[pure-lang-svn] SF.net SVN: pure-lang:[570] pure/trunk/test
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[pure-lang-svn] SF.net SVN: pure-lang:[570] pure/trunk/test
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From: <ag...@us...> - 2008-08-22 12:32:23
|
Revision: 570
http://pure-lang.svn.sourceforge.net/pure-lang/?rev=570&view=rev
Author: agraef
Date: 2008-08-22 12:32:31 +0000 (Fri, 22 Aug 2008)
Log Message:
-----------
Round results to 6 digits, to prevent failing tests due to small rounding discrepancies.
Modified Paths:
--------------
pure/trunk/test/test020.log
pure/trunk/test/test020.pure
Modified: pure/trunk/test/test020.log
===================================================================
--- pure/trunk/test/test020.log 2008-08-22 11:37:41 UTC (rev 569)
+++ pure/trunk/test/test020.log 2008-08-22 12:32:31 UTC (rev 570)
@@ -36,84 +36,89 @@
<var> state 1
state 1: #0
}) x;
-test f/*0:01*/ (x/*0:101*/,y/*0:11*/) = puts$str (f/*0:01*/,x/*0:101*/,y/*0:11*/,check f/*0:01*/ (x/*0:101*/,y/*0:11*/) (catch __error__ (f/*1:01*/ x/*1:101*/ y/*1:11*/)));
-test f/*0:01*/ x/*0:1*/ = puts$str (f/*0:01*/,x/*0:1*/,check f/*0:01*/ x/*0:1*/ (catch __error__ (f/*1:01*/ x/*1:1*/)));
-check f/*0:001*/ (x/*0:0101*/,y/*0:011*/) z@(f1@_/*0:100*/ x1/*0:101*/ y1/*0:11*/) = __failed__ z/*0:1*/ if f/*0:001*/===f1/*0:100*/&&x/*0:0101*/===x1/*0:101*/&&y/*0:011*/===y1/*0:11*/;
-check f/*0:001*/ x/*0:01*/ z@(f1@_/*0:10*/ x1/*0:11*/) = __failed__ z/*0:1*/ if f/*0:001*/===f1/*0:10*/&&x/*0:01*/===x1/*0:11*/;
+test f/*0:01*/ (x/*0:101*/,y/*0:11*/) = puts$format (f/*0:01*/,x/*0:101*/,y/*0:11*/,check f/*0:01*/ (x/*0:101*/,y/*0:11*/) (catch __error__ (f/*1:01*/ x/*1:101*/ y/*1:11*/)));
+test f/*0:01*/ x/*0:1*/ = puts$format (f/*0:01*/,x/*0:1*/,check f/*0:01*/ x/*0:1*/ (catch __error__ (f/*1:01*/ x/*1:1*/)));
+check f/*0:001*/ _/*0:01*/ (g@_/*0:100*/ _/*0:101*/ _/*0:11*/) = __failed__ if f/*0:001*/===g/*0:100*/;
+check f/*0:001*/ _/*0:01*/ (g@_/*0:10*/ _/*0:11*/) = __failed__ if f/*0:001*/===g/*0:10*/;
check _/*0:001*/ _/*0:01*/ z/*0:1*/ = z/*0:1*/;
+format (f/*0:101*/,x/*0:1101*/,y/*0:11101*/,z/*0:1111*/) = str f/*0:101*/+","+show x/*0:1101*/+","+show y/*0:11101*/+","+show z/*0:1111*/;
+format (f/*0:101*/,x/*0:1101*/,z/*0:111*/) = str f/*0:101*/+","+show x/*0:1101*/+","+show z/*0:111*/;
+show x/*0:1*/::double = sprintf "%#0.6g" x/*0:1*/;
+show (x/*0:101*/+:y/*0:11*/) = show x/*0:101*/+"+:"+show y/*0:11*/;
+show (x/*0:101*/<:y/*0:11*/) = show x/*0:101*/+"<:"+show y/*0:11*/;
+show x/*0:1*/ = str x/*0:1*/;
{
- rule #0: check f (x,y) z@(f1@_ x1 y1) = __failed__ z if f===f1&&x===x1&&y===y1
- rule #1: check f x z@(f1@_ x1) = __failed__ z if f===f1&&x===x1
+ rule #0: check f _ (g@_ _ _) = __failed__ if f===g
+ rule #1: check f _ (g@_ _) = __failed__ if f===g
rule #2: check _ _ z = z
state 0: #0 #1 #2
<var> state 1
state 1: #0 #1 #2
<var> state 2
- <app> state 7
- state 2: #1 #2
+ state 2: #0 #1 #2
<var> state 3
<app> state 4
state 3: #2
- state 4: #1 #2
+ state 4: #0 #1 #2
<var> state 5
+ <app> state 7
state 5: #1 #2
<var> state 6
state 6: #1 #2
state 7: #0 #1 #2
<var> state 8
- <app> state 14
- state 8: #1 #2
+ state 8: #0 #1 #2
<var> state 9
- state 9: #1 #2
+ state 9: #0 #1 #2
<var> state 10
- <app> state 11
- state 10: #2
- state 11: #1 #2
+ state 10: #0 #1 #2
+}
+{
+ rule #0: format (f,x,y,z) = str f+","+show x+","+show y+","+show z
+ rule #1: format (f,x,z) = str f+","+show x+","+show z
+ state 0: #0 #1
+ <app> state 1
+ state 1: #0 #1
+ <app> state 2
+ state 2: #0 #1
+ , state 3
+ state 3: #0 #1
+ <var> state 4
+ state 4: #0 #1
+ <app> state 5
+ state 5: #0 #1
+ <app> state 6
+ state 6: #0 #1
+ , state 7
+ state 7: #0 #1
+ <var> state 8
+ state 8: #0 #1
+ <var> state 9
+ <app> state 10
+ state 9: #1
+ state 10: #0 #1
+ <var> state 11
+ <app> state 13
+ state 11: #1
<var> state 12
- state 12: #1 #2
- <var> state 13
- state 13: #1 #2
- state 14: #0 #1 #2
+ state 12: #1
+ state 13: #0 #1
+ <var> state 14
+ , state 17
+ state 14: #1
<var> state 15
- , state 22
- state 15: #1 #2
+ state 15: #1
<var> state 16
- state 16: #1 #2
- <var> state 17
- state 17: #1 #2
+ state 16: #1
+ state 17: #0 #1
<var> state 18
- <app> state 19
- state 18: #2
- state 19: #1 #2
- <var> state 20
- state 20: #1 #2
- <var> state 21
- state 21: #1 #2
- state 22: #0 #1 #2
- <var> state 23
- state 23: #0 #1 #2
- <var> state 24
- state 24: #0 #1 #2
- <var> state 25
- <app> state 26
- state 25: #2
- state 26: #0 #1 #2
- <var> state 27
- <app> state 29
- state 27: #1 #2
- <var> state 28
- state 28: #1 #2
- state 29: #0 #1 #2
- <var> state 30
- state 30: #0 #1 #2
- <var> state 31
- state 31: #0 #1 #2
- <var> state 32
- state 32: #0 #1 #2
+ state 18: #0 #1
+ <var> state 19
+ state 19: #0 #1
}
{
- rule #0: test f (x,y) = puts$str (f,x,y,check f (x,y) (catch __error__ (f x y)))
- rule #1: test f x = puts$str (f,x,check f x (catch __error__ (f x)))
+ rule #0: test f (x,y) = puts$format (f,x,y,check f (x,y) (catch __error__ (f x y)))
+ rule #1: test f x = puts$format (f,x,check f x (catch __error__ (f x)))
state 0: #0 #1
<var> state 1
state 1: #0 #1
@@ -140,394 +145,431 @@
<var> state 12
state 12: #0 #1
}
+{
+ rule #0: show x::double = sprintf "%#0.6g" x
+ rule #1: show (x+:y) = show x+"+:"+show y
+ rule #2: show (x<:y) = show x+"<:"+show y
+ rule #3: show x = str x
+ state 0: #0 #1 #2 #3
+ <var> state 1
+ <var>::double state 2
+ <app> state 3
+ state 1: #3
+ state 2: #0 #3
+ state 3: #1 #2 #3
+ <var> state 4
+ <app> state 6
+ state 4: #3
+ <var> state 5
+ state 5: #3
+ state 6: #1 #2 #3
+ <var> state 7
+ +: state 10
+ <: state 13
+ state 7: #3
+ <var> state 8
+ state 8: #3
+ <var> state 9
+ state 9: #3
+ state 10: #1 #3
+ <var> state 11
+ state 11: #1 #3
+ <var> state 12
+ state 12: #1 #3
+ state 13: #2 #3
+ <var> state 14
+ state 14: #2 #3
+ <var> state 15
+ state 15: #2 #3
+}
*** UNARY ***
-sqrt,1,1.0
-sqrt,-1,0.0+:1.0
-sqrt,0,0.0
-sqrt,0.0,0.0
-sqrt,1.2,1.09544511501033
-sqrt,-1.2,0.0+:1.09544511501033
-sqrt,1L%3L,0.577350269189626
-sqrt,(-1L)%4L,0.0+:0.5
-sqrt,1+:2,1.27201964951407+:0.786151377757423
-sqrt,-1+:2,0.786151377757423+:1.27201964951407
-sqrt,1+:-2,1.27201964951407+:0.786151377757423
-sqrt,-1.2+:4.3,1.27755682008863+:1.68289970840659
-sqrt,1.2+:-4.3,1.68289970840659+:1.27755682008863
-sqrt,1L%2L+:1,0.899453719973934+:0.555892970251421
-sqrt,1L%2L+:3L%4L,0.83707461401777+:0.447988738064919
-sqrt,3<:1,1.73205080756888<:0.5
-sqrt,3<:-2.14159265358979,1.73205080756888<:-1.0707963267949
-sqrt,3.0<:-3,1.73205080756888<:-1.5
-sqrt,3.1<:2.5,1.7606816861659<:1.25
-sqrt,2L%3L<:2,0.816496580927726<:1.0
-sqrt,1L%2L<:3L%4L,0.707106781186548<:0.375
-sqrt,-inf,0.0+:inf
+sqrt,1,1.00000
+sqrt,-1,0.00000+:1.00000
+sqrt,0,0.00000
+sqrt,0.00000,0.00000
+sqrt,1.20000,1.09545
+sqrt,-1.20000,0.00000+:1.09545
+sqrt,1L%3L,0.577350
+sqrt,(-1L)%4L,0.00000+:0.500000
+sqrt,1+:2,1.27202+:0.786151
+sqrt,-1+:2,0.786151+:1.27202
+sqrt,1+:-2,1.27202+:0.786151
+sqrt,-1.20000+:4.30000,1.27756+:1.68290
+sqrt,1.20000+:-4.30000,1.68290+:1.27756
+sqrt,1L%2L+:1,0.899454+:0.555893
+sqrt,1L%2L+:3L%4L,0.837075+:0.447989
+sqrt,3<:1,1.73205<:0.500000
+sqrt,3<:-2.14159,1.73205<:-1.07080
+sqrt,3.00000<:-3,1.73205<:-1.50000
+sqrt,3.10000<:2.50000,1.76068<:1.25000
+sqrt,2L%3L<:2,0.816497<:1.00000
+sqrt,1L%2L<:3L%4L,0.707107<:0.375000
+sqrt,-inf,0.00000+:inf
sqrt,nan,nan
-sin,1,0.841470984807897
-sin,-1,-0.841470984807897
-sin,0,0.0
-sin,0.0,0.0
-sin,1.2,0.932039085967226
-sin,-1.2,-0.932039085967226
-sin,1L%3L,0.327194696796152
-sin,(-1L)%4L,-0.247403959254523
-sin,1+:2,3.16577851321617+:1.95960104142161
-sin,-1+:2,-3.16577851321617+:1.95960104142161
-sin,1+:-2,3.16577851321617+:-1.95960104142161
-sin,-1.2+:4.3,-34.351867391542+:13.3503875389022
-sin,1.2+:-4.3,34.351867391542+:-13.3503875389022
-sin,1L%2L+:1,0.739792264456014+:1.03133607425455
-sin,1L%2L+:3L%4L,0.620704231078055+:0.721650824297564
-sin,3<:1,6.28163530398568<:-0.0494726344890117
-sin,3<:-2.14159265358979,6.28163530398567<:3.09212001910078
-sin,3.0<:-3,0.468364088212104<:1.97989764678311
-sin,3.1<:2.5,3.17788867786845<:-2.25266146393774
-sin,2L%3L<:2,0.699833695459732<:2.05499060924475
-sin,1L%2L<:3L%4L,0.498700404819053<:0.708394123409847
+sin,1,0.841471
+sin,-1,-0.841471
+sin,0,0.00000
+sin,0.00000,0.00000
+sin,1.20000,0.932039
+sin,-1.20000,-0.932039
+sin,1L%3L,0.327195
+sin,(-1L)%4L,-0.247404
+sin,1+:2,3.16578+:1.95960
+sin,-1+:2,-3.16578+:1.95960
+sin,1+:-2,3.16578+:-1.95960
+sin,-1.20000+:4.30000,-34.3519+:13.3504
+sin,1.20000+:-4.30000,34.3519+:-13.3504
+sin,1L%2L+:1,0.739792+:1.03134
+sin,1L%2L+:3L%4L,0.620704+:0.721651
+sin,3<:1,6.28164<:-0.0494726
+sin,3<:-2.14159,6.28164<:3.09212
+sin,3.00000<:-3,0.468364<:1.97990
+sin,3.10000<:2.50000,3.17789<:-2.25266
+sin,2L%3L<:2,0.699834<:2.05499
+sin,1L%2L<:3L%4L,0.498700<:0.708394
sin,-inf,nan
sin,nan,nan
-cos,1,0.54030230586814
-cos,-1,0.54030230586814
-cos,0,1.0
-cos,0.0,1.0
-cos,1.2,0.362357754476674
-cos,-1.2,0.362357754476674
-cos,1L%3L,0.944956946314738
-cos,(-1L)%4L,0.968912421710645
-cos,1+:2,2.03272300701967+:-3.0518977991518
-cos,-1+:2,2.03272300701967+:3.0518977991518
-cos,1+:-2,2.03272300701967+:3.0518977991518
-cos,-1.2+:4.3,13.3553042114774+:34.3392209642024
-cos,1.2+:-4.3,13.3553042114774+:34.3392209642024
-cos,1L%2L+:1,1.35418065670458+:-0.563421465230982
-cos,1L%2L+:3L%4L,1.13619147380335+:-0.394239642111583
-cos,3<:1,6.20193195969258<:-1.62155307254104
-cos,3<:-2.14159265358979,6.20193195969257<:-1.62155307254104
-cos,3.0<:-3,1.07751445241005<:-3.07241725532314
-cos,3.1<:2.5,3.21728657985303<:2.50707118166099
-cos,2L%3L<:2,1.15747143172116<:0.152985430170633
-cos,1L%2L<:3L%4L,0.996367993542271<:-0.125077153297551
+cos,1,0.540302
+cos,-1,0.540302
+cos,0,1.00000
+cos,0.00000,1.00000
+cos,1.20000,0.362358
+cos,-1.20000,0.362358
+cos,1L%3L,0.944957
+cos,(-1L)%4L,0.968912
+cos,1+:2,2.03272+:-3.05190
+cos,-1+:2,2.03272+:3.05190
+cos,1+:-2,2.03272+:3.05190
+cos,-1.20000+:4.30000,13.3553+:34.3392
+cos,1.20000+:-4.30000,13.3553+:34.3392
+cos,1L%2L+:1,1.35418+:-0.563421
+cos,1L%2L+:3L%4L,1.13619+:-0.394240
+cos,3<:1,6.20193<:-1.62155
+cos,3<:-2.14159,6.20193<:-1.62155
+cos,3.00000<:-3,1.07751<:-3.07242
+cos,3.10000<:2.50000,3.21729<:2.50707
+cos,2L%3L<:2,1.15747<:0.152985
+cos,1L%2L<:3L%4L,0.996368<:-0.125077
cos,-inf,nan
cos,nan,nan
-tan,1,1.5574077246549
-tan,-1,-1.5574077246549
-tan,0,0.0
-tan,0.0,0.0
-tan,1.2,2.57215162212632
-tan,-1.2,-2.57215162212632
-tan,1L%3L,0.346253549510575
-tan,(-1L)%4L,-0.255341921221036
-tan,1+:2,0.0338128260798967+:1.01479361614663
-tan,-1+:2,-0.0338128260798967+:1.01479361614663
-tan,1+:-2,0.0338128260798967+:-1.01479361614663
-tan,-1.2+:4.3,-0.000248780909688767+:1.00027152283444
-tan,1.2+:-4.3,0.000248780909688767+:-1.00027152283444
-tan,1L%2L+:1,0.195577310065934+:0.842966204845783
-tan,1L%2L+:3L%4L,0.290893461829618+:0.736084170551191
-tan,3<:1,1.01285137354152<:1.57208043805203
-tan,3<:-2.14159265358979,1.01285137354152<:-1.56951221553776
-tan,3.0<:-3,0.434670817792307<:-1.23087040507334
-tan,3.1<:2.5,0.987754307548699<:1.52345266158086
-tan,2L%3L<:2,0.604622866949795<:1.90200517907412
-tan,1L%2L<:3L%4L,0.500518290482296<:0.833471276707398
+tan,1,1.55741
+tan,-1,-1.55741
+tan,0,0.00000
+tan,0.00000,0.00000
+tan,1.20000,2.57215
+tan,-1.20000,-2.57215
+tan,1L%3L,0.346254
+tan,(-1L)%4L,-0.255342
+tan,1+:2,0.0338128+:1.01479
+tan,-1+:2,-0.0338128+:1.01479
+tan,1+:-2,0.0338128+:-1.01479
+tan,-1.20000+:4.30000,-0.000248781+:1.00027
+tan,1.20000+:-4.30000,0.000248781+:-1.00027
+tan,1L%2L+:1,0.195577+:0.842966
+tan,1L%2L+:3L%4L,0.290893+:0.736084
+tan,3<:1,1.01285<:1.57208
+tan,3<:-2.14159,1.01285<:-1.56951
+tan,3.00000<:-3,0.434671<:-1.23087
+tan,3.10000<:2.50000,0.987754<:1.52345
+tan,2L%3L<:2,0.604623<:1.90201
+tan,1L%2L<:3L%4L,0.500518<:0.833471
tan,-inf,nan
tan,nan,nan
-ln,1,0.0
-ln,-1,0.0+:3.14159265358979
+ln,1,0.00000
+ln,-1,0.00000+:3.14159
ln,0,-inf
-ln,0.0,-inf
-ln,1.2,0.182321556793955
-ln,-1.2,0.182321556793955+:3.14159265358979
-ln,1L%3L,-1.09861228866811
-ln,(-1L)%4L,-1.38629436111989+:3.14159265358979
-ln,1+:2,0.80471895621705+:1.10714871779409
-ln,-1+:2,0.80471895621705+:2.0344439357957
-ln,1+:-2,0.80471895621705+:-1.10714871779409
-ln,-1.2+:4.3,1.49611306711235+:1.84294221732608
-ln,1.2+:-4.3,1.49611306711235+:-1.29865043626371
-ln,1L%2L+:1,0.111571775657105+:1.10714871779409
-ln,1L%2L+:3L%4L,-0.103819682389122+:0.982793723247329
-ln,3<:1,1.48558034478536<:0.738443417734099
-ln,3<:-2.14159265358979,2.40694163924312<:-1.09681203355936
-ln,3.0<:-3,3.19483160132308<:-1.21975934437627
-ln,3.1<:2.5,2.74409743593163<:1.14581484226141
-ln,2L%3L<:2,2.04068663784844<:1.77081795644967
-ln,1L%2L<:3L%4L,1.02125071060842<:2.31681982604851
-ln,-inf,inf+:3.14159265358979
+ln,0.00000,-inf
+ln,1.20000,0.182322
+ln,-1.20000,0.182322+:3.14159
+ln,1L%3L,-1.09861
+ln,(-1L)%4L,-1.38629+:3.14159
+ln,1+:2,0.804719+:1.10715
+ln,-1+:2,0.804719+:2.03444
+ln,1+:-2,0.804719+:-1.10715
+ln,-1.20000+:4.30000,1.49611+:1.84294
+ln,1.20000+:-4.30000,1.49611+:-1.29865
+ln,1L%2L+:1,0.111572+:1.10715
+ln,1L%2L+:3L%4L,-0.103820+:0.982794
+ln,3<:1,1.48558<:0.738443
+ln,3<:-2.14159,2.40694<:-1.09681
+ln,3.00000<:-3,3.19483<:-1.21976
+ln,3.10000<:2.50000,2.74410<:1.14581
+ln,2L%3L<:2,2.04069<:1.77082
+ln,1L%2L<:3L%4L,1.02125<:2.31682
+ln,-inf,inf+:3.14159
ln,nan,nan
-log,1,0.0
-log,-1,0.0+:1.36437635384184
+log,1,0.00000
+log,-1,0.00000+:1.36438
log,0,-inf
-log,0.0,-inf
-log,1.2,0.0791812460476248
-log,-1.2,0.0791812460476248+:1.36437635384184
-log,1L%3L,-0.477121254719662
-log,(-1L)%4L,-0.602059991327962+:1.36437635384184
-log,1+:2,0.349485002168009+:0.480828578784234
-log,-1+:2,0.349485002168009+:0.883547775057607
-log,1+:-2,0.349485002168009+:-0.480828578784234
-log,-1.2+:4.3,0.649753649350244+:0.800379635451262
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atan,nan,nan
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asin,-inf,nan
asin,nan,nan
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acos,-inf,nan
acos,nan,nan
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sinh,-inf,-inf
sinh,nan,nan
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cosh,-inf,inf
cosh,nan,nan
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tanh,nan,nan
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cis,-inf,nan+:nan
cis,nan,nan+:nan
ceil,1,1
ceil,-1,-1
ceil,0,0
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-ceil,1.2,2.0
-ceil,-1.2,-1.0
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ceil,1L%3L,1L
ceil,(-1L)%4L,0L
-ceil,1+:2,__failed__ (ceil (1+:2))
-ceil,-1+:2,__failed__ (ceil (-1+:2))
-ceil,1+:-2,__failed__ (ceil (1+:-2))
-ceil,-1.2+:4.3,__failed__ (ceil (-1.2+:4.3))
-ceil,1.2+:-4.3,__failed__ (ceil (1.2+:-4.3))
-ceil,1L%2L+:1,__failed__ (ceil (1L%2L+:1))
-ceil,1L%2L+:3L%4L,__failed__ (ceil (1L%2L+:3L%4L))
-ceil,3<:1,__failed__ (ceil (3<:1))
-ceil,3<:-2.14159265358979,__failed__ (ceil (3<:-2.14159265358979))
-ceil,3.0<:-3,__failed__ (ceil (3.0<:-3))
-ceil,3.1<:2.5,__failed__ (ceil (3.1<:2.5))
-ceil,2L%3L<:2,__failed__ (ceil (2L%3L<:2))
-ceil,1L%2L<:3L%4L,__failed__ (ceil (1L%2L<:3L%4L))
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ceil,-inf,-inf
ceil,nan,nan
floor,1,1
floor,-1,-1
floor,0,0
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-floor,-1.2,-2.0
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floor,1L%3L,0L
floor,(-1L)%4L,-1L
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-floor,1L%2L<:3L%4L,__failed__ (floor (1L%2L<:3L%4L))
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floor,-inf,-inf
floor,nan,nan
round,1,1
round,-1,-1
round,0,0
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-round,-1.2,-1.0
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round,1L%3L,0L
round,(-1L)%4L,0L
-round,1+:2,__failed__ (round (1+:2))
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-round,1+:-2,__failed__ (round (1+:-2))
-round,-1.2+:4.3,__failed__ (round (-1.2+:4.3))
-round,1.2+:-4.3,__failed__ (round (1.2+:-4.3))
-round,1L%2L+:1,__failed__ (round (1L%2L+:1))
-round,1L%2L+:3L%4L,__failed__ (round (1L%2L+:3L%4L))
-round,3<:1,__failed__ (round (3<:1))
-round,3<:-2.14159265358979,__failed__ (round (3<:-2.14159265358979))
-round,3.0<:-3,__failed__ (round (3.0<:-3))
-round,3.1<:2.5,__failed__ (round (3.1<:2.5))
-round,2L%3L<:2,__failed__ (round (2L%3L<:2))
-round,1L%2L<:3L%4L,__failed__ (round (1L%2L<:3L%4L))
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round,-inf,-inf
round,nan,nan
frac,1,0
frac,-1,0
frac,0,0
-frac,0.0,0.0
-frac,1.2,0.2
-frac,-1.2,-0.2
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frac,1L%3L,1L%3L
frac,(-1L)%4L,(-1L)%4L
-frac,1+:2,__failed__ (frac (1+:2))
-frac,-1+:2,__failed__ (frac (-1+:2))
-frac,1+:-2,__failed__ (frac (1+:-2))
-frac,-1.2+:4.3,__failed__ (frac (-1.2+:4.3))
-frac,1.2+:-4.3,__failed__ (frac (1.2+:-4.3))
-frac,1L%2L+:1,__failed__ (frac (1L%2L+:1))
-frac,1L%2L+:3L%4L,__failed__ (frac (1L%2L+:3L%4L))
-frac,3<:1,__failed__ (frac (3<:1))
-frac,3<:-2.14159265358979,__failed__ (frac (3<:-2.14159265358979))
-frac,3.0<:-3,__failed__ (frac (3.0<:-3))
-frac,3.1<:2.5,__failed__ (frac (3.1<:2.5))
-frac,2L%3L<:2,__failed__ (frac (2L%3L<:2))
-frac,1L%2L<:3L%4L,__failed__ (frac (1L%2L<:3L%4L))
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frac,-inf,nan
frac,nan,nan
complexp,1,0
complexp,-1,0
complexp,0,0
-complexp,0.0,0
-complexp,1.2,0
-complexp,-1.2,0
+complexp,0.00000,0
+complexp,1.20000,0
+complexp,-1.20000,0
complexp,1L%3L,0
complexp,(-1L)%4L,0
complexp,1+:2,1
complexp,-1+:2,1
complexp,1+:-2,1
-complexp,-1.2+:4.3,1
-complexp,1.2+:-4.3,1
+complexp,-1.20000+:4.30000,1
+complexp,1.20000+:-4.30000,1
complexp,1L%2L+:1,1
complexp,1L%2L+:3L%4L,1
complexp,3<:1,1
-complexp,3<:-2.14159265358979,1
-complexp,3.0<:-3,1
-complexp,3.1<:2.5,1
+complexp,3<:-2.14159,1
+complexp,3.00000<:-3,1
+complexp,3.10000<:2.50000,1
complexp,2L%3L<:2,1
complexp,1L%2L<:3L%4L,1
complexp,-inf,0
@@ -811,22 +853,22 @@
realp,1,1
realp,-1,1
realp,0,1
-realp,0.0,1
-realp,1.2,1
-realp,-1.2,1
+realp,0.00000,1
+realp,1.20000,1
+realp,-1.20000,1
realp,1L%3L,1
realp,(-1L)%4L,1
realp,1+:2,0
realp,-1+:2,0
realp,1+:-2,0
-realp,-1.2+:4.3,0
-realp,1.2+:-4.3,0
+realp,-1.20000+:4.30000,0
+realp,1.20000+:-4.30000,0
realp,1L%2L+:1,0
realp,1L%2L+:3L%4L,0
realp,3<:1,0
-realp,3<:-2.14159265358979,0
-realp,3.0<:-3,0
-realp,3.1<:2.5,0
+realp,3<:-2.14159,0
+realp,3.00000<:-3,0
+realp,3.10000<:2.50000,0
realp,2L%3L<:2,0
realp,1L%2L<:3L%4L,0
realp,-inf,1
@@ -834,22 +876,22 @@
rationalp,1,0
rationalp,-1,0
rationalp,0,0
-rationalp,0.0,0
-rationalp,1.2,0
-rationalp,-1.2,0
+rationalp,0.00000,0
+rationalp,1.20000,0
+rationalp,-1.20000,0
rationalp,1L%3L,1
rationalp,(-1L)%4L,1
rationalp,1+:2,0
rationalp,-1+:2,0
rationalp,1+:-2,0
-rationalp,-1.2+:4.3,0
-rationalp,1.2+:-4.3,0
+rationalp,-1.20000+:4.30000,0
+rationalp,1.20000+:-4.30000,0
rationalp,1L%2L+:1,0
rationalp,1L%2L+:3L%4L,0
rationalp,3<:1,0
-rationalp,3<:-2.14159265358979,0
-rationalp,3.0<:-3,0
-rationalp,3.1<:2.5,0
+rationalp,3<:-2.14159,0
+rationalp,3.00000<:-3,0
+rationalp,3.10000<:2.50000,0
rationalp,2L%3L<:2,0
rationalp,1L%2L<:3L%4L,0
rationalp,-inf,0
@@ -857,22 +899,22 @@
numberp,1,1
numberp,-1,1
numberp,0,1
-numberp,0.0,1
-numberp,1.2,1
-numberp,-1.2,1
+numberp,0.00000,1
+numberp,1.20000,1
+numberp,-1.20000,1
numberp,1L%3L,1
numberp,(-1L)%4L,1
numberp,1+:2,1
numberp,-1+:2,1
numberp,1+:-2,1
-numberp,-1.2+:4.3,1
-numberp,1.2+:-4.3,1
+numberp,-1.20000+:4.30000,1
+numberp,1.20000+:-4.30000,1
numberp,1L%2L+:1,1
numberp,1L%2L+:3L%4L,1
numberp,3<:1,1
-numberp,3<:-2.14159265358979,1
-numberp,3.0<:-3,1
-numberp,3.1<:2.5,1
+numberp,3<:-2.14159,1
+numberp,3.00000<:-3,1
+numberp,3.10000<:2.50000,1
numberp,2L%3L<:2,1
numberp,1L%2L<:3L%4L,1
numberp,-inf,1
@@ -880,22 +922,22 @@
exactp,1,1
exactp,-1,1
exactp,0,1
-exactp,0.0,0
-exactp,1.2,0
-exactp,-1.2,0
+exactp,0.00000,0
+exactp,1.20000,0
+exactp,-1.20000,0
exactp,1L%3L,1
exactp,(-1L)%4L,1
exactp,1+:2,1
exactp,-1+:2,1
exactp,1+:-2,1
-exactp,-1.2+:4.3,0
-exactp,1.2+:-4.3,0
+exactp,-1.20000+:4.30000,0
+exactp,1.20000+:-4.30000,0
exactp,1L%2L+:1,1
exactp,1L%2L+:3L%4L,1
exactp,3<:1,0
-exactp,3<:-2.14159265358979,0
-exactp,3.0<:-3,0
-exactp,3.1<:2.5,0
+exactp,3<:-2.14159,0
+exactp,3.00000<:-3,0
+exactp,3.10000<:2.50000,0
exactp,2L%3L<:2,0
exactp,1L%2L<:3L%4L,0
exactp,-inf,0
@@ -903,22 +945,22 @@
inexactp,1,0
inexactp,-1,0
inexactp,0,0
-inexactp,0.0,1
-inexactp,1.2,1
-inexactp,-1.2,1
+inexactp,0.00000,1
+inexactp,1.20000,1
+inexactp,-1.20000,1
inexactp,1L%3L,0
inexactp,(-1L)%4L,0
inexactp,1+:2,0
inexactp,-1+:2,0
inexactp,1+:-2,0
-inexactp,-1.2+:4.3,1
-inexactp,1.2+:-4.3,1
+inexactp,-1.20000+:4.30000,1
+inexactp,1.20000+:-4.30000,1
inexactp,1L%2L+:1,0
inexactp,1L%2L+:3L%4L,0
inexactp,3<:1,1
-inexactp,3<:-2.14159265358979,1
-inexactp,3.0<:-3,1
-inexactp,3.1<:2.5,1
+inexactp,3<:-2.14159,1
+inexactp,3.00000<:-3,1
+inexactp,3.10000<:2.50000,1
inexactp,2L%3L<:2,1
inexactp,1L%2L<:3L%4L,1
inexactp,-inf,1
@@ -926,22 +968,22 @@
infp,1,0
infp,-1,0
infp,0,0
-infp,0.0,0
-infp,1.2,0
-infp,-1.2,0
+infp,0.00000,0
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+infp,-1.20000,0
infp,1L%3L,0
infp,(-1L)%4L,0
infp,1+:2,0
infp,-1+:2,0
infp,1+:-2,0
-infp,-1.2+:4.3,0
-infp,1.2+:-4.3,0
+infp,-1.20000+:4.30000,0
+infp,1.20000+:-4.30000,0
infp,1L%2L+:1,0
infp,1L%2L+:3L%4L,0
infp,3<:1,0
-infp,3<:-2.14159265358979,0
-infp,3.0<:-3,0
-infp,3.1<:2.5,0
+infp,3<:-2.14159,0
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+infp,3.10000<:2.50000,0
infp,2L%3L<:2,0
infp,1L%2L<:3L%4L,0
infp,-inf,1
@@ -949,22 +991,22 @@
nanp,1,0
nanp,-1,0
nanp,0,0
-nanp,0.0,0
-nanp,1.2,0
-nanp,-1.2,0
+nanp,0.00000,0
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nanp,1L%3L,0
nanp,(-1L)%4L,0
nanp,1+:2,0
nanp,-1+:2,0
nanp,1+:-2,0
-nanp,-1.2+:4.3,0
-nanp,1.2+:-4.3,0
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nanp,1L%2L+:1,0
nanp,1L%2L+:3L%4L,0
nanp,3<:1,0
-nanp,3<:-2.14159265358979,0
-nanp,3.0<:-3,0
-nanp,3.1<:2.5,0
+nanp,3<:-2.14159,0
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+nanp,3.10000<:2.50000,0
nanp,2L%3L<:2,0
nanp,1L%2L<:3L%4L,0
nanp,-inf,0
@@ -973,1080 +1015,1080 @@
(+),1,1,2
(+),1,-1,0
(+),1,0,1
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-(+),1,1.2,2.2
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(+),1,1L%3L,4L%3L
(+),1,(-1L)%4L,3L%4L
(+),1,1+:2,2+:2
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(+),1,1L%2L+:1,3L%2L+:1
(+),1,1L%2L+:3L%4L,3L%2L+:3L%4L
-(+),1,3<:1,2.62090691760442+:2.52441295442369
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(+),1,-inf,-inf
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(+),-1,1L%3L,(-2L)%3L
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(+),-1,1L%2L+:1,(-1L)%2L+:1
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(+),-1,-inf,-inf
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