d000 */
+ L(-6.16281060996110316602421505683742661E-32), /* bf973ffdcdcffb6fbffc86b2b8d42f5d */
+ L(-3.24218749999999991645717430645867963E-01), /* bffd4bfffffffffffd97901063e48000 */
+ L(-7.90797211087760527593856542417304137E-32), /* bf979a9afaaca1ada6a8ed1c80584d60 */
+ L(-3.20312499999999998918211610690789652E-01), /* bffd47ffffffffffffb02d9856d71000 */
+  L(8.64024799457616856987630373786503376E-32), /* 3f97c0a098623f95579d5d9b2b67342d */
+ L(-3.16406249999999998153974811017181883E-01), /* bffd43ffffffffffff77c991f1076000 */
+ L(-2.73176610180696076418536105483668404E-32), /* bf961baeccb32f9b1fcbb8e60468e95a */
+ L(-3.12500000000000011420976192575972779E-01), /* bffd400000000000034ab8240483d000 */
+  L(7.16573502812389453744433792609989420E-32), /* 3f977410f4c2cfc4335f28446c0fb363 */
+ L(-3.08593750000000001735496343854851414E-01), /* bffd3c000000000000800e995c176000 */
+ L(-1.56292999645122272621237565671593071E-32), /* bf95449b9cbdaff6ac1246adb2c826ac */
+ L(-3.04687499999999982592401295899221626E-01), /* bffd37fffffffffffafb8bc1e061a000 */
+  L(6.48993208584888904958594509625158417E-32), /* 3f9750f9fe8366d82d77afa0031a92e1 */
+ L(-3.00781249999999999230616898937763959E-01), /* bffd33ffffffffffffc73ac39da54000 */
+  L(6.57082437496961397305801409357792029E-32), /* 3f97552d3cb598ea80135cf3feb27ec4 */
+ L(-2.96874999999999998788769281703245722E-01), /* bffd2fffffffffffffa6a07fa5021000 */
+ L(-3.26588297198283968096426564544269170E-32), /* bf9653260fc1802f46b629aee171809b */
+ L(-2.92968750000000015318089182805941695E-01), /* bffd2c0000000000046a468614bd6000 */
+ L(-1.73291974845198589684358727559290718E-32), /* bf9567e9d158f52e483c8d8dcb5961dd */
+ L(-2.89062500000000007736778942676309681E-01), /* bffd280000000000023adf9f4c3d3000 */
+ L(-6.83629745986675744404029225571026236E-32), /* bf9762f5face6281c1daf1c6aedbdb45 */
+ L(-2.85156250000000001367091555763661937E-01), /* bffd2400000000000064dfa11e3fb000 */
+ L(-5.44898442619766878281110054067026237E-32), /* bf971aed6d2db9f542986a785edae072 */
+ L(-2.81249999999999986958718100227029406E-01), /* bffd1ffffffffffffc3db9265ca9d000 */
+  L(1.13007318374506125723591889451107046E-32), /* 3f94d569fe387f456a97902907ac3856 */
+ L(-2.77343750000000000356078829380495179E-01), /* bffd1c0000000000001a462390083000 */
+ L(-4.98979365468978332358409063436543102E-32), /* bf970315bbf3e0d14b5c94c900702d4c */
+ L(-2.73437499999999990276993957508540484E-01), /* bffd17fffffffffffd32919bcdc94000 */
+ L(-8.79390484115892344533724650295100871E-32), /* bf97c89b0b89cc19c3ab2b60da9bbbc3 */
+ L(-2.69531250000000002434203866460082225E-01), /* bffd14000000000000b39ccf9e130000 */
+  L(9.44060754687026590886751809927191596E-32), /* 3f97ea2f32cfecca5c64a26137a9210f */
+ L(-2.65624999999999997296320716986257179E-01), /* bffd0fffffffffffff3880f13a2bc000 */
+  L(2.07142664067265697791007875348396921E-32), /* 3f95ae37ee685b9122fbe377bd205ee4 */
+ L(-2.61718750000000010237478733739017956E-01), /* bffd0c000000000002f3648179d40000 */
+ L(-6.10552936159265665298996309192680256E-32), /* bf973d0467d31e407515a3cca0f3b4e2 */
+ L(-2.57812500000000011948220522778370303E-01), /* bffd08000000000003719f81275bd000 */
+  L(6.72477169058908902499239631466443836E-32), /* 3f975d2b8c475d3160cf72d227d8e6f9 */
+ L(-2.53906249999999991822993360536596860E-01), /* bffd03fffffffffffda4a4b62f818000 */
+ L(-2.44868296623215865054704392917190994E-32), /* bf95fc92516c6d057d29fc2528855976 */
+ L(-2.49999999999999986862019457428548084E-01), /* bffcfffffffffffff86d2d20d5ff4000 */
+ L(-3.85302898949105073614122724961613078E-32), /* bf96901f147cb7d643af71b6129ce929 */
+ L(-2.46093750000000000237554160737318435E-01), /* bffcf8000000000000230e8ade26b000 */
+ L(-1.52823675242678363494345369284988589E-32), /* bf953d6700c5f3fc303f79d0ec8c680a */
+ L(-2.42187500000000003023380963205457065E-01), /* bffcf0000000000001be2c1a78bb0000 */
+ L(-7.78402037952209709489481182714311699E-34), /* bf9102ab1f3998e887f0ee4cf940faa5 */
+ L(-2.38281249999999995309623303145485725E-01), /* bffce7fffffffffffd4bd2940f43f000 */
+ L(-3.54307216794236899443913216397197696E-32), /* bf966fef03ab69c3f289436205b21d02 */
+ L(-2.34374999999999998425804947623207526E-01), /* bffcdfffffffffffff17b097a6092000 */
+ L(-2.86038428948386602859761879407549696E-32), /* bf96290a0eba0131efe3a05fe188f2e3 */
+ L(-2.30468749999999993822207406785200832E-01), /* bffcd7fffffffffffc70519834eae000 */
+ L(-2.54339521031747516806893838749365762E-32), /* bf96081f0ad7f9107ae6cddb32c178ab */
+ L(-2.26562499999999997823524030344489884E-01), /* bffccffffffffffffebecf10093df000 */
+  L(4.31904611473158635644635628922959401E-32), /* 3f96c083f0b1faa7c4c686193e38d67c */
+ L(-2.22656250000000004835132405125162742E-01), /* bffcc8000000000002c98a233f19f000 */
+  L(2.54709791629335691650310168420597566E-33), /* 3f92a735903f5eed07a716ab931e20d9 */
+ L(-2.18749999999999988969454021829236626E-01), /* bffcbffffffffffff9a42dc14ce36000 */
+ L(-3.77236096429336082213752014054909454E-32), /* bf9687be8e5b2fca54d3e81157eac660 */
+ L(-2.14843750000000010613256919115758495E-01), /* bffcb80000000000061e3d828ecac000 */
+ L(-4.55194148712216691177097854305964738E-32), /* bf96d8b35c776aa3e1a4768271380503 */
+ L(-2.10937499999999993204656148110447201E-01), /* bffcaffffffffffffc152f2aea118000 */
+ L(-2.95044199165561453749332254271716417E-32), /* bf96326433b00b2439094d9bef22ddd1 */
+ L(-2.07031250000000012233944895423355677E-01), /* bffca80000000000070d695ee0e94000 */
+  L(1.93146788688385419095981415411012357E-32), /* 3f959126729135a5e390d4bb802a0bde */
+ L(-2.03125000000000008030983633336321863E-01), /* bffca0000000000004a129fbc51af000 */
+  L(2.37361904671826193563212931215900137E-32), /* 3f95ecfb3c4ba1b97ea3ad45cbb1e68a */
+ L(-1.99218750000000001763815712796132779E-01), /* bffc98000000000001044b12d9950000 */
+ L(-3.63171243370923753295192486732883239E-33), /* bf932db5fb3f27c38e0fa7bbcfc64f55 */
+ L(-1.95312500000000004883660234506677272E-01), /* bffc90000000000002d0b3779d1f9000 */
+ L(-3.19989507343607877747980892249711601E-33), /* bf9309d63de96bb3ef744c865f22f1bd */
+ L(-1.91406250000000013720152363227519348E-01), /* bffc88000000000007e8bcb387121000 */
+ L(-1.89295754093147174148371614722178860E-32), /* bf958926e2e67dfe812c508290add2e7 */
+ L(-1.87500000000000000182342082774432620E-01), /* bffc800000000000001ae8b06a39f000 */
+ L(-2.96812835183184815200854214892983927E-32), /* bf96343a62d156bbe71f55d14ca4b6e5 */
+ L(-1.83593750000000012410147185883290345E-01), /* bffc78000000000007276a1adda8d000 */
+ L(-2.02191931237489669058466239995304587E-32), /* bf95a3efab92d26ec2df90df036a117f */
+ L(-1.79687499999999997439177363346082917E-01), /* bffc6ffffffffffffe8616db2927d000 */
+ L(-9.92752326937775530007399526834009465E-33), /* bf949c5f88ed17041e1a3f1829d543cd */
+ L(-1.75781249999999995824373974504785174E-01), /* bffc67fffffffffffd97c94f13ea3000 */
+  L(1.44184772065335613487885714828816178E-32), /* 3f952b75c63476e7fcc2f5841c27bcce */
+ L(-1.71874999999999986685050259043077809E-01), /* bffc5ffffffffffff8530f6bc531a000 */
+ L(-3.49007014971241147689894940544402482E-32), /* bf966a6dfaa012aea8ffe6d90b02330f */
+ L(-1.67968749999999997316058782350439701E-01), /* bffc57fffffffffffe73eb914f2aa000 */
+  L(3.34025733574205019081305778794376391E-32), /* 3f965adf4572561fd5456a6c13d8babf */
+ L(-1.64062499999999993322730602128318480E-01), /* bffc4ffffffffffffc269be4f68f3000 */
+ L(-1.83345916769684984022099095506340635E-32), /* bf957ccb69026cb2f6024c211576d5f4 */
+ L(-1.60156249999999992419000744447607979E-01), /* bffc47fffffffffffba13df21784a000 */
+  L(2.73442789798110494773517431626534726E-32), /* 3f961bf58ff22c9b30f1e2b39f26d7d5 */
+ L(-1.56249999999999987665010524130393080E-01), /* bffc3ffffffffffff8e3ad45e7508000 */
+  L(2.02695576464836145806428118889332191E-32), /* 3f95a4fb7435a4a2f71de81eb8ae75d1 */
+ L(-1.52343749999999989905291167951491803E-01), /* bffc37fffffffffffa2e48aecfc24000 */
+ L(-3.61436631548815190395331054871041524E-32), /* bf967756567ebd108075ae527cc2e7f0 */
+ L(-1.48437500000000006686107754967759751E-01), /* bffc30000000000003dab20261b3c000 */
+ L(-2.15524270159131591469319477922198390E-32), /* bf95bfa05b82ef3a708c4f0395e9fcf6 */
+ L(-1.44531250000000005132889939177166485E-01), /* bffc28000000000002f57b1969e7b000 */
+  L(2.74741116529653547935086189244019604E-32), /* 3f961d4eb77c1185d34fe1b04a3f3cf5 */
+ L(-1.40625000000000000707469094533647325E-01), /* bffc2000000000000068676d3d5c4000 */
+  L(4.40607097220049957013547629906723266E-33), /* 3f936e0ac425daf795b42913cf0ef881 */
+ L(-1.36718749999999995713752139187543306E-01), /* bffc17fffffffffffd87762255991000 */
+ L(-3.73751317180116492404578048203389108E-32), /* bf9684202491e9cbb7ceb67d9ff7e0c9 */
+ L(-1.32812500000000007198453630478482191E-01), /* bffc10000000000004264de3a4379000 */
+ L(-3.97050085179660203884930593717220728E-32), /* bf969c52048de14be3c9c1971e50869c */
+ L(-1.28906250000000006070486371645733082E-01), /* bffc080000000000037fd87db2cb0000 */
+  L(3.59610068058504988294019521946586131E-32), /* 3f967570c10687cb8e9ebd0b280abf5a */
+ L(-1.25000000000000003700729208608337966E-01), /* bffc00000000000002222198bbc74000 */
+  L(3.23464851393124362331846965931995969E-33), /* 3f930cb95da3bfc847e593716c91d57a */
+ L(-1.21093750000000013729038501177102555E-01), /* bffbf000000000000fd418d1f5fda000 */
+  L(2.45242487730722066611358741283977619E-32), /* 3f95fd5945ad86a464292e26ac192a84 */
+ L(-1.17187499999999999765305306880205578E-01), /* bffbdfffffffffffffbabaf869845000 */
+ L(-1.14557520298960389903199646350205537E-32), /* bf94dbda735322179d9bcf392e1dd06d */
+ L(-1.13281250000000009579647893740755690E-01), /* bffbd000000000000b0b69bae7ab9000 */
+  L(2.37873962873837390105423621772752350E-32), /* 3f95ee0b7e0bd5ac1f6fab1e2a71abc3 */
+ L(-1.09375000000000008981153004560108539E-01), /* bffbc000000000000a5ac4bc1d2c3000 */
+  L(1.53152444860014076105003555837231015E-32), /* 3f953e15ce931e12ef9a152522e32bdd */
+ L(-1.05468749999999992399063850363228723E-01), /* bffbaffffffffffff73c998091408000 */
+ L(-8.75920903597804862471749360196688834E-33), /* bf946bd7e310a01bae5687ebdc47fcc5 */
+ L(-1.01562500000000007685885179918350550E-01), /* bffba0000000000008dc7910a648c000 */
+ L(-4.63820993797174451904075397785059501E-33), /* bf938153d0e54001a472da180fb5e8aa */
+ L(-9.76562499999999887262211517861331814E-02), /* bffb8ffffffffffff300915aa6fd6000 */
+ L(-2.63767025974952608658936466715705903E-33), /* bf92b64215bb8d520be5404620d38088 */
+ L(-9.37499999999999939650246024457439795E-02), /* bffb7ffffffffffff90aca26bd0fc000 */
+ L(-1.72047822349322956713582039121348377E-32), /* bf9565545015c5b9b56d02cfefca2c7d */
+ L(-8.98437500000000033088896383977486369E-02), /* bffb70000000000003d09ca1e3cbe000 */
+  L(3.04831994420989436248526129869697270E-33), /* 3f92fa7d30d2ed90e7ebbd6231fd08b1 */
+ L(-8.59374999999999947312400115121319225E-02), /* bffb5ffffffffffff9ecefc03376e000 */
+  L(1.50416954438393392150792422537312281E-32), /* 3f9538675ee99bd722fad0023c09c915 */
+ L(-8.20312500000000054182280847004695514E-02), /* bffb500000000000063f2dbd40200000 */
+  L(2.68399664523430004488075638997207289E-33), /* 3f92bdf49766629882c49a3da88928ed */
+ L(-7.81250000000000114767533968079748798E-02), /* bffb4000000000000d3b56f81ba70000 */
+  L(1.72318124201659121296305402819694281E-32), /* 3f9565e407aaabfb359e8a567d760de3 */
+ L(-7.42187500000000035531829472486812869E-02), /* bffb3000000000000418b6e9b5388000 */
+  L(2.09401756478514117051383998628099655E-32), /* 3f95b2e91221fcd74be0a86d8ad658d2 */
+ L(-7.03124999999999987474933134860732535E-02), /* bffb1ffffffffffffe8e53453d2ac000 */
+  L(2.28515798224350800271565551341211666E-32), /* 3f95da9bd6adf00894f05b5cc5530125 */
+ L(-6.64062500000000042267533361089054159E-02), /* bffb10000000000004df8473dbcf2000 */
+  L(1.97576478800281368377376002585430031E-32), /* 3f959a59acbddb2f53bd3096b66370e9 */
+ L(-6.25000000000000066329769382774201686E-02), /* bffb00000000000007a5b5914e336000 */
+ L(-1.46422615813786836245343723048221678E-33), /* bf91e69295f069fc0c4a9db181ea25a3 */
+ L(-5.85937500000000002823707957982406053E-02), /* bffae0000000000000a6aeab10592000 */
+  L(9.25637741701318872896718218457555829E-33), /* 3f94807eb021f1f40a37d4015b1eb76b */
+ L(-5.46875000000000081586888005226044448E-02), /* bffac0000000000012d00a3171e3a000 */
+ L(-4.87144542459404765480424673678105050E-33), /* bf9394b42faba6b7036fe7b36269daf3 */
+ L(-5.07812499999999927720348253140567013E-02), /* bffa9fffffffffffef555cc8dd914000 */
+ L(-3.01901021987395945826043649523451725E-33), /* bf92f59e7e3025691f290f8f67277faf */
+ L(-4.68749999999999935349476738962633103E-02), /* bffa7ffffffffffff117b4ea2b876000 */
+  L(1.21521638219189777347767475937119750E-32), /* 3f94f8c7f88c5b56674b94d984ac8ecb */
+ L(-4.29687500000000056305562847814228219E-02), /* bffa6000000000000cfbb19be30c0000 */
+ L(-1.18643699217679276275559592978275214E-32), /* bf94ecd39f0833a876550e83eb012b99 */
+ L(-3.90624999999999962692914526031373542E-02), /* bffa3ffffffffffff765c743922f9000 */
+ L(-4.91277156857520035712509544689973679E-33), /* bf939823189996193872e58ac0dececb */
+ L(-3.51562500000000108152468207687602886E-02), /* bffa20000000000018f031e41177f000 */
+  L(1.18599806302656253755207072755609820E-32), /* 3f94eca4f23e787fab73ce8f6b9b8d64 */
+ L(-3.12500000000000077376981036742289578E-02), /* bffa00000000000011d787e0b386f000 */
+  L(9.97730386477005171963635210799577079E-33), /* 3f949e70e498c46a0173ac0d46c699fc */
+ L(-2.73437500000000139436129596418623235E-02), /* bff9c00000000000404db66e70a08000 */
+  L(2.25755321633070123579875157841633859E-33), /* 3f927719b1a93074bdf9f3c2cb784785 */
+ L(-2.34375000000000088003629211828324876E-02), /* bff98000000000002895a27d45feb000 */
+  L(2.84374279216848803102126617873942975E-33), /* 3f92d87f70e749d6da6c260b68dc210b */
+ L(-1.95312500000000107408831063404855424E-02), /* bff9400000000000318898ba69f71000 */
+  L(2.47348089686935458989103979140011912E-33), /* 3f929afa3de45086fe909fdddb41edce */
+ L(-1.56250000000000081443917555362290635E-02), /* bff9000000000000258f335e9cdd6000 */
+ L(-2.43379314483517422161458863218426254E-33), /* bf9294621c8a9ccacf2b020ec19cad27 */
+ L(-1.17187500000000051490597418161403184E-02), /* bff88000000000002f7ddfa26221f000 */
+  L(1.83405297208145390679150568810924707E-33), /* 3f9230bbfc5d5fe1b534fbcda0465bb9 */
+ L(-7.81249999999999715861805208310174953E-03), /* bff7ffffffffffffcb95f3fff157d000 */
+  L(3.51548384878710915171654413641872451E-34), /* 3f8fd349b76c22966f77a39fc37ed704 */
+ L(-3.90625000000000309326013918295097128E-03), /* bff7000000000000390f820c8e153000 */
+  L(6.38058004651791109324060099097251911E-36), /* 3f8a0f665d3ac25a1ac94d688273dbcd */
+#define T_EXPL_ARG1 (2*89)
+  L(0.00000000000000000000000000000000000E+00), /* 00000000000000000000000000000000 */
+  L(0.00000000000000000000000000000000000E+00), /* 00000000000000000000000000000000 */
+  L(3.90625000000000245479958859972588985E-03), /* 3ff70000000000002d48769ac9874000 */
+ L(-6.58439598384342854976169982902779828E-36), /* bf8a1811b923e6c626b07ef29761482a */
+  L(7.81250000000001311374391093664996358E-03), /* 3ff800000000000078f3f3cd89111000 */
+  L(2.60265650555493781464273319671555602E-33), /* 3f92b070c3b635b87af426735a71fc87 */
+  L(1.17187500000000269581156218247101912E-02), /* 3ff8800000000000f8a50d02fe20d000 */
+  L(1.00961747974945520631836275894919326E-33), /* 3f914f80c1a4f8042044fe3b757b030b */
+  L(1.56249999999999797878275270751825475E-02), /* 3ff8ffffffffffff45935b69da62e000 */
+  L(2.03174577741375590087897353146748580E-33), /* 3f925194e863496e0f6e91cbf6b22e26 */
+  L(1.95312499999999760319884511789111533E-02), /* 3ff93fffffffffff917790ff9a8f4000 */
+  L(4.62788519658803722282100289809515007E-33), /* 3f9380783ba81295feeb3e4879d7d52d */
+  L(2.34374999999999822953909016349145918E-02), /* 3ff97fffffffffffae5a163bd3cd5000 */
+ L(-3.19499956304699705390404384504876533E-33), /* bf93096e2037ced8194cf344c692f8d6 */
+  L(2.73437500000000137220327275871555682E-02), /* 3ff9c000000000003f481dea5dd51000 */
+ L(-2.25757776523031994464630107442723424E-33), /* bf92771abcf988a02b414bf2614e3734 */
+  L(3.12499999999999790857640618332718621E-02), /* 3ff9ffffffffffff9f8cd40b51509000 */
+ L(-4.22479470489989916319395454536511458E-33), /* bf935efb7245612f371deca17cb7b30c */
+  L(3.51562499999999840753382405747597346E-02), /* 3ffa1fffffffffffdb47bd275f722000 */
+  L(1.08459658374118041980976756063083500E-34), /* 3f8e2055d18b7117c9db1c318b1e889b */
+  L(3.90624999999999989384433621470426757E-02), /* 3ffa3ffffffffffffd8d5e18b042e000 */
+ L(-7.41674226146122000759491297811091830E-33), /* bf94341454e48029e5b0205d91baffdc */
+  L(4.29687500000000107505739500500200462E-02), /* 3ffa60000000000018ca04cd9085c000 */
+ L(-4.74689012756713017494437969420919847E-34), /* bf903b7c268103c6f7fbaaa24142e287 */
+  L(4.68749999999999978700749928325717352E-02), /* 3ffa7ffffffffffffb16b6d5479e3000 */
+ L(-1.06208165308448830117773486334902917E-32), /* bf94b92be4b3b5b5a596a0a5187cc955 */
+  L(5.07812499999999815072625435955786253E-02), /* 3ffa9fffffffffffd55bd086d5cbc000 */
+ L(-9.37038897148383660401929567549111394E-33), /* bf94853b111b0175b491c80d00419416 */
+  L(5.46874999999999809511553152189867394E-02), /* 3ffabfffffffffffd4138bfa74a61000 */
+  L(1.06642963074562437340498606682822123E-32), /* 3f94bafa3fe991b39255d563dfa05d89 */
+  L(5.85937500000000184331996330905145551E-02), /* 3ffae000000000002a810a5f2f8bf000 */
+ L(-1.76639977694797200820296641773791945E-34), /* bf8ed596f07ce4408f1705c8ec16864c */
+  L(6.25000000000000021544696744852045001E-02), /* 3ffb000000000000027be32045e2b000 */
+  L(1.68616371995798354366633034788947149E-32), /* 3f955e33d7440794d8a1b25233d086ab */
+  L(6.64062499999999965563110718495802889E-02), /* 3ffb0ffffffffffffc079a38a3fed000 */
+ L(-1.82463217667830160048872113565316215E-32), /* bf957af6163bcdb97cefab44a942482a */
+  L(7.03124999999999759989183341261898222E-02), /* 3ffb1fffffffffffe454218acea05000 */
+ L(-1.07843770101525495515646940862541503E-32), /* bf94bff72aada26d94e76e71c07e0580 */
+  L(7.42187499999999898968873730710101412E-02), /* 3ffb2ffffffffffff45a166496dc1000 */
+  L(1.28629441689592874462780757154138223E-32), /* 3f950b2724597b8b93ce1e9d1cf4d035 */
+  L(7.81249999999999957198938523510804668E-02), /* 3ffb3ffffffffffffb10bc52adbc5000 */
+  L(1.13297573459968118467100063135856856E-33), /* 3f91787eea895b3c245899cf34ad0abd */
+  L(8.20312500000000199911640621145851159E-02), /* 3ffb500000000000170c59a661a89000 */
+ L(-1.51161335208135146756554123073528707E-32), /* bf9539f326c5ca84e7db5401566f3775 */
+  L(8.59375000000000134175373433347670743E-02), /* 3ffb6000000000000f78287547af0000 */
+  L(1.09763629458404270323909815379924900E-32), /* 3f94c7f0b61b6e3e27d44b9f5bbc7e9d */
+  L(8.98437500000000036533922600308306335E-02), /* 3ffb70000000000004364a83b7a14000 */
+  L(3.11459653680110433194288029777718358E-33), /* 3f9302c0248136d65cebeab69488d949 */
+  L(9.37500000000000184977946245216914691E-02), /* 3ffb800000000000155395d870b17000 */
+ L(-4.66656154468277949130395786965043927E-33), /* bf9383aec9b993b6db492b1ede786d8a */
+  L(9.76562500000000237839723100419376084E-02), /* 3ffb9000000000001b6bca237f6c4000 */
+ L(-1.03028043424658760249140747856831301E-32), /* bf94abf6352e3d2bb398e47919a343fb */
+  L(1.01562500000000012345545575236836572E-01), /* 3ffba000000000000e3bc30cd9a1f000 */
+  L(2.15755372310795701322789783729456319E-32), /* 3f95c01b3b819edd9d07548fafd61550 */
+  L(1.05468749999999976493840484471911438E-01), /* 3ffbafffffffffffe4e634cd77985000 */
+  L(1.78771847038773333029677216592309083E-32), /* 3f95734b6ae650f33dd43c49a1df9fc0 */
+  L(1.09375000000000002267015055992785402E-01), /* 3ffbc00000000000029d1ad08de7b000 */
+  L(6.23263106693943817730045115112427717E-33), /* 3f9402e4b39ce2198a45e1d045868cd6 */
+  L(1.13281250000000022354208618429577398E-01), /* 3ffbd0000000000019c5cc3f9d2b5000 */
+  L(5.40514416644786448581426756221178868E-33), /* 3f93c10ab4021472c662f69435de9269 */
+  L(1.17187500000000013252367133076817603E-01), /* 3ffbe000000000000f47688cc561b000 */
+ L(-7.12412585457324989451327215568641325E-33), /* bf9427ecb343a8d1758990565fcfbf45 */
+  L(1.21093750000000020759863992944300792E-01), /* 3ffbf0000000000017ef3af97bf04000 */
+  L(6.26591408357572503875647872077266444E-33), /* 3f940446a09a2da771b45fc075514d12 */
+  L(1.25000000000000004739659392396765618E-01), /* 3ffc00000000000002bb7344ecd89000 */
+ L(-1.55611398459729463981000080101758830E-32), /* bf95433135febefa9e6aa4db39e263d2 */
+  L(1.28906249999999982360888081057894783E-01), /* 3ffc07fffffffffff5d4ed3154361000 */
+ L(-1.77531518652835570781208599686606474E-32), /* bf9570b7f225ea076f97f418d11359c1 */
+  L(1.32812500000000010568583998727400436E-01), /* 3ffc1000000000000617a5d09526a000 */
+  L(2.12104021624990594668286391598300893E-32), /* 3f95b885d767a1048d93055927a27adc */
+  L(1.36718749999999998434125157367005292E-01), /* 3ffc17ffffffffffff18eaebc7970000 */
+  L(2.50454798592543203967309921276955297E-32), /* 3f9604164e5598528a76faff26cd1c97 */
+  L(1.40625000000000015550032422969330356E-01), /* 3ffc20000000000008f6c79d8928c000 */
+  L(7.80972982879849783680252962992639832E-33), /* 3f9444674acf2b3225c7647e0d95edf3 */
+  L(1.44531250000000012402535562111122522E-01), /* 3ffc28000000000007264a8bc1ff1000 */
+  L(2.79662468716455159585514763921671876E-32), /* 3f96226b095bd78aa650faf95a221993 */
+  L(1.48437500000000007761020440087419948E-01), /* 3ffc3000000000000479530ff8fe3000 */
+  L(2.15518492972728435680556239996258527E-32), /* 3f95bf9d49295e73a957906a029768cb */
+  L(1.52343750000000001733189947520484032E-01), /* 3ffc38000000000000ffc6109f71f000 */
+  L(8.34032236093545825619420380704500188E-33), /* 3f945a71851226a1d0ce5e656693153e */
+  L(1.56249999999999988073295321246958484E-01), /* 3ffc3ffffffffffff91fedd62ae0f000 */
+  L(2.44119337150624789345260194989620908E-32), /* 3f95fb041a57bc1c1280680ac1620bea */
+  L(1.60156250000000002076894210913572460E-01), /* 3ffc48000000000001327ed84a199000 */
+ L(-7.36124501128859978061216696286151753E-33), /* bf9431c62f01e59d2c1e00f195a0037f */
+  L(1.64062500000000000950861276373482172E-01), /* 3ffc500000000000008c5285fba85000 */
+ L(-4.80566184447001164583855800470217373E-33), /* bf938f3d1fcafd390f22f80e6c19421f */
+  L(1.67968749999999989878071706155265999E-01), /* 3ffc57fffffffffffa2a445c548c5000 */
+ L(-4.42154428718618459799673088733365064E-32), /* bf96cb28cf1c1b28006d53ffe633b22a */
+  L(1.71874999999999999459734108403218175E-01), /* 3ffc5fffffffffffffb04554e9dd4000 */
+ L(-3.29736288190321377985697972236270628E-32), /* bf96566af0ebc852e84be12859b24a31 */
+  L(1.75781249999999997987525759778901845E-01), /* 3ffc67fffffffffffed702df6ffff000 */
+ L(-1.28800728638468399687523924685844352E-32), /* bf950b8236b88ca0c1b739dc91a7e3fc */
+  L(1.79687500000000004929565820437175783E-01), /* 3ffc70000000000002d779bb32d2e000 */
+  L(1.60624461317978482424582320675174225E-32), /* 3f954d9a9cc0c963fd081f3dc922d04e */
+  L(1.83593750000000016873727045739708856E-01), /* 3ffc78000000000009ba1f6263c9a000 */
+ L(-3.83390389582056606880506003118452558E-32), /* bf968e22a5d826f77f19ee788474df22 */
+  L(1.87500000000000013443068740761666872E-01), /* 3ffc80000000000007bfd8c72a1bf000 */
+ L(-2.74141662712926256150154726565203091E-32), /* bf961caf5ac59c7f941f928e324c2cc1 */
+  L(1.91406249999999981494101786848611970E-01), /* 3ffc87fffffffffff55502eeae001000 */
+  L(3.68992437075565165346469517256118001E-32), /* 3f967f2f03f9096793372a27b92ad79d */
+  L(1.95312499999999989069921848800501648E-01), /* 3ffc8ffffffffffff9b3015280394000 */
+  L(3.69712249337856518452988332367785220E-32), /* 3f967fee5fdb5bd501ff93516999faa0 */
+  L(1.99218750000000021148042946919300804E-01), /* 3ffc9800000000000c30e67939095000 */
+  L(2.50142536781142175091322844848566649E-32), /* 3f9603c34ae58e10b300b07137ee618a */
+  L(2.03124999999999977732559198825437141E-01), /* 3ffc9ffffffffffff329e7df079e4000 */
+ L(-2.41951877287895024779300892731537816E-32), /* bf95f683aefe6965f080df8f59dd34a1 */
+  L(2.07031249999999996744030653771913124E-01), /* 3ffca7fffffffffffe1f80f4b73ca000 */
+ L(-1.94346475904454000031592792989765585E-32), /* bf9593a44f87870a3d100d498501ecc7 */
+  L(2.10937500000000000251399259834392298E-01), /* 3ffcb000000000000025199873310000 */
+ L(-1.33528748788094249098998693871759411E-33), /* bf91bbb9b25c813668d6103d08acac35 */
+  L(2.14843749999999993936323609611875097E-01), /* 3ffcb7fffffffffffc8128c866236000 */
+  L(1.14839877977014974625242788556545292E-32), /* 3f94dd06b4655c9b83a1305b240e7a42 */
+  L(2.18750000000000015181732784749663837E-01), /* 3ffcc0000000000008c06da5fff24000 */
+  L(1.42689085313142539755499441881408391E-32), /* 3f95285a87dfa7ea7dad5b3be8c669f4 */
+  L(2.22656249999999992172647770539596569E-01), /* 3ffcc7fffffffffffb7ce2fe531f6000 */
+ L(-3.34421462850496887359128610229650547E-32), /* bf965b487962b5c2d9056ca6ac0c2e5c */
+  L(2.26562499999999989595607223847082419E-01), /* 3ffccffffffffffffa0095277be5c000 */
+ L(-3.08983588107248752517344356508205569E-32), /* bf9640dded57157f8eded311213bdbcd */
+  L(2.30468749999999979130462438434567117E-01), /* 3ffcd7fffffffffff3f8332996560000 */
+ L(-3.01407539802851697849105682795217019E-32), /* bf9638ffde35dbdfe1a1ffe45185de5d */
+  L(2.34375000000000012194252337217891971E-01), /* 3ffce0000000000007078dd402c86000 */
+ L(-8.46879710915628592284714319904522657E-33), /* bf945fc7b29a2ac6c9eff9eb258a510f */
+  L(2.38281249999999982991877076137149870E-01), /* 3ffce7fffffffffff6320b486eece000 */
+ L(-2.93563878880439245627127095245798544E-32), /* bf9630daaa4f40ff05caf29ace2ea7d4 */
+  L(2.42187499999999981447559841442773990E-01), /* 3ffceffffffffffff54e24a09a8d5000 */
+ L(-4.56766746558806021264215486909850481E-32), /* bf96da556dee11f3113e5a3467b908e6 */
+  L(2.46093749999999991067720539980207318E-01), /* 3ffcf7fffffffffffad9d405dcb5d000 */
+  L(2.14033004219908074003010247652128251E-32), /* 3f95bc8776e8f9ae098884aa664cc3df */
+  L(2.50000000000000016613825838126835953E-01), /* 3ffd00000000000004c9e24c12bb3000 */
+  L(2.57617532593749185996714235009382870E-32), /* 3f960b867cc01178c0ec68226c6cb47d */
+  L(2.53906250000000013372004437827044321E-01), /* 3ffd04000000000003daae05b3168000 */
+  L(7.20177123439204414298152646284640101E-32), /* 3f9775eff59ddad7e7530b83934af87f */
+  L(2.57812499999999995765234725413886085E-01), /* 3ffd07fffffffffffec7878bad9d5000 */
+  L(6.51253187532920882777046064603770602E-32), /* 3f975226659ca241402e71c2011583b0 */
+  L(2.61718750000000007647689994011222248E-01), /* 3ffd0c000000000002344cc793a0f000 */
+  L(3.02370610028725823590045201871491395E-32), /* 3f9639ffe55fa2fa011674448b4e5b96 */
+  L(2.65624999999999986893899042596554269E-01), /* 3ffd0ffffffffffffc38f0c0a1e9f000 */
+ L(-2.07683715950724761146070082510569258E-32), /* bf95af579a92e872fef81abfdf06bae8 */
+  L(2.69531249999999979842788204900639327E-01), /* 3ffd13fffffffffffa30a908d67db000 */
+  L(8.71465252506557329027658736641075706E-32), /* 3f97c47d99e19830447a42b1c0ffac61 */
+  L(2.73437500000000006712165837793818271E-01), /* 3ffd18000000000001ef453a58edb000 */
+ L(-6.62704045767568912140550474455810301E-32), /* bf9758187a204dcb06ece46588aeeaba */
+  L(2.77343749999999994411329302988535617E-01), /* 3ffd1bfffffffffffe63a0fec9c9e000 */
+ L(-4.87273466291944117406493607771338767E-32), /* bf96fa0381b0844a0be46bac2d673f0c */
+  L(2.81250000000000012677892447379453135E-01), /* 3ffd20000000000003a7769e125d6000 */
+ L(-8.55871796664700790726282049552906783E-32), /* bf97bc64e01332cf7616b0091b8dff2c */
+  L(2.85156249999999998558643013736363981E-01), /* 3ffd23ffffffffffff95a5894bccf000 */
+ L(-1.33068334720606220176455289635046875E-32), /* bf95145f43290ecf5b7adcb24697bc73 */
+  L(2.89062500000000008831431235621753924E-01), /* 3ffd280000000000028ba504fac59000 */
+ L(-9.34157398616814623985483776710704237E-32), /* bf97e50ad1115b941fcb5f0c88a428f7 */
+  L(2.92968750000000019840235286110877063E-01), /* 3ffd2c000000000005b7f372d184f000 */
+  L(4.99302093775173155906059132992249671E-33), /* 3f939ecdcfb97bad3f8dbec5df5ec67d */
+  L(2.96875000000000015867911730971630513E-01), /* 3ffd3000000000000492d860c79db000 */
+  L(7.86107787827057767235127454590866211E-33), /* 3f944689517ee8f16cdb97d6a6938f32 */
+  L(3.00781250000000015814100002286124758E-01), /* 3ffd340000000000048edfe73a17d000 */
+ L(-1.65419431293024229981937172317171504E-32), /* bf9557900e3efca16c89646b57f68dc0 */
+  L(3.04687499999999985213157159965287195E-01), /* 3ffd37fffffffffffbbcec6f99b36000 */
+  L(9.68753602893894024018934325652944198E-32), /* 3f97f70170e5458660c33a7e8d43d049 */
+  L(3.08593749999999989969324338045156215E-01), /* 3ffd3bfffffffffffd1bdde4d0fb1000 */
+  L(7.10268609610294706092252562643261106E-32), /* 3f9770cae45cdf615010401a4b37d8d4 */
+  L(3.12500000000000002971606591018488854E-01), /* 3ffd40000000000000db440fbc06b000 */
+  L(6.38924218802905979887732294952782964E-32), /* 3f974bbf988bb5622bd8fbaa46e8b811 */
+  L(3.16406250000000006594921047402056305E-01), /* 3ffd44000000000001e69e8954814000 */
+  L(3.96079878754651470094149874444850097E-32), /* 3f969b5017b9fa7a1e86975258c73d3d */
+  L(3.20312500000000006713799366908329147E-01), /* 3ffd48000000000001ef64159c065000 */
+ L(-1.86401314975634286055150437995880517E-32), /* bf958323f0434911794e5fb8bfe136ba */
+  L(3.24218749999999987061246567584951210E-01), /* 3ffd4bfffffffffffc4549db9b928000 */
+ L(-3.18643523744758601387071062700407431E-32), /* bf964ae5fa7e26c2c3981bed12e14372 */
+  L(3.28124999999999991782776266707412953E-01), /* 3ffd4ffffffffffffda1ad0840ca8000 */
+ L(-4.46964199751314296839915534813144652E-32), /* bf96d0277729ffd74727150df6d15547 */
+  L(3.32031250000000000393816557756032682E-01), /* 3ffd540000000000001d0efc04fad000 */
+ L(-9.03246333902065439930373230002688649E-33), /* bf947731a008748cc6dee948839ef7ae */
+  L(3.35937499999999983810482995064392173E-01), /* 3ffd57fffffffffffb556cab8ae61000 */
+  L(5.27742727066129518825981597650621794E-32), /* 3f9712050a6ddbf1cabf1b971f4b5d0b */
+  L(3.39843750000000004310441349760912471E-01), /* 3ffd5c0000000000013e0def5ddc4000 */
+ L(-3.85927263474732591932884416445586106E-32), /* bf9690c51088ef3db9ca000829c450c2 */
+  L(3.43749999999999990248130003997484364E-01), /* 3ffd5ffffffffffffd3070624a0af000 */
+  L(9.62005170171527308106468341512327487E-34), /* 3f913fae595cea84432eb01430817fca */
+  L(3.47656250000000004085726414568625697E-01), /* 3ffd640000000000012d79309e291000 */
+ L(-6.59664093705705297250259434519072507E-32), /* bf97568465eafb0e662e64a5dbfaf35f */
+
+ L(-1.98364257812501251077851763965418372E-03), /* bff6040000000001cd90f658cf0b1000 */
+ L(-3.71984513103117734260309047540278737E-34), /* bf8fee73c54483194782aac4a6154d11 */
+ L(-1.95312500000000378520649630233891879E-03), /* bff60000000000008ba643bb5e2e8000 */
+ L(-1.12194202736719050440745599339855038E-34), /* bf8e2a436aeff7bc529873354f47a3f5 */
+ L(-1.92260742187499397430259771221991482E-03), /* bff5f7fffffffffe4361cb51170da000 */
+ L(-2.30068299876822157331268484824540848E-34), /* bf8f31d02f85cfe8c0cc02276ce0f437 */
+ L(-1.89208984375001137424603270262074989E-03), /* bff5f0000000000347456ed490c23000 */
+ L(-1.15012507244426243338260435466985403E-34), /* bf8e31c174d5677a937a34ad8d2a70b4 */
+ L(-1.86157226562500172319250342061336738E-03), /* bff5e800000000007f262fa3617b4000 */
+ L(-3.12438344643346437509767736937785561E-34), /* bf8f9f4d426a2457c273d34ef7d9bde9 */
+ L(-1.83105468749999505256246872355430379E-03), /* bff5dffffffffffe92f18c1c2b6fa000 */
+ L(-5.91130415288336591179087455220308942E-35), /* bf8d3a4c80b42dc036bae446c9807f78 */
+ L(-1.80053710937499445182387245573120522E-03), /* bff5d7fffffffffe669dea82b4a4c000 */
+ L(-1.92396289352411531324908916321392100E-34), /* bf8eff7a2123fb573ba9778550d669bd */
+ L(-1.77001953125000387737631542516323906E-03), /* bff5d000000000011e19915c3ddb7000 */
+  L(7.91101758977203355387806553469731354E-36), /* 3f8a507f5a70faaccf469e3461873dea */
+ L(-1.73950195312500034854670281415554486E-03), /* bff5c8000000000019b7dc6ef97bd000 */
+  L(1.55906551582436824067407021178835755E-34), /* 3f8e9e7880333e34955aebcde3cfb053 */
+ L(-1.70898437499998955782591472611429852E-03), /* bff5bffffffffffcfd80e88aa6b96000 */
+  L(8.22951661962611381718215899498500357E-35), /* 3f8db58e6031a779b59f6ece191de7cc */
+ L(-1.67846679687500586652037711131708544E-03), /* bff5b80000000001b0df6fd21c133000 */
+ L(-8.96642618848426299713145894522897419E-35), /* bf8ddcbcab46d531801bfae4121f2f8a */
+ L(-1.64794921875000109499161354039904782E-03), /* bff5b0000000000050cbce8915575000 */
+ L(-2.88077905394253859590587789680486639E-34), /* bf8f7eebd4dd860ef73b674d5e707959 */
+ L(-1.61743164062501133830507079150388351E-03), /* bff5a80000000003449e8700c3e82000 */
+ L(-3.68271725851639066312899986829350273E-34), /* bf8fe9845fe20a5fe74059e0cae185d6 */
+ L(-1.58691406249999015546015764131101956E-03), /* bff59ffffffffffd2999e668cdd28000 */
+  L(8.48197657099957029953716507898788812E-35), /* 3f8dc2faaebb97392e451b07b28c4b12 */
+ L(-1.55639648437500317366570219290722587E-03), /* bff5980000000000ea2cd9a40d256000 */
+ L(-3.45156704719737676412949957712570373E-36), /* bf8925a079505516c8e317ac1ff53255 */
+ L(-1.52587890625000568759013197767046039E-03), /* bff5900000000001a3ab8a3f6b698000 */
+ L(-1.01902948542497496574967177677556729E-34), /* bf8e0ee78d94d9b5ad3d63ae35c9b554 */
+ L(-1.49536132812500945889014955936485340E-03), /* bff5880000000002b9f1621b57743000 */
+ L(-3.32264697086631598830366079048117140E-34), /* bf8fb9a7d14c32289204fbb0c9eb20e0 */
+ L(-1.46484374999999931883259902869504725E-03), /* bff57fffffffffffcdbd1c90e1b4a000 */
+ L(-1.76487524793892929381101031660811433E-34), /* bf8ed52f2f724bc1ae870b18356337b4 */
+ L(-1.43432617187498876325946983333888768E-03), /* bff577fffffffffcc2dff8faa5570000 */
+ L(-3.54550084538495708816233114576143814E-34), /* bf8fd74724576915868c1e8ce9f430f1 */
+ L(-1.40380859374999215367421282192718062E-03), /* bff56ffffffffffdbd0b18aac65ed000 */
+ L(-1.90585907028351204486765167064669639E-34), /* bf8efaaa0c0e23e50c11b2120348054f */
+ L(-1.37329101562499692341771212945644892E-03), /* bff567ffffffffff1cfd00f1b0577000 */
+ L(-3.59631150411372589637918252836880320E-34), /* bf8fde08239ac74942a46298ea4fb715 */
+ L(-1.34277343749999137467356674296739172E-03), /* bff55ffffffffffd839030b05d53d000 */
+ L(-1.49571076125940368185068762485268117E-35), /* bf8b3e1a3d5c684b27a9f835b1d8d3c9 */
+ L(-1.31225585937499247038404301859788734E-03), /* bff557fffffffffdd469936e691e3000 */
+  L(3.10375845385355395586146533282311300E-34), /* 3f8f9c8f6d63b7a4145716ffd92491fb */
+ L(-1.28173828124999024755581675764821898E-03), /* bff54ffffffffffd306589b0ab21d000 */
+ L(-1.98541096105909793397376077900810019E-34), /* bf8f07e808bbb1e35106c294ffbb9687 */
+ L(-1.25122070312500340204619591143332523E-03), /* bff5480000000000fb06d5f16ad2c000 */
+  L(3.62884195935761446237911443317457521E-34), /* 3f8fe25b17d623178a386a6fa6c5afb2 */
+ L(-1.22070312499999591578388993012071279E-03), /* bff53ffffffffffed2a356c440074000 */
+ L(-2.96756662615653130862526710937493307E-35), /* bf8c3b90d8ff2a991e5bd16718fb0645 */
+ L(-1.19018554687498821966212632349422735E-03), /* bff537fffffffffc9ac3b585dda89000 */
+  L(1.44659971891167323357060028901142644E-34), /* 3f8e809279ab249edf1dad9fe13fb0bf */
+ L(-1.15966796875000160938908064907298384E-03), /* bff530000000000076c0800db9639000 */
+  L(2.50088010538742402346270685365928513E-34), /* 3f8f4c6c8a483b60201d30c1a83c3cb7 */
+ L(-1.12915039062500267151512523291939657E-03), /* bff5280000000000c51f7e7315137000 */
+  L(7.56402096465615210500092443924888831E-35), /* 3f8d922c1e485d99aea2668ed32b55a6 */
+ L(-1.09863281249998665006360103291051571E-03), /* bff51ffffffffffc26f2d4c9ce2ba000 */
+  L(1.43982174467233642713619821353592061E-34), /* 3f8e7ec530b3d92b6303bec1c81214d1 */
+ L(-1.06811523437500522742248711752028025E-03), /* bff518000000000181b7380f10446000 */
+  L(5.41265133745862349181293024531133174E-35), /* 3f8d1fc9313d018b30e790e06b6be723 */
+ L(-1.03759765624999980942114138999770552E-03), /* bff50ffffffffffff1f01130490e1000 */
+  L(1.21525139612685854366189534669623436E-34), /* 3f8e4311b96b6fcde412caf3f0d86fb9 */
+ L(-1.00708007812499602697537601515759439E-03), /* bff507fffffffffedad7afcce7051000 */
+  L(1.00020246351201558505328236381833392E-34), /* 3f8e09e640992512b1300744a7e984ed */
+ L(-9.76562499999992592487302113340463694E-04), /* bff4fffffffffffbbad8151f8adf6000 */
+ L(-1.64984406575162932060422892046851002E-34), /* bf8eb69a919986e8054b86fc34300f24 */
+ L(-9.46044921874989085824996924138179594E-04), /* bff4effffffffff9b55a204fd9792000 */
+ L(-9.29539174108308550334255350011347171E-35), /* bf8dee3a50ed896b4656fa577a1df3d7 */
+ L(-9.15527343750013735214860599791540029E-04), /* bff4e00000000007eaf5bf103f82d000 */
+  L(3.07557018309280519949818825519490586E-35), /* 3f8c470cfbef77d32c74cb8042f6ee81 */
+ L(-8.85009765625012292294986105781516428E-04), /* bff4d000000000071605c65403b97000 */
+  L(4.77499983783821950338363358545463558E-35), /* 3f8cfbc3dc18884c4c4f9e07d90d7bd3 */
+ L(-8.54492187499986941239470706817188192E-04), /* bff4bffffffffff878ddf9cab264a000 */
+ L(-1.60128240346239526958630011447901568E-34), /* bf8ea9b1a21e19e2d5bd84b0fbffcf95 */
+ L(-8.23974609374996290174598690241743810E-04), /* bff4affffffffffddc86c249ebe06000 */
+  L(1.61677540391961912631535763471935882E-34), /* 3f8eadd00841366b0dc2bc262c2c8c36 */
+ L(-7.93457031249988696952538334288757473E-04), /* bff49ffffffffff97bf6f0aa85a5f000 */
+  L(1.22318577008381887076634753347515709E-34), /* 3f8e452db5b5d250878f71040da06d14 */
+ L(-7.62939453124996723316499040007097041E-04), /* bff48ffffffffffe1c7265b431108000 */
+ L(-1.03845161748762410745671891558398468E-34), /* bf8e14115ad884c96d1a820c73647220 */
+ L(-7.32421874999998242520117923997325794E-04), /* bff47ffffffffffefca4498b7aa8a000 */
+  L(5.64005211953031009549514026639438083E-35), /* 3f8d2be06950f68f1a6d8ff829a6928e */
+ L(-7.01904296874999772890934814265622012E-04), /* bff46fffffffffffde7c0fe5d8041000 */
+  L(5.90245467325173644235991233229525762E-35), /* 3f8d39d40cc49002189243c194b1db0e */
+ L(-6.71386718750008699269643939210658742E-04), /* bff460000000000503c91d798b60c000 */
+ L(-5.20515801723324452151498579012322191E-35), /* bf8d14c0f08a6a9285b32b8bda003eb5 */
+ L(-6.40869140625005499535275057463709988E-04), /* bff45000000000032b969184e9751000 */
+ L(-6.69469163285461870099846471658294534E-35), /* bf8d63f36bab7b24d936c9380e3d3fa6 */
+ L(-6.10351562499999293780097329596079841E-04), /* bff43fffffffffff97c7c433e35ed000 */
+ L(-1.16941808547394177991845382085515086E-34), /* bf8e36e27886f10b234a7dd8fc588bf0 */
+ L(-5.79833984375000068291972326409994795E-04), /* bff43000000000000a13ff6dcf2bf000 */
+  L(1.17885044988246219185041488459766001E-34), /* 3f8e3964677e001a00412aab52790842 */
+ L(-5.49316406249990904622170867910987793E-04), /* bff41ffffffffffac1c25739c716b000 */
+ L(-3.31875702128137033065075734368960972E-35), /* bf8c60e928d8982c3c99aef4f885a121 */
+ L(-5.18798828125011293653756992177727236E-04), /* bff410000000000682a62cff36775000 */
+ L(-5.69971237642088463334239430962628187E-35), /* bf8d2f0c76f8757d61cd1abc7ea7d066 */
+ L(-4.88281249999990512232251384917893121E-04), /* bff3fffffffffff50fb48992320df000 */
+  L(1.02144616714408655325510171265051108E-35), /* 3f8ab279a3626612710b9b3ac71734ac */
+ L(-4.57763671874997554564967307956493434E-04), /* bff3dffffffffffd2e3c272e3cca9000 */
+ L(-8.25484058867957231164162481843653503E-35), /* bf8db6e71158e7bf93e2e683f07aa841 */
+ L(-4.27246093749991203999790346349633286E-04), /* bff3bffffffffff5dbe103cba0eb2000 */
+ L(-3.51191203319375193921924105905691755E-35), /* bf8c757356d0f3dd7fbefc0dd419ab50 */
+ L(-3.96728515624986649402960638705483281E-04), /* bff39ffffffffff09b996882706ec000 */
+ L(-5.51925962073095883016589497244931171E-36), /* bf89d586d49f22289cfc860bebb99056 */
+ L(-3.66210937499999945095511981300980754E-04), /* bff37fffffffffffefcb88bfc7df6000 */
+ L(-2.11696465278144529364423332249588595E-35), /* bf8bc23a84d28e5496c874ef9833be25 */
+ L(-3.35693359374992480958458008559640163E-04), /* bff35ffffffffff754c548a8798f2000 */
+ L(-8.58941791799705081104736787493668352E-35), /* bf8dc8b1192fb7c3662826d43acb7c68 */
+ L(-3.05175781250009811036303273640122156E-04), /* bff340000000000b4fb4f1aad1c76000 */
+ L(-8.61173897858769926480551302277426632E-35), /* bf8dc9e0eabb1c0b33051011b64769fa */
+ L(-2.74658203124987298321920308390303850E-04), /* bff31ffffffffff15b2056ac252fd000 */
+  L(3.35152809454778381053519808988046631E-37), /* 3f85c82fb59ff8d7c80d44e635420ab1 */
+ L(-2.44140624999999992770514819575735516E-04), /* bff2fffffffffffffbbb82d6a7636000 */
+  L(3.54445837111124472730013879165516908E-35), /* 3f8c78e955b01378be647b1c92aa9a77 */
+ L(-2.13623046875012756463165168672749438E-04), /* bff2c0000000001d6a1635fea6bbf000 */
+  L(1.50050816288650121729916777279129473E-35), /* 3f8b3f1f6f616a61129a58e131cbd31d */
+ L(-1.83105468749991323078784464300306893E-04), /* bff27fffffffffebfe0cbd0c82399000 */
+ L(-9.14919506501448661140572099029756008E-37), /* bf873754bacaa9d9513b6127e791eb47 */
+ L(-1.52587890625013337032336300236461546E-04), /* bff240000000001ec0cb57f2cc995000 */
+  L(2.84906084373176180870418394956384516E-35), /* 3f8c2ef6d03a7e6ab087c4f099e4de89 */
+ L(-1.22070312499990746786116828458007518E-04), /* bff1ffffffffffd553bbb49f35a34000 */
+  L(6.71618008964968339584520728412444537E-36), /* 3f8a1dacb99c60071fc9cd2349495bf0 */
+ L(-9.15527343750029275602791047595142231E-05), /* bff180000000000d8040cd6ecde28000 */
+ L(-1.95753652091078750312541716951402172E-35), /* bf8ba0526cfb24d8d59122f1c7a09a14 */
+ L(-6.10351562499913258461494008080572701E-05), /* bff0ffffffffffaffebbb92d7f6a9000 */
+  L(5.69868489273961111703398456218119973E-36), /* 3f89e4ca5df09ef4a4386dd5b3bf0331 */
+ L(-3.05175781250092882818419203884960853E-05), /* bff0000000000055ab55de88fac1d000 */
+  L(9.03341100018476837609128961872915953E-36), /* 3f8a803d229fa3a0e834a63abb06662b */
+#define T_EXPL_ARG2 (2*T_EXPL_ARG1 + 2 + 2*65)
+  L(0.00000000000000000000000000000000000E+00), /* 00000000000000000000000000000000 */
+  L(0.00000000000000000000000000000000000E+00), /* 00000000000000000000000000000000 */
+  L(3.05175781249814607084128277672749162E-05), /* 3feffffffffffeaa02abb9102f499000 */
+  L(1.00271855391179733380665816525889949E-36), /* 3f8755351afa042ac3f58114824d4c10 */
+  L(6.10351562500179243748093427073421439E-05), /* 3ff1000000000052a95de07a4c26d000 */
+  L(1.67231624299180373502350811501181670E-36), /* 3f881c87a53691cae9d77f4e40d66616 */
+  L(9.15527343749970728685313252158399200E-05), /* 3ff17ffffffffff28040cc2acde28000 */
+  L(2.43665747834893104318707597514407880E-36), /* 3f889e9366c7c6c6a2ecb78dc9b0509e */
+  L(1.22070312500027751961838150070880064E-04), /* 3ff200000000003ffddde6c153b53000 */
+ L(-1.73322146370624186623546452226755405E-35), /* bf8b709d8d658ed5dbbe943de56ee84e */
+  L(1.52587890624995916105682628143179430E-04), /* 3ff23ffffffffff6954b56e285d23000 */
+  L(1.23580432650945898349135528000443828E-35), /* 3f8b06d396601dde16de7d7bc27346e6 */
+  L(1.83105468750008670314358488289621794E-04), /* 3ff2800000000013fe0cdc8c823b7000 */
+  L(4.30446229148833293310207915930740796E-35), /* 3f8cc9ba9bfe554a4f7f2fece291eb23 */
+  L(2.13623046875005741337455947623248132E-04), /* 3ff2c0000000000d3d1662de21a3f000 */
+ L(-3.96110759869520786681660669615255057E-35), /* bf8ca5379b04ff4a31aab0ceacc917e6 */
+  L(2.44140624999981493573336463433440506E-04), /* 3ff2ffffffffffd553bbdf48e0534000 */
+ L(-1.39617373942387888957350179316792928E-35), /* bf8b28eeedc286015802b63f96b8c5cd */
+  L(2.74658203124984920706309918754626834E-04), /* 3ff31fffffffffee9d60c8439ec1d000 */
+ L(-3.16168080483901830349738314447356223E-36), /* bf890cf74f81c77a611abc1243812444 */
+  L(3.05175781250008648918265055410966055E-04), /* 3ff3400000000009f8b5c9a346636000 */
+  L(8.54421306185008998867856704677221443E-35), /* 3f8dc649cd40922fc08adc6b6b20ead0 */
+  L(3.35693359374988945462612499316774515E-04), /* 3ff35ffffffffff34146c540f15b2000 */
+  L(7.96443137431639500475160850431097078E-35), /* 3f8da77638ed3148fc4d99d1c9e13446 */
+  L(3.66210937500027690542093987739604535E-04), /* 3ff380000000001fecce34bea89c4000 */
+  L(2.14507323877752361258862577769090367E-35), /* 3f8bc834e554d38894cf91957b0253d3 */
+  L(3.96728515625003928083564943615052121E-04), /* 3ff3a00000000004875d9a4acf6ab000 */
+  L(4.88358523466632050664019922448605508E-35), /* 3f8d03a7eaeef1a9f78c71a12c44dd28 */
+  L(4.27246093750017799227172345607351585E-04), /* 3ff3c00000000014856794c3ee850000 */
+  L(6.66520494592631402182216588784828935E-35), /* 3f8d6262118fcdb59b8f16108f5f1a6c */
+  L(4.57763671875002108342364320152138181E-04), /* 3ff3e000000000026e45d855410b9000 */
+  L(7.21799615960261390920033272189522298E-35), /* 3f8d7fc645cff8879462296af975c9fd */
+  L(4.88281249999999768797631616370963356E-04), /* 3ff3ffffffffffffbbc2d7cc004df000 */
+ L(-5.30564629906905979452258114088325361E-35), /* bf8d1a18b71929a30d67a217a27ae851 */
+  L(5.18798828124997339054881383202487041E-04), /* 3ff40ffffffffffe775055eea5851000 */
+ L(-4.03682911253647925867848180522846377E-35), /* bf8cad44f0f3e5199d8a589d9332acad */
+  L(5.49316406249980511907933706754958501E-04), /* 3ff41ffffffffff4c410b29bb62fb000 */
+ L(-2.08166843948323917121806956728438051E-35), /* bf8bbab8cf691403249fe5b699e25143 */
+  L(5.79833984374989593561576568548497165E-04), /* 3ff42ffffffffffa0047df328d817000 */
+ L(-1.72745033420153042445343706432627539E-34), /* bf8ecb3c2d7d3a9e6e960576be901fdf */
+  L(6.10351562500008540711511259540838154E-04), /* 3ff4400000000004ec62f54f8c271000 */
+  L(7.41889382604319545724663095428976499E-35), /* 3f8d8a74c002c81a47c93b8e05d15f8e */
+  L(6.40869140625020444702875407535884986E-04), /* 3ff450000000000bc91b09718515d000 */
+ L(-4.47321009727305792048065440180490107E-35), /* bf8cdbac5c8fe70822081d8993eb5cb6 */
+  L(6.71386718750007531635964622352684074E-04), /* 3ff460000000000457792973db05c000 */
+  L(5.13698959677949336513874456684462092E-35), /* 3f8d112114436949c5ef38d8049004ab */
+  L(7.01904296875006634673332887754430334E-04), /* 3ff4700000000003d31adf2cb8b1d000 */
+ L(-8.25665755717729437292989870760751482E-35), /* bf8db6ffcc8ef71f8e648e3a8b160f5a */
+  L(7.32421874999998244664170215504673504E-04), /* 3ff47ffffffffffefcf5498bd5c8a000 */
+ L(-5.64005234937832153139057628112753364E-35), /* bf8d2be06a1dfe90e7bf90fba7c12a98 */
+  L(7.62939453125017456345986752604096408E-04), /* 3ff490000000000a101a1b093d4a8000 */
+ L(-1.11084094120417622468550608896588329E-34), /* bf8e274feabd2d94f6694507a46accb1 */
+  L(7.93457031249987558617598988993908016E-04), /* 3ff49ffffffffff8d3f9dcab74bbf000 */
+ L(-1.22966480225449015129079129940978828E-34), /* bf8e46e6a65eef8fa9e42eddf3da305e */
+  L(8.23974609374997378723747633335135819E-04), /* 3ff4affffffffffe7d2afbaa55b26000 */
+ L(-1.62270010016794279091906973366704963E-34), /* bf8eaf633f057ebdb664a34566401c4e */
+  L(8.54492187500023938282350821569920958E-04), /* 3ff4c0000000000dccaabce399e59000 */
+ L(-1.39076361712838158775374263169606160E-34), /* bf8e71ba779364b3bbdba7841f2c4ca1 */
+  L(8.85009765624987932362186815286691297E-04), /* 3ff4cffffffffff90b218886edc2a000 */
+  L(4.07328275060905585228261577392403980E-35), /* 3f8cb1254dbb6ea4b8cfa5ed4cf28d24 */
+  L(9.15527343749975579461305518559161974E-04), /* 3ff4dffffffffff1ec2a21f25df33000 */
+  L(1.16855112459192484947855553716334015E-35), /* 3f8af10bf319e9f5270cf249eeffbe5c */
+  L(9.46044921875016761584725882821122521E-04), /* 3ff4f00000000009a992c46c16d71000 */
+  L(9.51660680007524262741115611071680436E-35), /* 3f8df9fd56e81f8edf133843910ee831 */
+  L(9.76562499999974118878133088548272636E-04), /* 3ff4fffffffffff1149edc46a6df6000 */
+ L(-5.65271128977550656964071208289181661E-36), /* bf89e0e12689dd721aa2314c81eb6429 */
+  L(1.00708007812498671732140389760347830E-03), /* 3ff507fffffffffc2be94b90ed091000 */
+ L(-1.43355074891483635310132767255371379E-34), /* bf8e7d1a688c247b16022daab1316d55 */
+  L(1.03759765625002637786192745235343007E-03), /* 3ff51000000000079a57b966bc158000 */
+  L(2.95905815240957629366749917020106928E-34), /* 3f8f895387fc73bb38f8a1b254c01a60 */
+  L(1.06811523437500860568717813047520763E-03), /* 3ff51800000000027afcd5b35f5e6000 */
+ L(-5.98328495358586628195372356742878314E-35), /* bf8d3e204130013bf6328f1b70ff8c76 */
+  L(1.09863281250001439958487251556220070E-03), /* 3ff5200000000004268077c6c66bd000 */
+  L(2.41371837889426603334113000868144760E-34), /* 3f8f40d6948edf864054ccf151f9815e */
+  L(1.12915039062501298413451613770002366E-03), /* 3ff5280000000003be0f5dd8fe81b000 */
+ L(-1.28815268997394164973472617519705703E-34), /* bf8e567321172ea089dce4bc8354ecb7 */
+  L(1.15966796874997272036339054191407232E-03), /* 3ff52ffffffffff8231e3bcfff1e8000 */
+  L(1.02996064554316248496839462594377804E-34), /* 3f8e11cf7d402789244f68e2d4f985b1 */
+  L(1.19018554687502744121802585360546796E-03), /* 3ff5380000000007e8cdf3f8f6c20000 */
+ L(-1.43453217726255628994625761307322163E-34), /* bf8e7d5d3370d85a374f5f4802fc517a */
+  L(1.22070312499997743541996266398850614E-03), /* 3ff53ffffffffff97f0722561f454000 */
+ L(-1.41086259180534339713692694428211646E-34), /* bf8e77125519ff76244dfec5fbd58402 */
+  L(1.25122070312501024092560690174507039E-03), /* 3ff5480000000002f3a59d8820691000 */
+  L(3.84102646020099293168698506729765213E-34), /* 3f8ffe8f5b86f9c3569c8f26e19b1f50 */
+  L(1.28173828124997986521442660131425390E-03), /* 3ff54ffffffffffa3250a764439d9000 */
+  L(1.44644589735033114377952806106652650E-34), /* 3f8e808801b80dcf38323cdbfdca2549 */
+  L(1.31225585937501665804856968749058137E-03), /* 3ff5580000000004cd25a414c6d62000 */
+  L(1.67474574742200577294563576414361377E-34), /* 3f8ebd394a151dbda4f81d5d83c0f1e9 */
+  L(1.34277343749997290265837386401818888E-03), /* 3ff55ffffffffff83091b042cfd59000 */
+ L(-1.55650565030381326742591837551559103E-34), /* bf8e9dca490d7fecfadba9625ffb91c5 */
+  L(1.37329101562497720784949380297774268E-03), /* 3ff567fffffffff96e3c7312f5ccf000 */
+  L(1.65279335325630026116581677369221748E-34), /* 3f8eb763496f5bd7404f2298b402074f */
+  L(1.40380859374999099958354100336136647E-03), /* 3ff56ffffffffffd67e2f09f2a381000 */
+  L(1.89919944388961890195706641264717076E-34), /* 3f8ef8e4d0ffdfeba982aa8829501389 */
+  L(1.43432617187497484122173130998160625E-03), /* 3ff577fffffffff8bf9c1d71af8a8000 */
+  L(2.57638517142061429772064578590009568E-34), /* 3f8f5675d82c1cc4ada70fd3a957b89a */
+  L(1.46484374999999929342158925502052945E-03), /* 3ff57fffffffffffcbdd1c7671b46000 */
+  L(1.76487201934184070490166772482073801E-34), /* 3f8ed52ef732458f6e4c5c07504f33cc */
+  L(1.49536132812502318451070466256902933E-03), /* 3ff5880000000006aeb7066c8ad43000 */
+  L(2.38068367275295804321313550609246656E-34), /* 3f8f3c7277ae6fc390ace5e06c0b025b */
+  L(1.52587890625000448053340248672949543E-03), /* 3ff59000000000014a9ae2104b3bc000 */
+  L(1.01174455568392813258454590274740959E-34), /* 3f8e0cf7c434762991bb38e12acee215 */
+  L(1.55639648437501113499837053523090913E-03), /* 3ff5980000000003359e2c204355e000 */
+ L(-2.82398418808099749023517211651363693E-35), /* bf8c2c4c2971d88caa95e15fb1ccb1a1 */
+  L(1.58691406249999937955142588308171026E-03), /* 3ff59fffffffffffd2380ecbc87c2000 */
+ L(-1.27361695572422741562701199136538047E-34), /* bf8e5295e0e206dfb0f0266c07225448 */
+  L(1.61743164062498000531048954475329309E-03), /* 3ff5a7fffffffffa3ca6fe61ed94c000 */
+ L(-1.22606548862580061633942923016222044E-34), /* bf8e45f1b17bb61039d21a351bb207b8 */
+  L(1.64794921875001835451453858682255576E-03), /* 3ff5b000000000054a52fa20f6565000 */
+  L(1.39132339594152335892305491425264583E-34), /* 3f8e71e0904c5449b414ee49b191cef2 */
+  L(1.67846679687501263995029340691547953E-03), /* 3ff5b80000000003a4a9e912c910b000 */
+  L(6.67245854693585315412242764786197029E-35), /* 3f8d62c4ccac1e7511a617d469468ccd */
+  L(1.70898437500002646861403514115369655E-03), /* 3ff5c00000000007a109fbaa7e015000 */
+  L(6.87367172354719289559624829652240928E-36), /* 3f8a245fa835eceb42bae8128d9336db */
+  L(1.73950195312501174308226096992992128E-03), /* 3ff5c80000000003627c8d637a005000 */
+ L(-2.20824271875474985927385878948759352E-34), /* bf8f25869b1cbefb25e735992f232f57 */
+  L(1.77001953124997491747605207736194513E-03), /* 3ff5cffffffffff8c53c84b6883b8000 */
+  L(3.43123048533596296514343180408963705E-34), /* 3f8fc816b91d173ddadbbf09b1287906 */
+  L(1.80053710937497698911127570705069398E-03), /* 3ff5d7fffffffff95e1899f4a8430000 */
+  L(3.99231237340890073475077494556136100E-35), /* 3f8ca889148f62fa854da5674df41279 */
+  L(1.83105468750002267094899598630423914E-03), /* 3ff5e0000000000688d21e62ba674000 */
+ L(-3.22274595655810623999007524769365273E-34), /* bf8fac605cb9ae01eb719675ced25560 */
+  L(1.86157226562500499224728040579690330E-03), /* 3ff5e80000000001705ce28a6d89e000 */
+  L(3.07094985075881613489605622068441083E-34), /* 3f8f98330225ec7e2c8f3c0d1c432b91 */
+  L(1.89208984374998234666824993196980949E-03), /* 3ff5effffffffffae969fdc7cd8cf000 */
+ L(-3.06287628722973914692165056776495733E-34), /* bf8f9720477d9cfa10e464df7f91020c */
+  L(1.92260742187501225343755557292811682E-03), /* 3ff5f800000000038824e428ed49a000 */
+  L(6.30049124729794620592961282769623368E-35), /* 3f8d4efdd7cd4336d88a6aa49e1e96bc */
+  L(1.95312499999998514894032051116231258E-03), /* 3ff5fffffffffffbb82f6a04f1ae0000 */
+ L(-6.14610057507500948543216998736262902E-35), /* bf8d46c862d39255370e7974d48daa7e */
+  L(1.98364257812501222021119324146882732E-03), /* 3ff6040000000001c2d8a1aa5188d000 */
+  L(3.71942298418113774118754986159801984E-34), /* 3f8fee6567d9940495519ffe62cbc9a4 */
+
+  L(7.06341639425619532977052017486130353E-01), /* 3ffe69a59c8245a9ac00000000000000 */
+  L(7.09106182437398424589503065362805501E-01), /* 3ffe6b0ff72deb89d000000000000000 */
+  L(7.11881545564596485142772053222870454E-01), /* 3ffe6c7bbce9a6d93000000000000000 */
+  L(7.14667771155948150507697391731198877E-01), /* 3ffe6de8ef213d71e000000000000000 */
+  L(7.17464901725936049503573599395167548E-01), /* 3ffe6f578f41e1a9e400000000000000 */
+  L(7.20272979955439790478166628417966422E-01), /* 3ffe70c79eba33c06c00000000000000 */
+  L(7.23092048692387218133958981525211129E-01), /* 3ffe72391efa434c7400000000000000 */
+  L(7.25922150952408251622927082280511968E-01), /* 3ffe73ac117390acd800000000000000 */
+  L(7.28763329919491220643124052003258839E-01), /* 3ffe752077990e79d000000000000000 */
+  L(7.31615628946641782803794740175362676E-01), /* 3ffe769652df22f7e000000000000000 */
+  L(7.34479091556544505525749855223693885E-01), /* 3ffe780da4bba98c4800000000000000 */
+  L(7.37353761442226890432394270646909717E-01), /* 3ffe79866ea5f432d400000000000000 */
+  L(7.40239682467726090031590047146892175E-01), /* 3ffe7b00b216ccf53000000000000000 */
+  L(7.43136898668758316688354170764796436E-01), /* 3ffe7c7c70887763c000000000000000 */
+  L(7.46045454253390638577059235103661194E-01), /* 3ffe7df9ab76b20fd000000000000000 */
+  L(7.48965393602715662213498148958024103E-01), /* 3ffe7f78645eb8076400000000000000 */
+  L(7.51896761271528629722027403659012634E-01), /* 3ffe80f89cbf42526400000000000000 */
+  L(7.54839601989007347171423134568613023E-01), /* 3ffe827a561889716000000000000000 */
+  L(7.57793960659394638668118204805068672E-01), /* 3ffe83fd91ec46ddc000000000000000 */
+  L(7.60759882362683631518152083117456641E-01), /* 3ffe858251bdb68b8c00000000000000 */
+  L(7.63737412355305483879774897104653064E-01), /* 3ffe87089711986c9400000000000000 */
+  L(7.66726596070820082262642358728044201E-01), /* 3ffe8890636e31f54400000000000000 */
+  L(7.69727479120609181517664865168626420E-01), /* 3ffe8a19b85b4fa2d800000000000000 */
+  L(7.72740107294572486917871856348938309E-01), /* 3ffe8ba4976246833800000000000000 */
+  L(7.75764526561826289752232810315035749E-01), /* 3ffe8d31020df5be4400000000000000 */
+  L(7.78800783071404878477039801509818062E-01), /* 3ffe8ebef9eac820b000000000000000 */
+  L(7.81848923152964780936002853195532225E-01), /* 3ffe904e8086b5a87800000000000000 */
+  L(7.84908993317491698871180005880887620E-01), /* 3ffe91df97714512d800000000000000 */
+  L(7.87981040258010162480317717381694820E-01), /* 3ffe9372403b8d6bcc00000000000000 */
+  L(7.91065110850296016042904057030682452E-01), /* 3ffe95067c78379f2800000000000000 */
+  L(7.94161252153591734614934694036492147E-01), /* 3ffe969c4dbb800b4800000000000000 */
+  L(7.97269511411324433014513601847284008E-01), /* 3ffe9833b59b38154400000000000000 */
+  L(8.00389936051826789142893403550260700E-01), /* 3ffe99ccb5aec7bec800000000000000 */
+  L(8.03522573689060742863077280162542593E-01), /* 3ffe9b674f8f2f3d7c00000000000000 */
+  L(8.06667472123343942680406826184480451E-01), /* 3ffe9d0384d70893f800000000000000 */
+  L(8.09824679342079301047618855591281317E-01), /* 3ffe9ea15722892c7800000000000000 */
+  L(8.12994243520486992160556383169023320E-01), /* 3ffea040c80f8374f000000000000000 */
+  L(8.16176213022339780422953481320291758E-01), /* 3ffea1e1d93d687d0000000000000000 */
+  L(8.19370636400700819157449927843117621E-01), /* 3ffea3848c4d49954c00000000000000 */
+  L(8.22577562398664585696650419777142815E-01), /* 3ffea528e2e1d9f09800000000000000 */
+  L(8.25797039950100647542896581398963463E-01), /* 3ffea6cede9f70467c00000000000000 */
+  L(8.29029118180400342863478613253391813E-01), /* 3ffea876812c0877bc00000000000000 */
+  L(8.32273846407226292054559735333896242E-01), /* 3ffeaa1fcc2f45343800000000000000 */
+  L(8.35531274141265073440720811959181447E-01), /* 3ffeabcac15271a2a400000000000000 */
+  L(8.38801451086982535754188461396552157E-01), /* 3ffead7762408309bc00000000000000 */
+  L(8.42084427143382358016410194068157580E-01), /* 3ffeaf25b0a61a7b4c00000000000000 */
+  L(8.45380252404767357221615498019673396E-01), /* 3ffeb0d5ae318680c400000000000000 */
+  L(8.48688977161503960155997106085123960E-01), /* 3ffeb2875c92c4c99400000000000000 */
+  L(8.52010651900789478530029441571969073E-01), /* 3ffeb43abd7b83db1c00000000000000 */
+  L(8.55345327307422548246407245642330963E-01), /* 3ffeb5efd29f24c26400000000000000 */
+  L(8.58693054264576483003423845730139874E-01), /* 3ffeb7a69db2bcc77800000000000000 */
+  L(8.62053883854575708767242758767679334E-01), /* 3ffeb95f206d17228000000000000000 */
+  L(8.65427867359675251357487013592617586E-01), /* 3ffebb195c86b6b29000000000000000 */
+  L(8.68815056262843166123843730019871145E-01), /* 3ffebcd553b9d7b62000000000000000 */
+  L(8.72215502248546159513864495238522068E-01), /* 3ffebe9307c271855000000000000000 */
+  L(8.75629257203538208242932228131394368E-01), /* 3ffec0527a5e384ddc00000000000000 */
+  L(8.79056373217652342599848225290770642E-01), /* 3ffec213ad4c9ed0d800000000000000 */
+  L(8.82496902584595399599010079327854328E-01), /* 3ffec3d6a24ed8221800000000000000 */
+  L(8.85950897802745995779361010136199184E-01), /* 3ffec59b5b27d9696800000000000000 */
+  L(8.89418411575955636383383762222365476E-01), /* 3ffec761d99c5ba58800000000000000 */
+  L(8.92899496814352794382685374330321793E-01), /* 3ffec92a1f72dd70d400000000000000 */
+  L(8.96394206635150403439382671422208659E-01), /* 3ffecaf42e73a4c7d800000000000000 */
+  L(8.99902594363456265202927397695020773E-01), /* 3ffeccc00868c0d18800000000000000 */
+  L(9.03424713533086704009278378180169966E-01), /* 3ffece8daf1e0ba94c00000000000000 */
+  L(9.06960617887383580004723171441582963E-01), /* 3ffed05d24612c2af000000000000000 */
+  L(9.10510361380034133338412516422977205E-01), /* 3ffed22e6a0197c02c00000000000000 */
+  L(9.14073998175894436579724811053893063E-01), /* 3ffed40181d094303400000000000000 */
+  L(9.17651582651815816982221463149471674E-01), /* 3ffed5d66da13970f400000000000000 */
+  L(9.21243169397474526149949269893113524E-01), /* 3ffed7ad2f48737a2000000000000000 */
+  L(9.24848813216204823639543519675498828E-01), /* 3ffed985c89d041a3000000000000000 */
+  L(9.28468569125835141431224428743007593E-01), /* 3ffedb603b7784cd1800000000000000 */
+  L(9.32102492359527579068867453315760940E-01), /* 3ffedd3c89b26894e000000000000000 */
+  L(9.35750638366620729469147477175283711E-01), /* 3ffedf1ab529fdd41c00000000000000 */
+  L(9.39413062813475779888605643463961314E-01), /* 3ffee0fabfbc702a3c00000000000000 */
+  L(9.43089821584325888048638830696290825E-01), /* 3ffee2dcab49ca51b400000000000000 */
+  L(9.46780970782128888929563004239753354E-01), /* 3ffee4c079b3f8000400000000000000 */
+  L(9.50486566729423443256052905780961737E-01), /* 3ffee6a62cdec7c7b000000000000000 */
+  L(9.54206665969188322362626308859034907E-01), /* 3ffee88dc6afecfbfc00000000000000 */
+  L(9.57941325265705301283958306157728657E-01), /* 3ffeea77490f0196b000000000000000 */
+  L(9.61690601605425299247542625380447134E-01), /* 3ffeec62b5e5881fb000000000000000 */
+  L(9.65454552197837823079851204965962097E-01), /* 3ffeee500f1eed967000000000000000 */
+  L(9.69233234476344074348475032820715569E-01), /* 3ffef03f56a88b5d7800000000000000 */
+  L(9.73026706099133165128733935489435680E-01), /* 3ffef2308e71a927a800000000000000 */
+  L(9.76835024950062025261843245971249416E-01), /* 3ffef423b86b7ee79000000000000000 */
+  L(9.80658249139538557015427500118676107E-01), /* 3ffef618d68936c09c00000000000000 */
+  L(9.84496437005408397968864164795377292E-01), /* 3ffef80feabfeefa4800000000000000 */
+  L(9.88349647113845042323276857132441364E-01), /* 3ffefa08f706bbf53800000000000000 */
+  L(9.92217938260243514925207364285597578E-01), /* 3ffefc03fd56aa225000000000000000 */
+  L(9.96101369470117486981664001177705359E-01), /* 3ffefe00ffaabffbbc00000000000000 */
+#define T_EXPL_RES1 (T_EXPL_ARG2 + 2 + 2*65 + 89)
+  L(1.00000000000000000000000000000000000E+00), /* 3fff0000000000000000000000000000 */
+  L(1.00391388933834757590801700644078664E+00), /* 3fff0100802ab5577800000000000000 */
+  L(1.00784309720644799091004983893071767E+00), /* 3fff0202015600445c00000000000000 */
+  L(1.01178768355933151879000320150225889E+00), /* 3fff0304848362076c00000000000000 */
+  L(1.01574770858668572692806719715008512E+00), /* 3fff04080ab55de39000000000000000 */
+  L(1.01972323271377413034244341361045372E+00), /* 3fff050c94ef7a206c00000000000000 */
+  L(1.02371431660235789884438872832106426E+00), /* 3fff06122436410dd000000000000000 */
+  L(1.02772102115162167201845022646011785E+00), /* 3fff0718b98f42085000000000000000 */
+  L(1.03174340749910264936062276319717057E+00), /* 3fff08205601127ec800000000000000 */
+  L(1.03578153702162378824169763902318664E+00), /* 3fff0928fa934ef90800000000000000 */
+  L(1.03983547133622999947277776300325058E+00), /* 3fff0a32a84e9c1f5800000000000000 */
+  L(1.04390527230112850620713516036630608E+00), /* 3fff0b3d603ca7c32800000000000000 */
+  L(1.04799100201663270004459604933799710E+00), /* 3fff0c49236829e8bc00000000000000 */
+  L(1.05209272282610977189420964350574650E+00), /* 3fff0d55f2dce5d1e800000000000000 */
+  L(1.05621049731693195106174698594259098E+00), /* 3fff0e63cfa7ab09d000000000000000 */
+  L(1.06034438832143151909548350886325352E+00), /* 3fff0f72bad65671b800000000000000 */
+  L(1.06449445891785943185681162503897212E+00), /* 3fff1082b577d34ed800000000000000 */
+  L(1.06866077243134810492719566354935523E+00), /* 3fff1193c09c1c595c00000000000000 */
+  L(1.07284339243487741866189821848820429E+00), /* 3fff12a5dd543ccc4c00000000000000 */
+  L(1.07704238275024494209120007326419000E+00), /* 3fff13b90cb25176a400000000000000 */
+  L(1.08125780744903959851299646288680378E+00), /* 3fff14cd4fc989cd6400000000000000 */
+  L(1.08548973085361949442173568058933597E+00), /* 3fff15e2a7ae28fecc00000000000000 */
+  L(1.08973821753809324563988525369495619E+00), /* 3fff16f9157587069400000000000000 */
+  L(1.09400333232930546678574046381982043E+00), /* 3fff18109a3611c35000000000000000 */
+  L(1.09828514030782586896606289883493446E+00), /* 3fff192937074e0cd800000000000000 */
+  L(1.10258370680894224324930519287590869E+00), /* 3fff1a42ed01d8cbc800000000000000 */
+  L(1.10689909742365749645287564817408565E+00), /* 3fff1b5dbd3f68122400000000000000 */
+  L(1.11123137799969046168868658241990488E+00), /* 3fff1c79a8dacc350c00000000000000 */
+  L(1.11558061464248076122274255794764031E+00), /* 3fff1d96b0eff0e79400000000000000 */
+  L(1.11994687371619722204840741142106708E+00), /* 3fff1eb4d69bde569c00000000000000 */
+  L(1.12433022184475073235176978414529003E+00), /* 3fff1fd41afcba45e800000000000000 */
+  L(1.12873072591281087273529237791080959E+00), /* 3fff20f47f31c92e4800000000000000 */
+  L(1.13314845306682632219974493636982515E+00), /* 3fff2216045b6f5cd000000000000000 */
+  L(1.13758347071604959399593326452304609E+00), /* 3fff2338ab9b32134800000000000000 */
+  L(1.14203584653356560174586320499656722E+00), /* 3fff245c7613b8a9b000000000000000 */
+  L(1.14650564845732405583333957110880874E+00), /* 3fff258164e8cdb0d800000000000000 */
+  L(1.15099294469117646722011727433709893E+00), /* 3fff26a7793f60164400000000000000 */
+  L(1.15549780370591653744227755851170514E+00), /* 3fff27ceb43d84490400000000000000 */
+  L(1.16002029424032515603215642840950750E+00), /* 3fff28f7170a755fd800000000000000 */
+  L(1.16456048530221917269855680387991015E+00), /* 3fff2a20a2ce96406400000000000000 */
+  L(1.16911844616950438835445424956560601E+00), /* 3fff2b4b58b372c79400000000000000 */
+  L(1.17369424639123270948104504896036815E+00), /* 3fff2c7739e3c0f32c00000000000000 */
+  L(1.17828795578866324378353169777255971E+00), /* 3fff2da4478b620c7400000000000000 */
+  L(1.18289964445632783673900689791480545E+00), /* 3fff2ed282d763d42400000000000000 */
+  L(1.18752938276310060494722620205720887E+00), /* 3fff3001ecf601af7000000000000000 */
+  L(1.19217724135327157730657177125976887E+00), /* 3fff31328716a5d63c00000000000000 */
+  L(1.19684329114762477708211463323095813E+00), /* 3fff32645269ea829000000000000000 */
+  L(1.20152760334452030077656559114984702E+00), /* 3fff339750219b212c00000000000000 */
+  L(1.20623024942098072687102217059873510E+00), /* 3fff34cb8170b5835400000000000000 */
+  L(1.21095130113378179892436037334846333E+00), /* 3fff3600e78b6b11d000000000000000 */
+  L(1.21569083052054743854242246925423387E+00), /* 3fff373783a722012400000000000000 */
+  L(1.22044890990084875515009343871497549E+00), /* 3fff386f56fa7686e800000000000000 */
+  L(1.22522561187730755216662714701669756E+00), /* 3fff39a862bd3c106400000000000000 */
+  L(1.23002100933670455162882717559114099E+00), /* 3fff3ae2a8287e7a8000000000000000 */
+  L(1.23483517545109100499445276000187732E+00), /* 3fff3c1e2876834aa800000000000000 */
+  L(1.23966818367890557750499169742397498E+00), /* 3fff3d5ae4e2cae92c00000000000000 */
+  L(1.24452010776609517384017067342938390E+00), /* 3fff3e98deaa11dcbc00000000000000 */
+  L(1.24939102174724003813111039562500082E+00), /* 3fff3fd8170a52071800000000000000 */
+  L(1.25428099994668373895478907797951251E+00), /* 3fff41188f42c3e32000000000000000 */
+  L(1.25919011697966698459794088194030337E+00), /* 3fff425a4893dfc3f800000000000000 */
+  L(1.26411844775346637881341393949696794E+00), /* 3fff439d443f5f159000000000000000 */
+  L(1.26906606746853711786826579555054195E+00), /* 3fff44e183883d9e4800000000000000 */
+  L(1.27403305161966090564007458851847332E+00), /* 3fff462707b2bac20c00000000000000 */
+  L(1.27901947599709753244923149395617656E+00), /* 3fff476dd2045ac67800000000000000 */
+  L(1.28402541668774150540599521264084615E+00), /* 3fff48b5e3c3e8186800000000000000 */
+  L(1.28905095007628295311619126550795045E+00), /* 3fff49ff3e397492bc00000000000000 */
+  L(1.29409615284637330434591717676084954E+00), /* 3fff4b49e2ae5ac67400000000000000 */
+  L(1.29916110198179535206719492634874769E+00), /* 3fff4c95d26d3f440800000000000000 */
+  L(1.30424587476763775839572190307080746E+00), /* 3fff4de30ec211e60000000000000000 */
+  L(1.30935054879147461104338390214252286E+00), /* 3fff4f3198fa0f1cf800000000000000 */
+  L(1.31447520194454914310711046709911898E+00), /* 3fff50817263c13cd000000000000000 */
+  L(1.31961991242296217130558488861424848E+00), /* 3fff51d29c4f01cb3000000000000000 */
+  L(1.32478475872886558573071624778094701E+00), /* 3fff5325180cfacf7800000000000000 */
+  L(1.32996981967165983640200010995613411E+00), /* 3fff5478e6f02823d000000000000000 */
+  L(1.33517517436919680440254865061433520E+00), /* 3fff55ce0a4c58c7bc00000000000000 */
+  L(1.34040090224898678084031189428060316E+00), /* 3fff57248376b033d800000000000000 */
+  L(1.34564708304941055283521222918352578E+00), /* 3fff587c53c5a7af0400000000000000 */
+  L(1.35091379682093615244298234756570309E+00), /* 3fff59d57c910fa4e000000000000000 */
+  L(1.35620112392734021300455538039386738E+00), /* 3fff5b2fff3210fd9400000000000000 */
+  L(1.36150914504693443252136830778908916E+00), /* 3fff5c8bdd032e770800000000000000 */
+  L(1.36683794117379636690046140756749082E+00), /* 3fff5de9176045ff5400000000000000 */
+  L(1.37218759361900544124779344201670028E+00), /* 3fff5f47afa69210a800000000000000 */
+  L(1.37755818401188367960941150158760138E+00), /* 3fff60a7a734ab0e8800000000000000 */
+  L(1.38294979430124120867162673675920814E+00), /* 3fff6208ff6a88a46000000000000000 */
+  L(1.38836250675662681297595213436579797E+00), /* 3fff636bb9a983258400000000000000 */
+  L(1.39379640396958309755959248832368758E+00), /* 3fff64cfd75454ee7c00000000000000 */
+  L(1.39925156885490681313299887733592186E+00), /* 3fff663559cf1bc7c400000000000000 */
+  L(1.40472808465191417726103395580139477E+00), /* 3fff679c427f5a49f400000000000000 */
+  L(1.41022603492571069194738697660795879E+00), /* 3fff690492cbf9432c00000000000000 */
+  L(1.41574550356846662335641440222389065E+00), /* 3fff6a6e4c1d491e1800000000000000 */
+
+  L(9.98018323540573404351050612604012713E-01), /* 3ffefefc41f8d4bdb000000000000000 */
+  L(9.98048781107475468932221929208026268E-01), /* 3ffeff003ff556aa8800000000000000 */
+  L(9.98079239603882895082165305211674422E-01), /* 3ffeff043df9d4986000000000000000 */
+  L(9.98109699029824021243584297735651489E-01), /* 3ffeff083c064e972c00000000000000 */
+  L(9.98140159385327269125909310787392315E-01), /* 3ffeff0c3a1ac4b6ec00000000000000 */
+  L(9.98170620670420977171843901487591211E-01), /* 3ffeff10383737079400000000000000 */
+  L(9.98201082885133511579667242585856002E-01), /* 3ffeff14365ba5991c00000000000000 */
+  L(9.98231546029493238547658506831794512E-01), /* 3ffeff183488107b7c00000000000000 */
+  L(9.98262010103528552029672482603928074E-01), /* 3ffeff1c32bc77beb000000000000000 */
+  L(9.98292475107267818223988342651864514E-01), /* 3ffeff2030f8db72b000000000000000 */
+  L(9.98322941040739375573309644096298143E-01), /* 3ffeff242f3d3ba77000000000000000 */
+  L(9.98353407903971645787066790944663808E-01), /* 3ffeff282d89986cf000000000000000 */
+  L(9.98383875696992967307963340317655820E-01), /* 3ffeff2c2bddf1d32400000000000000 */
+  L(9.98414344419831761845429696222709026E-01), /* 3ffeff302a3a47ea0c00000000000000 */
+  L(9.98444814072516340086593800151604228E-01), /* 3ffeff34289e9ac19800000000000000 */
+  L(9.98475284655075123740886056111776270E-01), /* 3ffeff38270aea69c800000000000000 */
+  L(9.98505756167536479006585636852832977E-01), /* 3ffeff3c257f36f29400000000000000 */
+  L(9.98536228609928799837547330753295682E-01), /* 3ffeff4023fb806bf800000000000000 */
+  L(9.98566701982280452432050310562772211E-01), /* 3ffeff44227fc6e5ec00000000000000 */
+  L(9.98597176284619802988373749030870385E-01), /* 3ffeff48210c0a706800000000000000 */
+  L(9.98627651516975245460372434536111541E-01), /* 3ffeff4c1fa04b1b6800000000000000 */
+  L(9.98658127679375173801901155457017012E-01), /* 3ffeff501e3c88f6e800000000000000 */
+  L(9.98688604771847954211239084543194622E-01), /* 3ffeff541ce0c412e000000000000000 */
+  L(9.98719082794421980642241010173165705E-01), /* 3ffeff581b8cfc7f4c00000000000000 */
+  L(9.98749561747125619293186105096538085E-01), /* 3ffeff5c1a41324c2400000000000000 */
+  L(9.98780041629987291873504773320746608E-01), /* 3ffeff6018fd65896800000000000000 */
+  L(9.98810522443035364581476187595399097E-01), /* 3ffeff6417c196471000000000000000 */
+  L(9.98841004186298203615379520670103375E-01), /* 3ffeff68168dc4951400000000000000 */
+  L(9.98871486859804230684645176552294288E-01), /* 3ffeff6c1561f0837400000000000000 */
+  L(9.98901970463581839743127943620493170E-01), /* 3ffeff70143e1a222c00000000000000 */
+  L(9.98932454997659369233531378995394334E-01), /* 3ffeff74132241813000000000000000 */
+  L(9.98962940462065268620861502313346136E-01), /* 3ffeff78120e66b08400000000000000 */
+  L(9.98993426856827904103397486323956400E-01), /* 3ffeff7c110289c02000000000000000 */
+  L(9.99023914181975669634994119405746460E-01), /* 3ffeff800ffeaac00000000000000000 */
+  L(9.99054402437536959169506189937237650E-01), /* 3ffeff840f02c9c02000000000000000 */
+  L(9.99084891623540138905212870668037795E-01), /* 3ffeff880e0ee6d07800000000000000 */
+  L(9.99115381740013658307120181234495249E-01), /* 3ffeff8c0d2302010c00000000000000 */
+  L(9.99145872786985911329082910015131347E-01), /* 3ffeff900c3f1b61d800000000000000 */
+  L(9.99176364764485236413804614130640402E-01), /* 3ffeff940b633302d000000000000000 */
+  L(9.99206857672540083026291313217370771E-01), /* 3ffeff980a8f48f3f800000000000000 */
+  L(9.99237351511178817364822180024930276E-01), /* 3ffeff9c09c35d454800000000000000 */
+  L(9.99267846280429861138827618560753763E-01), /* 3ffeffa008ff7006c000000000000000 */
+  L(9.99298341980321608302162417203362565E-01), /* 3ffeffa4084381485c00000000000000 */
+  L(9.99328838610882452808681364331278019E-01), /* 3ffeffa8078f911a1800000000000000 */
+  L(9.99359336172140816367814863951934967E-01), /* 3ffeffac06e39f8bf400000000000000 */
+  L(9.99389834664125092933417704443854745E-01), /* 3ffeffb0063facadec00000000000000 */
+  L(9.99420334086863676459344674185558688E-01), /* 3ffeffb405a3b88ffc00000000000000 */
+  L(9.99450834440384988655026177184481639E-01), /* 3ffeffb8050fc3422400000000000000 */
+  L(9.99481335724717395718741386190231424E-01), /* 3ffeffbc0483ccd45c00000000000000 */
+  L(9.99511837939889374871071936468069907E-01), /* 3ffeffc003ffd556ac00000000000000 */
+  L(9.99542341085929264554721385138691403E-01), /* 3ffeffc40383dcd90800000000000000 */
+  L(9.99572845162865514234695751838444266E-01), /* 3ffeffc8030fe36b7400000000000000 */
+  L(9.99603350170726517864849824945849832E-01), /* 3ffeffcc02a3e91dec00000000000000 */
+  L(9.99633856109540669399038392839429434E-01), /* 3ffeffd0023fee006c00000000000000 */
+  L(9.99664362979336418302267475155531429E-01), /* 3ffeffd401e3f222f800000000000000 */
+  L(9.99694870780142130772816244643763639E-01), /* 3ffeffd8018ff5958800000000000000 */
+  L(9.99725379511986284031266336569387931E-01), /* 3ffeffdc0143f8682400000000000000 */
+  L(9.99755889174897216520321308053098619E-01), /* 3ffeffe000fffaaac000000000000000 */
+  L(9.99786399768903377704987178731244057E-01), /* 3ffeffe400c3fc6d6000000000000000 */
+  L(9.99816911294033217050269968240172602E-01), /* 3ffeffe8008ffdc00800000000000000 */
+  L(9.99847423750315072998873233700578567E-01), /* 3ffeffec0063feb2ac00000000000000 */
+  L(9.99877937137777450526954226006637327E-01), /* 3ffefff0003fff555800000000000000 */
+  L(9.99908451456448688077216502279043198E-01), /* 3ffefff40023ffb80000000000000000 */
+  L(9.99938966706357262870241697783058044E-01), /* 3ffefff8000fffeaac00000000000000 */
+  L(9.99969482887531541104308985268289689E-01), /* 3ffefffc0003fffd5400000000000000 */
+#define T_EXPL_RES2 (T_EXPL_RES1 + 1 + 89 + 65)
+  L(1.00000000000000000000000000000000000E+00), /* 3fff0000000000000000000000000000 */
+  L(1.00003051804379100575559391472779680E+00), /* 3fff0002000200015400000000000000 */
+  L(1.00006103701893306334724798034585547E+00), /* 3fff00040008000aac00000000000000 */
+  L(1.00009155692545448346209013834595680E+00), /* 3fff0006001200240000000000000000 */
+  L(1.00012207776338379883185325525118969E+00), /* 3fff0008002000555800000000000000 */
+  L(1.00015259953274932014366527255333494E+00), /* 3fff000a003200a6ac00000000000000 */
+  L(1.00018312223357958012925905677548144E+00), /* 3fff000c004801200400000000000000 */
+  L(1.00021364586590294498691378066723701E+00), /* 3fff000e006201c95c00000000000000 */
+  L(1.00024417042974783642605984823603649E+00), /* 3fff0010008002aab400000000000000 */
+  L(1.00027469592514273166727889474714175E+00), /* 3fff001200a203cc1000000000000000 */
+  L(1.00030522235211605242000132420798764E+00), /* 3fff001400c805357000000000000000 */
+  L(1.00033574971069616488250630936818197E+00), /* 3fff001600f206eed000000000000000 */
+  L(1.00036627800091160178652671675081365E+00), /* 3fff0018012009003800000000000000 */
+  L(1.00039680722279067381919048784766346E+00), /* 3fff001a01520b71a000000000000000 */
+  L(1.00042733737636191371223048918182030E+00), /* 3fff001c01880e4b1000000000000000 */
+  L(1.00045786846165368766392589350289200E+00), /* 3fff001e01c211948400000000000000 */
+  L(1.00048840047869447289485833607614040E+00), /* 3fff0020020015560000000000000000 */
+  L(1.00051893342751269111445822090900037E+00), /* 3fff0022024219978400000000000000 */
+  L(1.00054946730813676403215595200890675E+00), /* 3fff002402881e611000000000000000 */
+  L(1.00058000212059516886853316464112140E+00), /* 3fff002602d223baa800000000000000 */
+  L(1.00061053786491632733302026281307917E+00), /* 3fff0028032029ac4c00000000000000 */
+  L(1.00064107454112866113504765053221490E+00), /* 3fff002a0372303dfc00000000000000 */
+  L(1.00067161214926059198404573180596344E+00), /* 3fff002c03c83777b800000000000000 */
+  L(1.00070215068934059710059614189958666E+00), /* 3fff002e04223f618400000000000000 */
+  L(1.00073269016139709819412928482051939E+00), /* 3fff0030048048036000000000000000 */
+  L(1.00076323056545857248522679583402351E+00), /* 3fff003204e251655000000000000000 */
+  L(1.00079377190155338617216784768970683E+00), /* 3fff003405485b8f5000000000000000 */
+  L(1.00082431416971007198668530691065826E+00), /* 3fff003605b266896800000000000000 */
+  L(1.00085485736995705163820957750431262E+00), /* 3fff00380620725b9800000000000000 */
+  L(1.00088540150232269132501983222027775E+00), /* 3fff003a06927f0ddc00000000000000 */
+  L(1.00091594656683552377884893758164253E+00), /* 3fff003c07088ca83c00000000000000 */
+  L(1.00094649256352402622027852885366883E+00), /* 3fff003e07829b32bc00000000000000 */
+  L(1.00097703949241650933643654752813745E+00), /* 3fff00400800aab55400000000000000 */
+  L(1.00100758735354156137020709138596430E+00), /* 3fff00420882bb381000000000000000 */
+  L(1.00103813614692760403102056443458423E+00), /* 3fff00440908ccc2f000000000000000 */
+  L(1.00106868587260300351715613942360505E+00), /* 3fff00460992df5df000000000000000 */
+  L(1.00109923653059629256034668287611566E+00), /* 3fff00480a20f3111800000000000000 */
+  L(1.00112978812093589287002259879955091E+00), /* 3fff004a0ab307e46800000000000000 */
+  L(1.00116034064365022615561429120134562E+00), /* 3fff004c0b491ddfe000000000000000 */
+  L(1.00119089409876788066000585786241572E+00), /* 3fff004e0be3350b8c00000000000000 */
+  L(1.00122144848631711155917400901671499E+00), /* 3fff00500c814d6f6000000000000000 */
+  L(1.00125200380632656260715407370298635E+00), /* 3fff00520d2367136c00000000000000 */
+  L(1.00128256005882454449107399341301061E+00), /* 3fff00540dc981ffa800000000000000 */
+  L(1.00131311724383964545381786592770368E+00), /* 3fff00560e739e3c2000000000000000 */
+  L(1.00134367536140017618251363273884635E+00), /* 3fff00580f21bbd0cc00000000000000 */
+  L(1.00137423441153472492004539162735455E+00), /* 3fff005a0fd3dac5b800000000000000 */
+  L(1.00140479439427171337584354660066310E+00), /* 3fff005c1089fb22e400000000000000 */
+  L(1.00143535530963956325933850166620687E+00), /* 3fff005e11441cf05000000000000000 */
+  L(1.00146591715766680730226312334707472E+00), /* 3fff0060120240360400000000000000 */
+  L(1.00149647993838186721404781565070152E+00), /* 3fff006212c464fc0000000000000000 */
+  L(1.00152704365181316470412298258452211E+00), /* 3fff0064138a8b4a4400000000000000 */
+  L(1.00155760829798923250422149067162536E+00), /* 3fff00661454b328d800000000000000 */
+  L(1.00158817387693849232377374391944613E+00), /* 3fff00681522dc9fbc00000000000000 */
+  L(1.00161874038868942138336137759324629E+00), /* 3fff006a15f507b6f400000000000000 */
+  L(1.00164930783327055241471725821611471E+00), /* 3fff006c16cb34768800000000000000 */
+  L(1.00167987621071025161612055853765924E+00), /* 3fff006e17a562e67400000000000000 */
+  L(1.00171044552103705171930414508096874E+00), /* 3fff00701883930ec000000000000000 */
+  L(1.00174101576427937443369842185347807E+00), /* 3fff00721965c4f76c00000000000000 */
+  L(1.00177158694046569697988502412044909E+00), /* 3fff00741a4bf8a87c00000000000000 */
+  L(1.00180215904962455208959681840497069E+00), /* 3fff00761b362e29f800000000000000 */
+  L(1.00183273209178441698341543997230474E+00), /* 3fff00781c246583e400000000000000 */
+  L(1.00186330606697365785962006157205906E+00), /* 3fff007a1d169ebe3c00000000000000 */
+  L(1.00189388097522080744994354972732253E+00), /* 3fff007c1e0cd9e10800000000000000 */
+  L(1.00192445681655439848611877096118405E+00), /* 3fff007e1f0716f45000000000000000 */
+  L(1.00195503359100279716642489802325144E+00), /* 3fff0080200556001000000000000000 */
+  L(1.00198561129859459173374602869444061E+00), /* 3fff00822107970c5400000000000000 */
+};
author	Gabriel F. T. Gomes <gabriel@inconstante.eti.br>	2017-09-04 14:34:04 -0300
committer	Gabriel F. T. Gomes <gabriel@inconstante.eti.br>	2017-09-21 17:37:39 -0300
commit	c5c2e667bf834951ea95fc5124da4ef093711ebe (patch)
tree	ed57ab53a769264ba7762935ed73fdb53e61d2f7 /sysdeps/ieee754/ldbl-128ibm
parent	e010deb231113e92f5f351315645a8197857dffd (diff)
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