ldbl-128: Use L(x) macro for long double constants

This runs the attached sed script against these files using
a regex which aggressively matches long double literals
when not obviously part of a comment.

Likewise, 5 digit or less integral constants are replaced
with integer constants, excepting the two cases of 0 used
in large tables, which are also the only integral values
of the form x.0*E0L encountered within these converted
files.

Likewise, -L(x) is transformed into L(-x).

Naturally, the script has a few minor hiccups which are
more clearly remedied via the attached fixup patch.  Such
hiccups include, context-sensitive promotion to a real
type, and munging constants inside harder to detect
comment blocks.

1 files changed, 96 insertions, 96 deletions

diff --git a/sysdeps/ieee754/ldbl-128/s_atanl.c b/sysdeps/ieee754/ldbl-128/s_atanl.c
index 11519fc..6f2cd54 100644
--- a/sysdeps/ieee754/ldbl-128/s_atanl.c
+++ b/sysdeps/ieee754/ldbl-128/s_atanl.c
@@ -65,90 +65,90 @@
 
 /* arctan(k/8), k = 0, ..., 82 */
 static const _Float128 atantbl[84] = {
-  0.0000000000000000000000000000000000000000E0L,
-  1.2435499454676143503135484916387102557317E-1L, /* arctan(0.125)  */
-  2.4497866312686415417208248121127581091414E-1L,
-  3.5877067027057222039592006392646049977698E-1L,
-  4.6364760900080611621425623146121440202854E-1L,
-  5.5859931534356243597150821640166127034645E-1L,
-  6.4350110879328438680280922871732263804151E-1L,
-  7.1882999962162450541701415152590465395142E-1L,
-  7.8539816339744830961566084581987572104929E-1L,
-  8.4415398611317100251784414827164750652594E-1L,
-  8.9605538457134395617480071802993782702458E-1L,
-  9.4200004037946366473793717053459358607166E-1L,
-  9.8279372324732906798571061101466601449688E-1L,
-  1.0191413442663497346383429170230636487744E0L,
-  1.0516502125483736674598673120862998296302E0L,
-  1.0808390005411683108871567292171998202703E0L,
-  1.1071487177940905030170654601785370400700E0L,
-  1.1309537439791604464709335155363278047493E0L,
-  1.1525719972156675180401498626127513797495E0L,
-  1.1722738811284763866005949441337046149712E0L,
-  1.1902899496825317329277337748293183376012E0L,
-  1.2068173702852525303955115800565576303133E0L,
-  1.2220253232109896370417417439225704908830E0L,
-  1.2360594894780819419094519711090786987027E0L,
-  1.2490457723982544258299170772810901230778E0L,
-  1.2610933822524404193139408812473357720101E0L,
-  1.2722973952087173412961937498224804940684E0L,
-  1.2827408797442707473628852511364955306249E0L,
-  1.2924966677897852679030914214070816845853E0L,
-  1.3016288340091961438047858503666855921414E0L,
-  1.3101939350475556342564376891719053122733E0L,
-  1.3182420510168370498593302023271362531155E0L,
-  1.3258176636680324650592392104284756311844E0L,
-  1.3329603993374458675538498697331558093700E0L,
-  1.3397056595989995393283037525895557411039E0L,
-  1.3460851583802539310489409282517796256512E0L,
-  1.3521273809209546571891479413898128509842E0L,
-  1.3578579772154994751124898859640585287459E0L,
-  1.3633001003596939542892985278250991189943E0L,
-  1.3684746984165928776366381936948529556191E0L,
-  1.3734007669450158608612719264449611486510E0L,
-  1.3780955681325110444536609641291551522494E0L,
-  1.3825748214901258580599674177685685125566E0L,
-  1.3868528702577214543289381097042486034883E0L,
-  1.3909428270024183486427686943836432060856E0L,
-  1.3948567013423687823948122092044222644895E0L,
-  1.3986055122719575950126700816114282335732E0L,
-  1.4021993871854670105330304794336492676944E0L,
-  1.4056476493802697809521934019958079881002E0L,
-  1.4089588955564736949699075250792569287156E0L,
-  1.4121410646084952153676136718584891599630E0L,
-  1.4152014988178669079462550975833894394929E0L,
-  1.4181469983996314594038603039700989523716E0L,
-  1.4209838702219992566633046424614466661176E0L,
-  1.4237179714064941189018190466107297503086E0L,
-  1.4263547484202526397918060597281265695725E0L,
-  1.4288992721907326964184700745371983590908E0L,
-  1.4313562697035588982240194668401779312122E0L,
-  1.4337301524847089866404719096698873648610E0L,
-  1.4360250423171655234964275337155008780675E0L,
-  1.4382447944982225979614042479354815855386E0L,
-  1.4403930189057632173997301031392126865694E0L,
-  1.4424730991091018200252920599377292525125E0L,
-  1.4444882097316563655148453598508037025938E0L,
-  1.4464413322481351841999668424758804165254E0L,
-  1.4483352693775551917970437843145232637695E0L,
-  1.4501726582147939000905940595923466567576E0L,
-  1.4519559822271314199339700039142990228105E0L,
-  1.4536875822280323362423034480994649820285E0L,
-  1.4553696664279718992423082296859928222270E0L,
-  1.4570043196511885530074841089245667532358E0L,
-  1.4585935117976422128825857356750737658039E0L,
-  1.4601391056210009726721818194296893361233E0L,
-  1.4616428638860188872060496086383008594310E0L,
-  1.4631064559620759326975975316301202111560E0L,
-  1.4645314639038178118428450961503371619177E0L,
-  1.4659193880646627234129855241049975398470E0L,
-  1.4672716522843522691530527207287398276197E0L,
-  1.4685896086876430842559640450619880951144E0L,
-  1.4698745421276027686510391411132998919794E0L,
-  1.4711276743037345918528755717617308518553E0L,
-  1.4723501675822635384916444186631899205983E0L,
-  1.4735431285433308455179928682541563973416E0L, /* arctan(10.25) */
-  1.5707963267948966192313216916397514420986E0L  /* pi/2 */
+  L(0.0000000000000000000000000000000000000000E0),
+  L(1.2435499454676143503135484916387102557317E-1), /* arctan(0.125)  */
+  L(2.4497866312686415417208248121127581091414E-1),
+  L(3.5877067027057222039592006392646049977698E-1),
+  L(4.6364760900080611621425623146121440202854E-1),
+  L(5.5859931534356243597150821640166127034645E-1),
+  L(6.4350110879328438680280922871732263804151E-1),
+  L(7.1882999962162450541701415152590465395142E-1),
+  L(7.8539816339744830961566084581987572104929E-1),
+  L(8.4415398611317100251784414827164750652594E-1),
+  L(8.9605538457134395617480071802993782702458E-1),
+  L(9.4200004037946366473793717053459358607166E-1),
+  L(9.8279372324732906798571061101466601449688E-1),
+  L(1.0191413442663497346383429170230636487744E0),
+  L(1.0516502125483736674598673120862998296302E0),
+  L(1.0808390005411683108871567292171998202703E0),
+  L(1.1071487177940905030170654601785370400700E0),
+  L(1.1309537439791604464709335155363278047493E0),
+  L(1.1525719972156675180401498626127513797495E0),
+  L(1.1722738811284763866005949441337046149712E0),
+  L(1.1902899496825317329277337748293183376012E0),
+  L(1.2068173702852525303955115800565576303133E0),
+  L(1.2220253232109896370417417439225704908830E0),
+  L(1.2360594894780819419094519711090786987027E0),
+  L(1.2490457723982544258299170772810901230778E0),
+  L(1.2610933822524404193139408812473357720101E0),
+  L(1.2722973952087173412961937498224804940684E0),
+  L(1.2827408797442707473628852511364955306249E0),
+  L(1.2924966677897852679030914214070816845853E0),
+  L(1.3016288340091961438047858503666855921414E0),
+  L(1.3101939350475556342564376891719053122733E0),
+  L(1.3182420510168370498593302023271362531155E0),
+  L(1.3258176636680324650592392104284756311844E0),
+  L(1.3329603993374458675538498697331558093700E0),
+  L(1.3397056595989995393283037525895557411039E0),
+  L(1.3460851583802539310489409282517796256512E0),
+  L(1.3521273809209546571891479413898128509842E0),
+  L(1.3578579772154994751124898859640585287459E0),
+  L(1.3633001003596939542892985278250991189943E0),
+  L(1.3684746984165928776366381936948529556191E0),
+  L(1.3734007669450158608612719264449611486510E0),
+  L(1.3780955681325110444536609641291551522494E0),
+  L(1.3825748214901258580599674177685685125566E0),
+  L(1.3868528702577214543289381097042486034883E0),
+  L(1.3909428270024183486427686943836432060856E0),
+  L(1.3948567013423687823948122092044222644895E0),
+  L(1.3986055122719575950126700816114282335732E0),
+  L(1.4021993871854670105330304794336492676944E0),
+  L(1.4056476493802697809521934019958079881002E0),
+  L(1.4089588955564736949699075250792569287156E0),
+  L(1.4121410646084952153676136718584891599630E0),
+  L(1.4152014988178669079462550975833894394929E0),
+  L(1.4181469983996314594038603039700989523716E0),
+  L(1.4209838702219992566633046424614466661176E0),
+  L(1.4237179714064941189018190466107297503086E0),
+  L(1.4263547484202526397918060597281265695725E0),
+  L(1.4288992721907326964184700745371983590908E0),
+  L(1.4313562697035588982240194668401779312122E0),
+  L(1.4337301524847089866404719096698873648610E0),
+  L(1.4360250423171655234964275337155008780675E0),
+  L(1.4382447944982225979614042479354815855386E0),
+  L(1.4403930189057632173997301031392126865694E0),
+  L(1.4424730991091018200252920599377292525125E0),
+  L(1.4444882097316563655148453598508037025938E0),
+  L(1.4464413322481351841999668424758804165254E0),
+  L(1.4483352693775551917970437843145232637695E0),
+  L(1.4501726582147939000905940595923466567576E0),
+  L(1.4519559822271314199339700039142990228105E0),
+  L(1.4536875822280323362423034480994649820285E0),
+  L(1.4553696664279718992423082296859928222270E0),
+  L(1.4570043196511885530074841089245667532358E0),
+  L(1.4585935117976422128825857356750737658039E0),
+  L(1.4601391056210009726721818194296893361233E0),
+  L(1.4616428638860188872060496086383008594310E0),
+  L(1.4631064559620759326975975316301202111560E0),
+  L(1.4645314639038178118428450961503371619177E0),
+  L(1.4659193880646627234129855241049975398470E0),
+  L(1.4672716522843522691530527207287398276197E0),
+  L(1.4685896086876430842559640450619880951144E0),
+  L(1.4698745421276027686510391411132998919794E0),
+  L(1.4711276743037345918528755717617308518553E0),
+  L(1.4723501675822635384916444186631899205983E0),
+  L(1.4735431285433308455179928682541563973416E0), /* arctan(10.25) */
+  L(1.5707963267948966192313216916397514420986E0)  /* pi/2 */
 };
 
 
@@ -157,19 +157,19 @@ static const _Float128 atantbl[84] = {
    peak relative error 5.3e-37 */
 
 static const _Float128
-  p0 = -4.283708356338736809269381409828726405572E1L,
-  p1 = -8.636132499244548540964557273544599863825E1L,
-  p2 = -5.713554848244551350855604111031839613216E1L,
-  p3 = -1.371405711877433266573835355036413750118E1L,
-  p4 = -8.638214309119210906997318946650189640184E-1L,
-  q0 = 1.285112506901621042780814422948906537959E2L,
-  q1 = 3.361907253914337187957855834229672347089E2L,
-  q2 = 3.180448303864130128268191635189365331680E2L,
-  q3 = 1.307244136980865800160844625025280344686E2L,
-  q4 = 2.173623741810414221251136181221172551416E1L;
+  p0 = L(-4.283708356338736809269381409828726405572E1),
+  p1 = L(-8.636132499244548540964557273544599863825E1),
+  p2 = L(-5.713554848244551350855604111031839613216E1),
+  p3 = L(-1.371405711877433266573835355036413750118E1),
+  p4 = L(-8.638214309119210906997318946650189640184E-1),
+  q0 = L(1.285112506901621042780814422948906537959E2),
+  q1 = L(3.361907253914337187957855834229672347089E2),
+  q2 = L(3.180448303864130128268191635189365331680E2),
+  q3 = L(1.307244136980865800160844625025280344686E2),
+  q4 = L(2.173623741810414221251136181221172551416E1);
   /* q5 = 1.000000000000000000000000000000000000000E0 */
 
-static const _Float128 huge = 1.0e4930L;
+static const _Float128 huge = L(1.0e4930);
 
 _Float128
 __atanl (_Float128 x)
@@ -231,7 +231,7 @@ __atanl (_Float128 x)
 	 Roundoff to integer is asymmetrical to avoid cancellation when t < 0
          (cf. fdlibm). */
       k = 8.0 * x + 0.25;
-      u = 0.125L * k;
+      u = L(0.125) * k;
       /* Small arctan argument.  */
       t = (x - u) / (1.0 + x * u);
     }