17db96d56Sopenharmony_ci------------------------------------------------------------------------
27db96d56Sopenharmony_ci-- tointegral.decTest -- round decimal to integral value              --
37db96d56Sopenharmony_ci-- Copyright (c) IBM Corporation, 2001, 2008.  All rights reserved.   --
47db96d56Sopenharmony_ci------------------------------------------------------------------------
57db96d56Sopenharmony_ci-- Please see the document "General Decimal Arithmetic Testcases"     --
67db96d56Sopenharmony_ci-- at http://www2.hursley.ibm.com/decimal for the description of      --
77db96d56Sopenharmony_ci-- these testcases.                                                   --
87db96d56Sopenharmony_ci--                                                                    --
97db96d56Sopenharmony_ci-- These testcases are experimental ('beta' versions), and they       --
107db96d56Sopenharmony_ci-- may contain errors.  They are offered on an as-is basis.  In       --
117db96d56Sopenharmony_ci-- particular, achieving the same results as the tests here is not    --
127db96d56Sopenharmony_ci-- a guarantee that an implementation complies with any Standard      --
137db96d56Sopenharmony_ci-- or specification.  The tests are not exhaustive.                   --
147db96d56Sopenharmony_ci--                                                                    --
157db96d56Sopenharmony_ci-- Please send comments, suggestions, and corrections to the author:  --
167db96d56Sopenharmony_ci--   Mike Cowlishaw, IBM Fellow                                       --
177db96d56Sopenharmony_ci--   IBM UK, PO Box 31, Birmingham Road, Warwick CV34 5JL, UK         --
187db96d56Sopenharmony_ci--   mfc@uk.ibm.com                                                   --
197db96d56Sopenharmony_ci------------------------------------------------------------------------
207db96d56Sopenharmony_civersion: 2.59
217db96d56Sopenharmony_ci
227db96d56Sopenharmony_ci-- This set of tests tests the extended specification 'round-to-integral
237db96d56Sopenharmony_ci-- value' operation (from IEEE 854, later modified in 754r).
247db96d56Sopenharmony_ci-- All non-zero results are defined as being those from either copy or
257db96d56Sopenharmony_ci-- quantize, so those are assumed to have been tested.
267db96d56Sopenharmony_ci-- Note that 754r requires that Inexact not be set, and we similarly
277db96d56Sopenharmony_ci-- assume Rounded is not set.
287db96d56Sopenharmony_ci
297db96d56Sopenharmony_ciextended:    1
307db96d56Sopenharmony_ciprecision:   9
317db96d56Sopenharmony_cirounding:    half_up
327db96d56Sopenharmony_cimaxExponent: 999
337db96d56Sopenharmony_ciminExponent: -999
347db96d56Sopenharmony_ci
357db96d56Sopenharmony_ciintx001 tointegral      0     ->  0
367db96d56Sopenharmony_ciintx002 tointegral      0.0   ->  0
377db96d56Sopenharmony_ciintx003 tointegral      0.1   ->  0
387db96d56Sopenharmony_ciintx004 tointegral      0.2   ->  0
397db96d56Sopenharmony_ciintx005 tointegral      0.3   ->  0
407db96d56Sopenharmony_ciintx006 tointegral      0.4   ->  0
417db96d56Sopenharmony_ciintx007 tointegral      0.5   ->  1
427db96d56Sopenharmony_ciintx008 tointegral      0.6   ->  1
437db96d56Sopenharmony_ciintx009 tointegral      0.7   ->  1
447db96d56Sopenharmony_ciintx010 tointegral      0.8   ->  1
457db96d56Sopenharmony_ciintx011 tointegral      0.9   ->  1
467db96d56Sopenharmony_ciintx012 tointegral      1     ->  1
477db96d56Sopenharmony_ciintx013 tointegral      1.0   ->  1
487db96d56Sopenharmony_ciintx014 tointegral      1.1   ->  1
497db96d56Sopenharmony_ciintx015 tointegral      1.2   ->  1
507db96d56Sopenharmony_ciintx016 tointegral      1.3   ->  1
517db96d56Sopenharmony_ciintx017 tointegral      1.4   ->  1
527db96d56Sopenharmony_ciintx018 tointegral      1.5   ->  2
537db96d56Sopenharmony_ciintx019 tointegral      1.6   ->  2
547db96d56Sopenharmony_ciintx020 tointegral      1.7   ->  2
557db96d56Sopenharmony_ciintx021 tointegral      1.8   ->  2
567db96d56Sopenharmony_ciintx022 tointegral      1.9   ->  2
577db96d56Sopenharmony_ci-- negatives
587db96d56Sopenharmony_ciintx031 tointegral     -0     -> -0
597db96d56Sopenharmony_ciintx032 tointegral     -0.0   -> -0
607db96d56Sopenharmony_ciintx033 tointegral     -0.1   -> -0
617db96d56Sopenharmony_ciintx034 tointegral     -0.2   -> -0
627db96d56Sopenharmony_ciintx035 tointegral     -0.3   -> -0
637db96d56Sopenharmony_ciintx036 tointegral     -0.4   -> -0
647db96d56Sopenharmony_ciintx037 tointegral     -0.5   -> -1
657db96d56Sopenharmony_ciintx038 tointegral     -0.6   -> -1
667db96d56Sopenharmony_ciintx039 tointegral     -0.7   -> -1
677db96d56Sopenharmony_ciintx040 tointegral     -0.8   -> -1
687db96d56Sopenharmony_ciintx041 tointegral     -0.9   -> -1
697db96d56Sopenharmony_ciintx042 tointegral     -1     -> -1
707db96d56Sopenharmony_ciintx043 tointegral     -1.0   -> -1
717db96d56Sopenharmony_ciintx044 tointegral     -1.1   -> -1
727db96d56Sopenharmony_ciintx045 tointegral     -1.2   -> -1
737db96d56Sopenharmony_ciintx046 tointegral     -1.3   -> -1
747db96d56Sopenharmony_ciintx047 tointegral     -1.4   -> -1
757db96d56Sopenharmony_ciintx048 tointegral     -1.5   -> -2
767db96d56Sopenharmony_ciintx049 tointegral     -1.6   -> -2
777db96d56Sopenharmony_ciintx050 tointegral     -1.7   -> -2
787db96d56Sopenharmony_ciintx051 tointegral     -1.8   -> -2
797db96d56Sopenharmony_ciintx052 tointegral     -1.9   -> -2
807db96d56Sopenharmony_ci-- next two would be NaN using quantize(x, 0)
817db96d56Sopenharmony_ciintx053 tointegral    10E+30  -> 1.0E+31
827db96d56Sopenharmony_ciintx054 tointegral   -10E+30  -> -1.0E+31
837db96d56Sopenharmony_ci
847db96d56Sopenharmony_ci-- numbers around precision
857db96d56Sopenharmony_ciprecision: 9
867db96d56Sopenharmony_ciintx060 tointegral '56267E-10'   -> '0'
877db96d56Sopenharmony_ciintx061 tointegral '56267E-5'    -> '1'
887db96d56Sopenharmony_ciintx062 tointegral '56267E-2'    -> '563'
897db96d56Sopenharmony_ciintx063 tointegral '56267E-1'    -> '5627'
907db96d56Sopenharmony_ciintx065 tointegral '56267E-0'    -> '56267'
917db96d56Sopenharmony_ciintx066 tointegral '56267E+0'    -> '56267'
927db96d56Sopenharmony_ciintx067 tointegral '56267E+1'    -> '5.6267E+5'
937db96d56Sopenharmony_ciintx068 tointegral '56267E+2'    -> '5.6267E+6'
947db96d56Sopenharmony_ciintx069 tointegral '56267E+3'    -> '5.6267E+7'
957db96d56Sopenharmony_ciintx070 tointegral '56267E+4'    -> '5.6267E+8'
967db96d56Sopenharmony_ciintx071 tointegral '56267E+5'    -> '5.6267E+9'
977db96d56Sopenharmony_ciintx072 tointegral '56267E+6'    -> '5.6267E+10'
987db96d56Sopenharmony_ciintx073 tointegral '1.23E+96'    -> '1.23E+96'
997db96d56Sopenharmony_ciintx074 tointegral '1.23E+384'   -> '1.23E+384'
1007db96d56Sopenharmony_ciintx075 tointegral '1.23E+999'   -> '1.23E+999'
1017db96d56Sopenharmony_ci
1027db96d56Sopenharmony_ciintx080 tointegral '-56267E-10'  -> '-0'
1037db96d56Sopenharmony_ciintx081 tointegral '-56267E-5'   -> '-1'
1047db96d56Sopenharmony_ciintx082 tointegral '-56267E-2'   -> '-563'
1057db96d56Sopenharmony_ciintx083 tointegral '-56267E-1'   -> '-5627'
1067db96d56Sopenharmony_ciintx085 tointegral '-56267E-0'   -> '-56267'
1077db96d56Sopenharmony_ciintx086 tointegral '-56267E+0'   -> '-56267'
1087db96d56Sopenharmony_ciintx087 tointegral '-56267E+1'   -> '-5.6267E+5'
1097db96d56Sopenharmony_ciintx088 tointegral '-56267E+2'   -> '-5.6267E+6'
1107db96d56Sopenharmony_ciintx089 tointegral '-56267E+3'   -> '-5.6267E+7'
1117db96d56Sopenharmony_ciintx090 tointegral '-56267E+4'   -> '-5.6267E+8'
1127db96d56Sopenharmony_ciintx091 tointegral '-56267E+5'   -> '-5.6267E+9'
1137db96d56Sopenharmony_ciintx092 tointegral '-56267E+6'   -> '-5.6267E+10'
1147db96d56Sopenharmony_ciintx093 tointegral '-1.23E+96'   -> '-1.23E+96'
1157db96d56Sopenharmony_ciintx094 tointegral '-1.23E+384'  -> '-1.23E+384'
1167db96d56Sopenharmony_ciintx095 tointegral '-1.23E+999'  -> '-1.23E+999'
1177db96d56Sopenharmony_ci
1187db96d56Sopenharmony_ci-- subnormal inputs
1197db96d56Sopenharmony_ciintx100 tointegral        1E-999 -> 0
1207db96d56Sopenharmony_ciintx101 tointegral      0.1E-999 -> 0
1217db96d56Sopenharmony_ciintx102 tointegral     0.01E-999 -> 0
1227db96d56Sopenharmony_ciintx103 tointegral        0E-999 -> 0
1237db96d56Sopenharmony_ci
1247db96d56Sopenharmony_ci-- specials and zeros
1257db96d56Sopenharmony_ciintx120 tointegral 'Inf'       ->  Infinity
1267db96d56Sopenharmony_ciintx121 tointegral '-Inf'      -> -Infinity
1277db96d56Sopenharmony_ciintx122 tointegral   NaN       ->  NaN
1287db96d56Sopenharmony_ciintx123 tointegral  sNaN       ->  NaN  Invalid_operation
1297db96d56Sopenharmony_ciintx124 tointegral     0       ->  0
1307db96d56Sopenharmony_ciintx125 tointegral    -0       -> -0
1317db96d56Sopenharmony_ciintx126 tointegral     0.000   ->  0
1327db96d56Sopenharmony_ciintx127 tointegral     0.00    ->  0
1337db96d56Sopenharmony_ciintx128 tointegral     0.0     ->  0
1347db96d56Sopenharmony_ciintx129 tointegral     0       ->  0
1357db96d56Sopenharmony_ciintx130 tointegral     0E-3    ->  0
1367db96d56Sopenharmony_ciintx131 tointegral     0E-2    ->  0
1377db96d56Sopenharmony_ciintx132 tointegral     0E-1    ->  0
1387db96d56Sopenharmony_ciintx133 tointegral     0E-0    ->  0
1397db96d56Sopenharmony_ciintx134 tointegral     0E+1    ->  0E+1
1407db96d56Sopenharmony_ciintx135 tointegral     0E+2    ->  0E+2
1417db96d56Sopenharmony_ciintx136 tointegral     0E+3    ->  0E+3
1427db96d56Sopenharmony_ciintx137 tointegral     0E+4    ->  0E+4
1437db96d56Sopenharmony_ciintx138 tointegral     0E+5    ->  0E+5
1447db96d56Sopenharmony_ciintx139 tointegral    -0.000   -> -0
1457db96d56Sopenharmony_ciintx140 tointegral    -0.00    -> -0
1467db96d56Sopenharmony_ciintx141 tointegral    -0.0     -> -0
1477db96d56Sopenharmony_ciintx142 tointegral    -0       -> -0
1487db96d56Sopenharmony_ciintx143 tointegral    -0E-3    -> -0
1497db96d56Sopenharmony_ciintx144 tointegral    -0E-2    -> -0
1507db96d56Sopenharmony_ciintx145 tointegral    -0E-1    -> -0
1517db96d56Sopenharmony_ciintx146 tointegral    -0E-0    -> -0
1527db96d56Sopenharmony_ciintx147 tointegral    -0E+1    -> -0E+1
1537db96d56Sopenharmony_ciintx148 tointegral    -0E+2    -> -0E+2
1547db96d56Sopenharmony_ciintx149 tointegral    -0E+3    -> -0E+3
1557db96d56Sopenharmony_ciintx150 tointegral    -0E+4    -> -0E+4
1567db96d56Sopenharmony_ciintx151 tointegral    -0E+5    -> -0E+5
1577db96d56Sopenharmony_ci-- propagating NaNs
1587db96d56Sopenharmony_ciintx152 tointegral   NaN808    ->  NaN808
1597db96d56Sopenharmony_ciintx153 tointegral  sNaN080    ->  NaN80  Invalid_operation
1607db96d56Sopenharmony_ciintx154 tointegral  -NaN808    -> -NaN808
1617db96d56Sopenharmony_ciintx155 tointegral -sNaN080    -> -NaN80  Invalid_operation
1627db96d56Sopenharmony_ciintx156 tointegral  -NaN       -> -NaN
1637db96d56Sopenharmony_ciintx157 tointegral -sNaN       -> -NaN    Invalid_operation
1647db96d56Sopenharmony_ci
1657db96d56Sopenharmony_ci-- examples
1667db96d56Sopenharmony_cirounding:    half_up
1677db96d56Sopenharmony_ciprecision:   9
1687db96d56Sopenharmony_ciintx200 tointegral     2.1    -> 2
1697db96d56Sopenharmony_ciintx201 tointegral   100      -> 100
1707db96d56Sopenharmony_ciintx202 tointegral   100.0    -> 100
1717db96d56Sopenharmony_ciintx203 tointegral   101.5    -> 102
1727db96d56Sopenharmony_ciintx204 tointegral  -101.5    -> -102
1737db96d56Sopenharmony_ciintx205 tointegral   10E+5    -> 1.0E+6
1747db96d56Sopenharmony_ciintx206 tointegral  7.89E+77  -> 7.89E+77
1757db96d56Sopenharmony_ciintx207 tointegral   -Inf     -> -Infinity
1767db96d56Sopenharmony_ci
1777db96d56Sopenharmony_ci
1787db96d56Sopenharmony_ci-- all rounding modes
1797db96d56Sopenharmony_cirounding:    half_even
1807db96d56Sopenharmony_ci
1817db96d56Sopenharmony_ciintx210 tointegral     55.5   ->  56
1827db96d56Sopenharmony_ciintx211 tointegral     56.5   ->  56
1837db96d56Sopenharmony_ciintx212 tointegral     57.5   ->  58
1847db96d56Sopenharmony_ciintx213 tointegral    -55.5   -> -56
1857db96d56Sopenharmony_ciintx214 tointegral    -56.5   -> -56
1867db96d56Sopenharmony_ciintx215 tointegral    -57.5   -> -58
1877db96d56Sopenharmony_ci
1887db96d56Sopenharmony_cirounding:    half_up
1897db96d56Sopenharmony_ci
1907db96d56Sopenharmony_ciintx220 tointegral     55.5   ->  56
1917db96d56Sopenharmony_ciintx221 tointegral     56.5   ->  57
1927db96d56Sopenharmony_ciintx222 tointegral     57.5   ->  58
1937db96d56Sopenharmony_ciintx223 tointegral    -55.5   -> -56
1947db96d56Sopenharmony_ciintx224 tointegral    -56.5   -> -57
1957db96d56Sopenharmony_ciintx225 tointegral    -57.5   -> -58
1967db96d56Sopenharmony_ci
1977db96d56Sopenharmony_cirounding:    half_down
1987db96d56Sopenharmony_ci
1997db96d56Sopenharmony_ciintx230 tointegral     55.5   ->  55
2007db96d56Sopenharmony_ciintx231 tointegral     56.5   ->  56
2017db96d56Sopenharmony_ciintx232 tointegral     57.5   ->  57
2027db96d56Sopenharmony_ciintx233 tointegral    -55.5   -> -55
2037db96d56Sopenharmony_ciintx234 tointegral    -56.5   -> -56
2047db96d56Sopenharmony_ciintx235 tointegral    -57.5   -> -57
2057db96d56Sopenharmony_ci
2067db96d56Sopenharmony_cirounding:    up
2077db96d56Sopenharmony_ci
2087db96d56Sopenharmony_ciintx240 tointegral     55.3   ->  56
2097db96d56Sopenharmony_ciintx241 tointegral     56.3   ->  57
2107db96d56Sopenharmony_ciintx242 tointegral     57.3   ->  58
2117db96d56Sopenharmony_ciintx243 tointegral    -55.3   -> -56
2127db96d56Sopenharmony_ciintx244 tointegral    -56.3   -> -57
2137db96d56Sopenharmony_ciintx245 tointegral    -57.3   -> -58
2147db96d56Sopenharmony_ci
2157db96d56Sopenharmony_cirounding:    down
2167db96d56Sopenharmony_ci
2177db96d56Sopenharmony_ciintx250 tointegral     55.7   ->  55
2187db96d56Sopenharmony_ciintx251 tointegral     56.7   ->  56
2197db96d56Sopenharmony_ciintx252 tointegral     57.7   ->  57
2207db96d56Sopenharmony_ciintx253 tointegral    -55.7   -> -55
2217db96d56Sopenharmony_ciintx254 tointegral    -56.7   -> -56
2227db96d56Sopenharmony_ciintx255 tointegral    -57.7   -> -57
2237db96d56Sopenharmony_ci
2247db96d56Sopenharmony_cirounding:    ceiling
2257db96d56Sopenharmony_ci
2267db96d56Sopenharmony_ciintx260 tointegral     55.3   ->  56
2277db96d56Sopenharmony_ciintx261 tointegral     56.3   ->  57
2287db96d56Sopenharmony_ciintx262 tointegral     57.3   ->  58
2297db96d56Sopenharmony_ciintx263 tointegral    -55.3   -> -55
2307db96d56Sopenharmony_ciintx264 tointegral    -56.3   -> -56
2317db96d56Sopenharmony_ciintx265 tointegral    -57.3   -> -57
2327db96d56Sopenharmony_ci
2337db96d56Sopenharmony_cirounding:    floor
2347db96d56Sopenharmony_ci
2357db96d56Sopenharmony_ciintx270 tointegral     55.7   ->  55
2367db96d56Sopenharmony_ciintx271 tointegral     56.7   ->  56
2377db96d56Sopenharmony_ciintx272 tointegral     57.7   ->  57
2387db96d56Sopenharmony_ciintx273 tointegral    -55.7   -> -56
2397db96d56Sopenharmony_ciintx274 tointegral    -56.7   -> -57
2407db96d56Sopenharmony_ciintx275 tointegral    -57.7   -> -58
2417db96d56Sopenharmony_ci
242