t_id
6723
t_adddate
2022/12/11 00:30:42
t_result
0
t_knownrunerror
0
| tr_id | run | tr_ok | tr_skip | tr_result |
|---|---|---|---|---|
| 524729298 | 948066 | False | False | Failed to run |
Record count: 1
use_temp_dir set to false verbose set to true need_cwsdpmi set to true Using DOSBOX executable: /home/muller/bin/dosbox Using ./tfrldexp.exe Using DosBoxDir=./ Using target dosbox.conf ./dosbox.conf "copy_con_to_file=$wrapper_output" transformed into "copy_con_to_file=./dosbox.out" "mount c $DosBoxDir" transformed into "mount c ./" "$exit" transformed into "exit" CopyFile "/home/muller/pas/gitlab-fpc-source/tests/utils/dosbox/exitcode.exe" -> "./EXITCODE.EXE" CopyFile "./tfrldexp.exe" -> "./TEST.EXE" CopyFiLOG: Early LOG Init complete LOG: DOSBox-X's working directory: /home/muller/pas/gitlab-fpc-source/tests/output/go32v2/test/units/math/chunk000000023test LOG: Logging init: beginning logging proper. This is the end of the early init logging LOG: Logging: opened logfile 'test_dosbox_x_logfile.txt' successfully. All further logging will go to this file. LOG: DOSBox-X version 2023.10.06 Commit 59744fe (Linux SDL2 32-bit) LOG: SDL: version 2.28.2, Video dummy, Audio dummy LOG: Host keyboard layout is now () LOG: Mapper keyboard layout is now () LOG: SDL2 reports desktop display mode 1024 x 768 LOG: Configured windowposition: - LOG: SDL: Current window pixel format: SDL_PIXELFORMAT_RGB888 LOG: SDL: You are running in 24 bpp mode, this will slow down things! LOG: Screen report: Method 'None' (-1.000 x -1.000 pixels) at (0.000 x 0.000) (-1.000 x -1.000 mm) (-0.039 x -0.039 in) (-1.000 x -1.000 DPI) LOG: ISA BCLK: 8333333.333Hz (25000000/3) LOG: monopal: green, LOG: Active save slot: 1 [Empty] LOG: USING AVI+ZMBV LOG: Max 1048576 sz 16384 LOG: Final 16384 LOG: MIDI:Opened device:none LOG: Pentium CMPXCHG8B emulation is enabled LOG: Loaded language file: /home/muller/gnu/dosbox-x/contrib/translations/en/en_US.lng LOG: VOODOO LFB now at d0000000 LOG: Serial1: BASE 3f8h LOG: Serial2: BASE 2f8h LOG: disney=true. For compatibility with other DOSBox forks and SVN, LPT1 has been reserved for Disney Sound Source. Initializing it now. LOG: DOSBox-X also supports disney=false and parallel1=disney LOG: Memory I/O complexity optimization enabled aka option 'memory io optimization 1'. If the game or demo is unable to draw to the screen properly, set the option to false. LOG: The 'scanline render on demand' option is available and may provide a modest boost in video render performance if set to true. LOG: Screen report: Method 'None' (-1.000 x -1.000 pixels) at (0.000 x 0.000) (-1.000 x -1.000 mm) (-0.039 x -0.039 in) (-1.000 x -1.000 DPI) LOG: Allocated APM BIOS pm entry point at f000:ce40 LOG: Writing code to fce40 LOG: Writing code to fce60 LOG: Screen report: Method 'None' (-1.000 x -1.000 pixels) at (0.000 x 0.000) (-1.000 x -1.000 mm) (-0.039 x -0.039 in) (-1.000 x -1.000 DPI) LOG: ISA Plug & Play BIOS enabled LOG: VGA ROM BIOS init callback LOG: pixratio 1.001, dw false, dh false LOG: Aspect ratio: 640 x 480 xToY=1.333 yToX=0.750 LOG: menuScale=1 LOG: surface consider=640x497 final=640x497 LOG: Screen report: Method 'None' (-1.000 x -1.000 pixels) at (0.000 x 0.000) (-1.000 x -1.000 mm) (-0.039 x -0.039 in) (-1.000 x -1.000 DPI) LOG: WARNING: No translation support (to host) for code page 0 LOG: XMS: 50 handles allocated for use by the DOS environment LOG: EMS page frame at 0xe000-0xefff LOG: COMMAND.COM env size: 720 bytes LOG: COMMAND.COM environment block: 0x0701 sz=0x002d LOG: COMMAND.COM main body (PSP): 0x072f sz=0x009a LOG: COMMAND.COM stack: 0x0749 LOG: pixratio 1.350, dw false, dh false LOG: Aspect ratio: 720 x 540 xToY=1.333 yToX=0.750 LOG: menuScale=1 LOG: surface consider=720x417 final=720x417 LOG: Screen report: Method 'None' (-1.000 x -1.000 pixels) at (0.000 x 0.000) (-1.000 x -1.000 mm) (-0.039 x -0.039 in) (-1.000 x -1.000 DPI) le "/home/muller/bin/cwsdpmi.exe" -> "./CWSDPMI.EXE" Starting /home/muller/bin/dosbox -conf dosbox.conf Trying to open ./dosbox.out Successfully opened ./dosbox.out, copying content to output 22: HAVE FUN WITH DOSBox-X ! Drive C is mounted as local directory ./single 23: Math.Frexp( Nan): m = Nan, e = 0 24: Reference Frexp( Nan): m = Nan, e = 0 25: 26: Reference Ldexp( Nan, -10) = Nan 27: Math.Ldexp( Nan, -10) = Nan 28: Reference Ldexp( Nan, -1) = Nan 29: Math.Ldexp( Nan, -1) = Nan 30: Reference Ldexp( Nan, 0) = Nan 31: Math.Ldexp( Nan, 0) = Nan 32: Reference Ldexp( Nan, 1) = Nan 33: Math.Ldexp( Nan, 1) = Nan 34: Reference Ldexp( Nan, 10) = Nan 35: Math.Ldexp( Nan, 10) = Nan 36: 37: Math.Frexp( +Inf): m = +Inf, e = 0 38: Reference Frexp would freeze, skipped. 39: 40: Reference Ldexp( +Inf, -10) = +Inf 41: Math.Ldexp( +Inf, -10) = +Inf 42: Reference Ldexp( +Inf, -1) = +Inf 43: Math.Ldexp( +Inf, -1) = +Inf 44: Reference Ldexp( +Inf, 0) = +Inf 45: Math.Ldexp( +Inf, 0) = +Inf 46: Reference Ldexp( +Inf, 1) = +Inf 47: Math.Ldexp( +Inf, 1) = +Inf 48: Reference Ldexp( +Inf, 10) = +Inf 49: Math.Ldexp( +Inf, 10) = +Inf 50: 51: Math.Frexp( -Inf): m = -Inf, e = 0 52: Reference Frexp would freeze, skipped. 53: 54: Reference Ldexp( -Inf, -10) = -Inf 55: Math.Ldexp( -Inf, -10) = -Inf 56: Reference Ldexp( -Inf, -1) = -Inf 57: Math.Ldexp( -Inf, -1) = -Inf 58: Reference Ldexp( -Inf, 0) = -Inf 59: Math.Ldexp( -Inf, 0) = -Inf 60: Reference Ldexp( -Inf, 1) = -Inf 61: Math.Ldexp( -Inf, 1) = -Inf 62: Reference Ldexp( -Inf, 10) = -Inf 63: Math.Ldexp( -Inf, 10) = -Inf 64: 65: Math.Frexp( 1.401298464E-45): m = 5.000000000E-01, e = -148 66: Reference Frexp( 1.401298464E-45): m = 5.000000000E-01, e = -148 67: 68: Reference Ldexp( 1.401298464E-45, -10) = 1.368455532E-48 69: Math.Ldexp( 1.401298464E-45, -10) = 0.000000000E+00 70: FAIL 71: Reference Ldexp( 1.401298464E-45, -1) = 7.006492322E-46 72: Math.Ldexp( 1.401298464E-45, -1) = 0.000000000E+00 73: FAIL 74: Reference Ldexp( 1.401298464E-45, 0) = 1.401298464E-45 75: Math.Ldexp( 1.401298464E-45, 0) = 1.401298464E-45 76: Reference Ldexp( 1.401298464E-45, 1) = 2.802596929E-45 77: Math.Ldexp( 1.401298464E-45, 1) = 2.802596929E-45 78: Reference Ldexp( 1.401298464E-45, 10) = 1.434929627E-42 79: Math.Ldexp( 1.401298464E-45, 10) = 1.434929627E-42 80: 81: Math.Frexp( 2.802596929E-45): m = 5.000000000E-01, e = -147 82: Reference Frexp( 2.802596929E-45): m = 5.000000000E-01, e = -147 83: 84: Reference Ldexp( 2.802596929E-45, -10) = 2.736911063E-48 85: Math.Ldexp( 2.802596929E-45, -10) = 0.000000000E+00 86: FAIL 87: Reference Ldexp( 2.802596929E-45, -1) = 1.401298464E-45 88: Math.Ldexp( 2.802596929E-45, -1) = 1.401298464E-45 89: Reference Ldexp( 2.802596929E-45, 0) = 2.802596929E-45 90: Math.Ldexp( 2.802596929E-45, 0) = 2.802596929E-45 91: Reference Ldexp( 2.802596929E-45, 1) = 5.605193857E-45 92: Math.Ldexp( 2.802596929E-45, 1) = 5.605193857E-45 93: Reference Ldexp( 2.802596929E-45, 10) = 2.869859255E-42 94: Math.Ldexp( 2.802596929E-45, 10) = 2.869859255E-42 95: 96: Math.Frexp( 4.203895393E-45): m = 7.500000000E-01, e = -147 97: Reference Frexp( 4.203895393E-45): m = 7.500000000E-01, e = -147 98: 99: Reference Ldexp( 4.203895393E-45, -10) = 4.105366595E-48 100: Math.Ldexp( 4.203895393E-45, -10) = 0.000000000E+00 101: FAIL 102: Reference Ldexp( 4.203895393E-45, -1) = 2.101947696E-45 103: Math.Ldexp( 4.203895393E-45, -1) = 2.802596929E-45 104: FAIL 105: Reference Ldexp( 4.203895393E-45, 0) = 4.203895393E-45 106: Math.Ldexp( 4.203895393E-45, 0) = 4.203895393E-45 107: Reference Ldexp( 4.203895393E-45, 1) = 8.407790786E-45 108: Math.Ldexp( 4.203895393E-45, 1) = 8.407790786E-45 109: Reference Ldexp( 4.203895393E-45, 10) = 4.304788882E-42 110: Math.Ldexp( 4.203895393E-45, 10) = 4.304788882E-42 111: 112: Math.Frexp( 7.006492322E-45): m = 6.250000000E-01, e = -146 113: Reference Frexp( 7.006492322E-45): m = 6.250000000E-01, e = -146 114: 115: Reference Ldexp( 7.006492322E-45, -10) = 6.842277658E-48 116: Math.Ldexp( 7.006492322E-45, -10) = 0.000000000E+00 117: FAIL 118: Reference Ldexp( 7.006492322E-45, -1) = 3.503246161E-45 119: Math.Ldexp( 7.006492322E-45, -1) = 2.802596929E-45 120: FAIL 121: Reference Ldexp( 7.006492322E-45, 0) = 7.006492322E-45 122: Math.Ldexp( 7.006492322E-45, 0) = 7.006492322E-45 123: Reference Ldexp( 7.006492322E-45, 1) = 1.401298464E-44 124: Math.Ldexp( 7.006492322E-45, 1) = 1.401298464E-44 125: Reference Ldexp( 7.006492322E-45, 10) = 7.174648137E-42 126: Math.Ldexp( 7.006492322E-45, 10) = 7.174648137E-42 127: 128: Math.Frexp( 2.350987861E-39): m = 7.999997139E-01, e = -128 129: Reference Frexp( 2.350987861E-39): m = 7.999997139E-01, e = -128 130: 131: Reference Ldexp( 2.350987861E-39, -10) = 2.295886583E-42 132: Math.Ldexp( 2.350987861E-39, -10) = 2.295326885E-42 133: FAIL 134: Reference Ldexp( 2.350987861E-39, -1) = 1.175493930E-39 135: Math.Ldexp( 2.350987861E-39, -1) = 1.175493230E-39 136: FAIL 137: Reference Ldexp( 2.350987861E-39, 0) = 2.350987861E-39 138: Math.Ldexp( 2.350987861E-39, 0) = 2.350987861E-39 139: Reference Ldexp( 2.350987861E-39, 1) = 4.701975722E-39 140: Math.Ldexp( 2.350987861E-39, 1) = 4.701975722E-39 141: Reference Ldexp( 2.350987861E-39, 10) = 2.407411570E-36 142: Math.Ldexp( 2.350987861E-39, 10) = 2.407411570E-36 143: 144: Math.Frexp( 7.836628538E-39): m = 6.666666269E-01, e = -126 145: Reference Frexp( 7.836628538E-39): m = 6.666666269E-01, e = -126 146: 147: Reference Ldexp( 7.836628538E-39, -10) = 7.652957557E-42 148: Math.Ldexp( 7.836628538E-39, -10) = 7.652490914E-42 149: FAIL 150: Reference Ldexp( 7.836628538E-39, -1) = 3.918314269E-39 151: Math.Ldexp( 7.836628538E-39, -1) = 3.918313569E-39 152: FAIL 153: Reference Ldexp( 7.836628538E-39, 0) = 7.836628538E-39 154: Math.Ldexp( 7.836628538E-39, 0) = 7.836628538E-39 155: Reference Ldexp( 7.836628538E-39, 1) = 1.567325708E-38 156: Math.Ldexp( 7.836628538E-39, 1) = 1.567325708E-38 157: Reference Ldexp( 7.836628538E-39, 10) = 8.024707623E-36 158: Math.Ldexp( 7.836628538E-39, 10) = 8.024707623E-36 159: 160: Math.Frexp( 1.175494211E-38): m = 9.999998808E-01, e = -126 161: Reference Frexp( 1.175494211E-38): m = 9.999998808E-01, e = -126 162: 163: Reference Ldexp( 1.175494211E-38, -10) = 1.147943565E-41 164: Math.Ldexp( 1.175494211E-38, -10) = 1.147943702E-41 165: FAIL 166: Reference Ldexp( 1.175494211E-38, -1) = 5.877471053E-39 167: Math.Ldexp( 1.175494211E-38, -1) = 5.877471754E-39 168: FAIL 169: Reference Ldexp( 1.175494211E-38, 0) = 1.175494211E-38 170: Math.Ldexp( 1.175494211E-38, 0) = 1.175494211E-38 171: Reference Ldexp( 1.175494211E-38, 1) = 2.350988421E-38 172: Math.Ldexp( 1.175494211E-38, 1) = 2.350988421E-38 173: Reference Ldexp( 1.175494211E-38, 10) = 1.203706072E-35 174: Math.Ldexp( 1.175494211E-38, 10) = 1.203706072E-35 175: 176: Math.Frexp(-3.141592741E+00): m = -7.853981853E-01, e = 2 177: Reference Frexp(-3.141592741E+00): m = -7.853981853E-01, e = 2 178: 179: Reference Ldexp(-3.141592741E+00, -10) = -3.067961661E-03 180: Math.Ldexp(-3.141592741E+00, -10) = -3.067961661E-03 181: Reference Ldexp(-3.141592741E+00, -1) = -1.570796371E+00 182: Math.Ldexp(-3.141592741E+00, -1) = -1.570796371E+00 183: Reference Ldexp(-3.141592741E+00, 0) = -3.141592741E+00 184: Math.Ldexp(-3.141592741E+00, 0) = -3.141592741E+00 185: Reference Ldexp(-3.141592741E+00, 1) = -6.283185482E+00 186: Math.Ldexp(-3.141592741E+00, 1) = -6.283185482E+00 187: Reference Ldexp(-3.141592741E+00, 10) = -3.216990967E+03 188: Math.Ldexp(-3.141592741E+00, 10) = -3.216990967E+03 189: 190: Math.Frexp( 4.034288025E+02): m = 7.879468799E-01, e = 9 191: Reference Frexp( 4.034288025E+02): m = 7.879468799E-01, e = 9 192: 193: Reference Ldexp( 4.034288025E+02, -10) = 3.939734399E-01 194: Math.Ldexp( 4.034288025E+02, -10) = 3.939734399E-01 195: Reference Ldexp( 4.034288025E+02, -1) = 2.017144012E+02 196: Math.Ldexp( 4.034288025E+02, -1) = 2.017144012E+02 197: Reference Ldexp( 4.034288025E+02, 0) = 4.034288025E+02 198: Math.Ldexp( 4.034288025E+02, 0) = 4.034288025E+02 199: Reference Ldexp( 4.034288025E+02, 1) = 8.068576050E+02 200: Math.Ldexp( 4.034288025E+02, 1) = 8.068576050E+02 201: Reference Ldexp( 4.034288025E+02, 10) = 4.131110938E+05 202: Math.Ldexp( 4.034288025E+02, 10) = 4.131110938E+05 203: 204: Math.Frexp( 1.175494351E-38): m = 5.000000000E-01, e = -125 205: Reference Frexp( 1.175494351E-38): m = 5.000000000E-01, e = -125 206: 207: Reference Ldexp( 1.175494351E-38, -10) = 1.147943702E-41 208: Math.Ldexp( 1.175494351E-38, -10) = 1.147943702E-41 209: Reference Ldexp( 1.175494351E-38, -1) = 5.877471754E-39 210: Math.Ldexp( 1.175494351E-38, -1) = 5.877471754E-39 211: Reference Ldexp( 1.175494351E-38, 0) = 1.175494351E-38 212: Math.Ldexp( 1.175494351E-38, 0) = 1.175494351E-38 213: Reference Ldexp( 1.175494351E-38, 1) = 2.350988702E-38 214: Math.Ldexp( 1.175494351E-38, 1) = 2.350988702E-38 215: Reference Ldexp( 1.175494351E-38, 10) = 1.203706215E-35 216: Math.Ldexp( 1.175494351E-38, 10) = 1.203706215E-35 217: 218: Math.Frexp( 3.526483052E-38): m = 7.500000000E-01, e = -124 219: Reference Frexp( 3.526483052E-38): m = 7.500000000E-01, e = -124 220: 221: Reference Ldexp( 3.526483052E-38, -10) = 3.443831106E-41 222: Math.Ldexp( 3.526483052E-38, -10) = 3.443831106E-41 223: Reference Ldexp( 3.526483052E-38, -1) = 1.763241526E-38 224: Math.Ldexp( 3.526483052E-38, -1) = 1.763241526E-38 225: Reference Ldexp( 3.526483052E-38, 0) = 3.526483052E-38 226: Math.Ldexp( 3.526483052E-38, 0) = 3.526483052E-38 227: Reference Ldexp( 3.526483052E-38, 1) = 7.052966105E-38 228: Math.Ldexp( 3.526483052E-38, 1) = 7.052966105E-38 229: Reference Ldexp( 3.526483052E-38, 10) = 3.611118646E-35 230: Math.Ldexp( 3.526483052E-38, 10) = 3.611118646E-35 231: 232: Math.Frexp( 1.134274489E+38): m = 6.666666269E-01, e = 127 233: Reference Frexp( 1.134274489E+38): m = 6.666666269E-01, e = 127 234: 235: Reference Ldexp( 1.134274489E+38, -10) = 1.107689930E+35 236: Math.Ldexp( 1.134274489E+38, -10) = 1.107689930E+35 237: Reference Ldexp( 1.134274489E+38, -1) = 5.671372444E+37 238: Math.Ldexp( 1.134274489E+38, -1) = 5.671372444E+37 239: Reference Ldexp( 1.134274489E+38, 0) = 1.134274489E+38 240: Math.Ldexp( 1.134274489E+38, 0) = 1.134274489E+38 241: Reference Ldexp( 1.134274489E+38, 1) = 2.268548978E+38 242: Math.Ldexp( 1.134274489E+38, 1) = 2.268548978E+38 243: Reference Ldexp( 1.134274489E+38, 10) = 1.161497077E+41 244: Math.Ldexp( 1.134274489E+38, 10) = +Inf 245: FAIL 246: 247: Math.Frexp( 3.402823466E+38): m = 9.999999404E-01, e = 128 248: Reference Frexp( 3.402823466E+38): m = 9.999999404E-01, e = 128 249: 250: Reference Ldexp( 3.402823466E+38, -10) = 3.323069791E+35 251: Math.Ldexp( 3.402823466E+38, -10) = 3.323069791E+35 252: Reference Ldexp( 3.402823466E+38, -1) = 1.701411733E+38 253: Math.Ldexp( 3.402823466E+38, -1) = 1.701411733E+38 254: Reference Ldexp( 3.402823466E+38, 0) = 3.402823466E+38 255: Math.Ldexp( 3.402823466E+38, 0) = 3.402823466E+38 256: Reference Ldexp( 3.402823466E+38, 1) = 6.805646933E+38 257: Math.Ldexp( 3.402823466E+38, 1) = +Inf 258: FAIL 259: Reference Ldexp( 3.402823466E+38, 10) = 3.484491230E+41 260: Math.Ldexp( 3.402823466E+38, 10) = +Inf 261: FAIL 262: 263: 264: double 265: Math.Frexp( Nan): m = Nan, e = 0 266: Reference Frexp( Nan): m = Nan, e = 0 267: 268: Reference Ldexp( Nan, -10) = Nan 269: Math.Ldexp( Nan, -10) = Nan 270: Reference Ldexp( Nan, -1) = Nan 271: Math.Ldexp( Nan, -1) = Nan 272: Reference Ldexp( Nan, 0) = Nan 273: Math.Ldexp( Nan, 0) = Nan 274: Reference Ldexp( Nan, 1) = Nan 275: Math.Ldexp( Nan, 1) = Nan 276: Reference Ldexp( Nan, 10) = Nan 277: Math.Ldexp( Nan, 10) = Nan 278: 279: Math.Frexp( +Inf): m = +Inf, e = 0 280: Reference Frexp would freeze, skipped. 281: 282: Reference Ldexp( +Inf, -10) = +Inf 283: Math.Ldexp( +Inf, -10) = +Inf 284: Reference Ldexp( +Inf, -1) = +Inf 285: Math.Ldexp( +Inf, -1) = +Inf 286: Reference Ldexp( +Inf, 0) = +Inf 287: Math.Ldexp( +Inf, 0) = +Inf 288: Reference Ldexp( +Inf, 1) = +Inf 289: Math.Ldexp( +Inf, 1) = +Inf 290: Reference Ldexp( +Inf, 10) = +Inf 291: Math.Ldexp( +Inf, 10) = +Inf 292: 293: Math.Frexp( -Inf): m = -Inf, e = 0 294: Reference Frexp would freeze, skipped. 295: 296: Reference Ldexp( -Inf, -10) = -Inf 297: Math.Ldexp( -Inf, -10) = -Inf 298: Reference Ldexp( -Inf, -1) = -Inf 299: Math.Ldexp( -Inf, -1) = -Inf 300: Reference Ldexp( -Inf, 0) = -Inf 301: Math.Ldexp( -Inf, 0) = -Inf 302: Reference Ldexp( -Inf, 1) = -Inf 303: Math.Ldexp( -Inf, 1) = -Inf 304: Reference Ldexp( -Inf, 10) = -Inf 305: Math.Ldexp( -Inf, 10) = -Inf 306: 307: Math.Frexp( 4.9406564584124654E-324): m = 5.0000000000000000E-001, e = -1073 308: Reference Frexp( 4.9406564584124654E-324): m = 5.0000000000000000E-001, e = -1073 309: 310: Reference Ldexp( 4.9406564584124654E-324, -10) = 4.8248598226684233E-327 311: Math.Ldexp( 4.9406564584124654E-324, -10) = 0.0000000000000000E+000 312: FAIL 313: Reference Ldexp( 4.9406564584124654E-324, -1) = 2.4703282292062327E-324 314: Math.Ldexp( 4.9406564584124654E-324, -1) = 0.0000000000000000E+000 315: FAIL 316: Reference Ldexp( 4.9406564584124654E-324, 0) = 4.9406564584124654E-324 317: Math.Ldexp( 4.9406564584124654E-324, 0) = 4.9406564584124654E-324 318: Reference Ldexp( 4.9406564584124654E-324, 1) = 9.8813129168249309E-324 319: Math.Ldexp( 4.9406564584124654E-324, 1) = 9.8813129168249309E-324 320: Reference Ldexp( 4.9406564584124654E-324, 10) = 5.0592322134143646E-321 321: Math.Ldexp( 4.9406564584124654E-324, 10) = 5.0592322134143646E-321 322: 323: Math.Frexp( 9.8813129168249309E-324): m = 5.0000000000000000E-001, e = -1072 324: Reference Frexp( 9.8813129168249309E-324): m = 5.0000000000000000E-001, e = -1072 325: 326: Reference Ldexp( 9.8813129168249309E-324, -10) = 9.6497196453368466E-327 327: Math.Ldexp( 9.8813129168249309E-324, -10) = 0.0000000000000000E+000 328: FAIL 329: Reference Ldexp( 9.8813129168249309E-324, -1) = 4.9406564584124654E-324 330: Math.Ldexp( 9.8813129168249309E-324, -1) = 4.9406564584124654E-324 331: Reference Ldexp( 9.8813129168249309E-324, 0) = 9.8813129168249309E-324 332: Math.Ldexp( 9.8813129168249309E-324, 0) = 9.8813129168249309E-324 333: Reference Ldexp( 9.8813129168249309E-324, 1) = 1.9762625833649862E-323 334: Math.Ldexp( 9.8813129168249309E-324, 1) = 1.9762625833649862E-323 335: Reference Ldexp( 9.8813129168249309E-324, 10) = 1.0118464426828729E-320 336: Math.Ldexp( 9.8813129168249309E-324, 10) = 1.0118464426828729E-320 337: 338: Math.Frexp( 1.4821969375237396E-323): m = 7.5000000000000000E-001, e = -1072 339: Reference Frexp( 1.4821969375237396E-323): m = 7.5000000000000000E-001, e = -1072 340: 341: Reference Ldexp( 1.4821969375237396E-323, -10) = 1.4474579468005270E-326 342: Math.Ldexp( 1.4821969375237396E-323, -10) = 0.0000000000000000E+000 343: FAIL 344: Reference Ldexp( 1.4821969375237396E-323, -1) = 7.4109846876186982E-324 345: Math.Ldexp( 1.4821969375237396E-323, -1) = 9.8813129168249309E-324 346: FAIL 347: Reference Ldexp( 1.4821969375237396E-323, 0) = 1.4821969375237396E-323 348: Math.Ldexp( 1.4821969375237396E-323, 0) = 1.4821969375237396E-323 349: Reference Ldexp( 1.4821969375237396E-323, 1) = 2.9643938750474793E-323 350: Math.Ldexp( 1.4821969375237396E-323, 1) = 2.9643938750474793E-323 351: Reference Ldexp( 1.4821969375237396E-323, 10) = 1.5177696640243094E-320 352: Math.Ldexp( 1.4821969375237396E-323, 10) = 1.5177696640243094E-320 353: 354: Math.Frexp( 2.4703282292062327E-323): m = 6.2500000000000000E-001, e = -1071 355: Reference Frexp( 2.4703282292062327E-323): m = 6.2500000000000000E-001, e = -1071 356: 357: Reference Ldexp( 2.4703282292062327E-323, -10) = 2.4124299113342116E-326 358: Math.Ldexp( 2.4703282292062327E-323, -10) = 0.0000000000000000E+000 359: FAIL 360: Reference Ldexp( 2.4703282292062327E-323, -1) = 1.2351641146031164E-323 361: Math.Ldexp( 2.4703282292062327E-323, -1) = 9.8813129168249309E-324 362: FAIL 363: Reference Ldexp( 2.4703282292062327E-323, 0) = 2.4703282292062327E-323 364: Math.Ldexp( 2.4703282292062327E-323, 0) = 2.4703282292062327E-323 365: Reference Ldexp( 2.4703282292062327E-323, 1) = 4.9406564584124654E-323 366: Math.Ldexp( 2.4703282292062327E-323, 1) = 4.9406564584124654E-323 367: Reference Ldexp( 2.4703282292062327E-323, 10) = 2.5296161067071823E-320 368: Math.Ldexp( 2.4703282292062327E-323, 10) = 2.5296161067071823E-320 369: 370: Math.Frexp( 4.4501477170144018E-309): m = 7.9999999999999982E-001, e = -1024 371: Reference Frexp( 4.4501477170144018E-309): m = 7.9999999999999982E-001, e = -1024 372: 373: Reference Ldexp( 4.4501477170144018E-309, -10) = 4.3458473798968767E-312 374: Math.Ldexp( 4.4501477170144018E-309, -10) = 4.3458473798978658E-312 375: FAIL 376: Reference Ldexp( 4.4501477170144018E-309, -1) = 2.2250738585072009E-309 377: Math.Ldexp( 4.4501477170144018E-309, -1) = 2.2250738585072034E-309 378: FAIL 379: Reference Ldexp( 4.4501477170144018E-309, 0) = 4.4501477170144018E-309 380: Math.Ldexp( 4.4501477170144018E-309, 0) = 4.4501477170144018E-309 381: Reference Ldexp( 4.4501477170144018E-309, 1) = 8.9002954340288036E-309 382: Math.Ldexp( 4.4501477170144018E-309, 1) = 8.9002954340288036E-309 383: Reference Ldexp( 4.4501477170144018E-309, 10) = 4.5569512622227474E-306 384: Math.Ldexp( 4.4501477170144018E-309, 10) = 4.5569512622227474E-306 385: 386: Math.Frexp( 1.4833825723381339E-308): m = 6.6666666666666652E-001, e = -1022 387: Reference Frexp( 1.4833825723381339E-308): m = 6.6666666666666652E-001, e = -1022 388: 389: Reference Ldexp( 1.4833825723381339E-308, -10) = 1.4486157932989589E-311 390: Math.Ldexp( 1.4833825723381339E-308, -10) = 1.4486157932991239E-311 391: FAIL 392: Reference Ldexp( 1.4833825723381339E-308, -1) = 7.4169128616906696E-309 393: Math.Ldexp( 1.4833825723381339E-308, -1) = 7.4169128616906696E-309 394: Reference Ldexp( 1.4833825723381339E-308, 0) = 1.4833825723381339E-308 395: Math.Ldexp( 1.4833825723381339E-308, 0) = 1.4833825723381339E-308 396: Reference Ldexp( 1.4833825723381339E-308, 1) = 2.9667651446762679E-308 397: Math.Ldexp( 1.4833825723381339E-308, 1) = 2.9667651446762679E-308 398: Reference Ldexp( 1.4833825723381339E-308, 10) = 1.5189837540742491E-305 399: Math.Ldexp( 1.4833825723381339E-308, 10) = 1.5189837540742491E-305 400: 401: Math.Frexp( 2.2250738585072009E-308): m = 9.9999999999999978E-001, e = -1022 402: Reference Frexp( 2.2250738585072009E-308): m = 9.9999999999999978E-001, e = -1022 403: 404: Reference Ldexp( 2.2250738585072009E-308, -10) = 2.1729236899484384E-311 405: Math.Ldexp( 2.2250738585072009E-308, -10) = 2.1729236899484389E-311 406: FAIL 407: Reference Ldexp( 2.2250738585072009E-308, -1) = 1.1125369292536004E-308 408: Math.Ldexp( 2.2250738585072009E-308, -1) = 1.1125369292536007E-308 409: FAIL 410: Reference Ldexp( 2.2250738585072009E-308, 0) = 2.2250738585072009E-308 411: Math.Ldexp( 2.2250738585072009E-308, 0) = 2.2250738585072009E-308 412: Reference Ldexp( 2.2250738585072009E-308, 1) = 4.4501477170144018E-308 413: Math.Ldexp( 2.2250738585072009E-308, 1) = 4.4501477170144018E-308 414: Reference Ldexp( 2.2250738585072009E-308, 10) = 2.2784756311113737E-305 415: Math.Ldexp( 2.2250738585072009E-308, 10) = 2.2784756311113737E-305 416: 417: Math.Frexp(-3.1415926535897931E+000): m = -7.8539816339744828E-001, e = 2 418: Reference Frexp(-3.1415926535897931E+000): m = -7.8539816339744828E-001, e = 2 419: 420: Reference Ldexp(-3.1415926535897931E+000, -10) = -3.0679615757712823E-003 421: Math.Ldexp(-3.1415926535897931E+000, -10) = -3.0679615757712823E-003 422: Reference Ldexp(-3.1415926535897931E+000, -1) = -1.5707963267948966E+000 423: Math.Ldexp(-3.1415926535897931E+000, -1) = -1.5707963267948966E+000 424: Reference Ldexp(-3.1415926535897931E+000, 0) = -3.1415926535897931E+000 425: Math.Ldexp(-3.1415926535897931E+000, 0) = -3.1415926535897931E+000 426: Reference Ldexp(-3.1415926535897931E+000, 1) = -6.2831853071795862E+000 427: Math.Ldexp(-3.1415926535897931E+000, 1) = -6.2831853071795862E+000 428: Reference Ldexp(-3.1415926535897931E+000, 10) = -3.2169908772759482E+003 429: Math.Ldexp(-3.1415926535897931E+000, 10) = -3.2169908772759482E+003 430: 431: Math.Frexp( 4.0342879349273511E+002): m = 7.8794686229049826E-001, e = 9 432: Reference Frexp( 4.0342879349273511E+002): m = 7.8794686229049826E-001, e = 9 433: 434: Reference Ldexp( 4.0342879349273511E+002, -10) = 3.9397343114524913E-001 435: Math.Ldexp( 4.0342879349273511E+002, -10) = 3.9397343114524913E-001 436: Reference Ldexp( 4.0342879349273511E+002, -1) = 2.0171439674636756E+002 437: Math.Ldexp( 4.0342879349273511E+002, -1) = 2.0171439674636756E+002 438: Reference Ldexp( 4.0342879349273511E+002, 0) = 4.0342879349273511E+002 439: Math.Ldexp( 4.0342879349273511E+002, 0) = 4.0342879349273511E+002 440: Reference Ldexp( 4.0342879349273511E+002, 1) = 8.0685758698547022E+002 441: Math.Ldexp( 4.0342879349273511E+002, 1) = 8.0685758698547022E+002 442: Reference Ldexp( 4.0342879349273511E+002, 10) = 4.1311108453656075E+005 443: Math.Ldexp( 4.0342879349273511E+002, 10) = 4.1311108453656075E+005 444: 445: Math.Frexp( 2.2250738585072014E-308): m = 5.0000000000000000E-001, e = -1021 446: Reference Frexp( 2.2250738585072014E-308): m = 5.0000000000000000E-001, e = -1021 447: 448: Reference Ldexp( 2.2250738585072014E-308, -10) = 2.1729236899484389E-311 449: Math.Ldexp( 2.2250738585072014E-308, -10) = 2.1729236899484389E-311 450: Reference Ldexp( 2.2250738585072014E-308, -1) = 1.1125369292536007E-308 451: Math.Ldexp( 2.2250738585072014E-308, -1) = 1.1125369292536007E-308 452: Reference Ldexp( 2.2250738585072014E-308, 0) = 2.2250738585072014E-308 453: Math.Ldexp( 2.2250738585072014E-308, 0) = 2.2250738585072014E-308 454: Reference Ldexp( 2.2250738585072014E-308, 1) = 4.4501477170144028E-308 455: Math.Ldexp( 2.2250738585072014E-308, 1) = 4.4501477170144028E-308 456: Reference Ldexp( 2.2250738585072014E-308, 10) = 2.2784756311113742E-305 457: Math.Ldexp( 2.2250738585072014E-308, 10) = 2.2784756311113742E-305 458: 459: Math.Frexp( 6.6752215755216041E-308): m = 7.5000000000000000E-001, e = -1020 460: Reference Frexp( 6.6752215755216041E-308): m = 7.5000000000000000E-001, e = -1020 461: 462: Reference Ldexp( 6.6752215755216041E-308, -10) = 6.5187710698453166E-311 463: Math.Ldexp( 6.6752215755216041E-308, -10) = 6.5187710698453166E-311 464: Reference Ldexp( 6.6752215755216041E-308, -1) = 3.3376107877608021E-308 465: Math.Ldexp( 6.6752215755216041E-308, -1) = 3.3376107877608021E-308 466: Reference Ldexp( 6.6752215755216041E-308, 0) = 6.6752215755216041E-308 467: Math.Ldexp( 6.6752215755216041E-308, 0) = 6.6752215755216041E-308 468: Reference Ldexp( 6.6752215755216041E-308, 1) = 1.3350443151043208E-307 469: Math.Ldexp( 6.6752215755216041E-308, 1) = 1.3350443151043208E-307 470: Reference Ldexp( 6.6752215755216041E-308, 10) = 6.8354268933341226E-305 471: Math.Ldexp( 6.6752215755216041E-308, 10) = 6.8354268933341226E-305 472: 473: Math.Frexp( 5.9923104495410517E+307): m = 6.6666666666666652E-001, e = 1023 474: Reference Frexp( 5.9923104495410517E+307): m = 6.6666666666666652E-001, e = 1023 475: 476: Reference Ldexp( 5.9923104495410517E+307, -10) = 5.8518656733799333E+304 477: Math.Ldexp( 5.9923104495410517E+307, -10) = 5.8518656733799333E+304 478: Reference Ldexp( 5.9923104495410517E+307, -1) = 2.9961552247705258E+307 479: Math.Ldexp( 5.9923104495410517E+307, -1) = 2.9961552247705258E+307 480: Reference Ldexp( 5.9923104495410517E+307, 0) = 5.9923104495410517E+307 481: Math.Ldexp( 5.9923104495410517E+307, 0) = 5.9923104495410517E+307 482: Reference Ldexp( 5.9923104495410517E+307, 1) = 1.1984620899082103E+308 483: Math.Ldexp( 5.9923104495410517E+307, 1) = 1.1984620899082103E+308 484: Reference Ldexp( 5.9923104495410517E+307, 10) = 6.1361259003300369E+310 485: Math.Ldexp( 5.9923104495410517E+307, 10) = +Inf 486: FAIL 487: 488: Math.Frexp( 1.7976931348623157E+308): m = 9.9999999999999989E-001, e = 1024 489: Reference Frexp( 1.7976931348623157E+308): m = 9.9999999999999989E-001, e = 1024 490: 491: Reference Ldexp( 1.7976931348623157E+308, -10) = 1.7555597020139802E+305 492: Math.Ldexp( 1.7976931348623157E+308, -10) = 1.7555597020139802E+305 493: Reference Ldexp( 1.7976931348623157E+308, -1) = 8.9884656743115785E+307 494: Math.Ldexp( 1.7976931348623157E+308, -1) = 8.9884656743115785E+307 495: Reference Ldexp( 1.7976931348623157E+308, 0) = 1.7976931348623157E+308 496: Math.Ldexp( 1.7976931348623157E+308, 0) = 1.7976931348623157E+308 497: Reference Ldexp( 1.7976931348623157E+308, 1) = 3.5953862697246314E+308 498: Math.Ldexp( 1.7976931348623157E+308, 1) = +Inf 499: FAIL 500: Reference Ldexp( 1.7976931348623157E+308, 10) = 1.8408377700990113E+311 501: Math.Ldexp( 1.7976931348623157E+308, 10) = +Inf 502: FAIL 503: 504: 505: extended 506: Math.Frexp( Nan): m = Nan, e = 0 507: Reference Frexp( Nan): m = Nan, e = 0 508: 509: Reference Ldexp( Nan, -10) = Nan 510: Math.Ldexp( Nan, -10) = Nan 511: Reference Ldexp( Nan, -1) = Nan 512: Math.Ldexp( Nan, -1) = Nan 513: Reference Ldexp( Nan, 0) = Nan 514: Math.Ldexp( Nan, 0) = Nan 515: Reference Ldexp( Nan, 1) = Nan 516: Math.Ldexp( Nan, 1) = Nan 517: Reference Ldexp( Nan, 10) = Nan 518: Math.Ldexp( Nan, 10) = Nan 519: 520: Math.Frexp( +Inf): m = +Inf, e = 0 521: Reference Frexp would freeze, skipped. 522: 523: Reference Ldexp( +Inf, -10) = +Inf 524: Math.Ldexp( +Inf, -10) = +Inf 525: Reference Ldexp( +Inf, -1) = +Inf 526: Math.Ldexp( +Inf, -1) = +Inf 527: Reference Ldexp( +Inf, 0) = +Inf 528: Math.Ldexp( +Inf, 0) = +Inf 529: Reference Ldexp( +Inf, 1) = +Inf 530: Math.Ldexp( +Inf, 1) = +Inf 531: Reference Ldexp( +Inf, 10) = +Inf 532: Math.Ldexp( +Inf, 10) = +Inf 533: 534: Math.Frexp( -Inf): m = -Inf, e = 0 535: Reference Frexp would freeze, skipped. 536: 537: Reference Ldexp( -Inf, -10) = -Inf 538: Math.Ldexp( -Inf, -10) = -Inf 539: Reference Ldexp( -Inf, -1) = -Inf 540: Math.Ldexp( -Inf, -1) = -Inf 541: Reference Ldexp( -Inf, 0) = -Inf 542: Math.Ldexp( -Inf, 0) = -Inf 543: Reference Ldexp( -Inf, 1) = -Inf 544: Math.Ldexp( -Inf, 1) = -Inf 545: Reference Ldexp( -Inf, 10) = -Inf 546: Math.Ldexp( -Inf, 10) = -Inf 547: 548: Math.Frexp( 3.64519953188247460253E-4951): m = 5.00000000000000000000E-0001, e = -16444 549: Reference Frexp( 3.64519953188247460253E-4951): m = 5.00000000000000000000E-0001, e = -16444 550: 551: Reference Ldexp( 3.64519953188247460253E-4951, -10) = 0.00000000000000000000E+0000 552: Math.Ldexp( 3.64519953188247460253E-4951, -10) = 0.00000000000000000000E+0000 553: Reference Ldexp( 3.64519953188247460253E-4951, -1) = 0.00000000000000000000E+0000 554: Math.Ldexp( 3.64519953188247460253E-4951, -1) = 0.00000000000000000000E+0000 555: Reference Ldexp( 3.64519953188247460253E-4951, 0) = 3.64519953188247460253E-4951 556: Math.Ldexp( 3.64519953188247460253E-4951, 0) = 3.64519953188247460253E-4951 557: Reference Ldexp( 3.64519953188247460253E-4951, 1) = 7.29039906376494920506E-4951 558: Math.Ldexp( 3.64519953188247460253E-4951, 1) = 7.29039906376494920506E-4951 559: Reference Ldexp( 3.64519953188247460253E-4951, 10) = 3.73268432064765399299E-4948 560: Math.Ldexp( 3.64519953188247460253E-4951, 10) = 3.73268432064765399299E-4948 561: 562: Math.Frexp( 7.29039906376494920506E-4951): m = 5.00000000000000000000E-0001, e = -16443 563: Reference Frexp( 7.29039906376494920506E-4951): m = 5.00000000000000000000E-0001, e = -16443 564: 565: Reference Ldexp( 7.29039906376494920506E-4951, -10) = 0.00000000000000000000E+0000 566: Math.Ldexp( 7.29039906376494920506E-4951, -10) = 0.00000000000000000000E+0000 567: Reference Ldexp( 7.29039906376494920506E-4951, -1) = 3.64519953188247460253E-4951 568: Math.Ldexp( 7.29039906376494920506E-4951, -1) = 3.64519953188247460253E-4951 569: Reference Ldexp( 7.29039906376494920506E-4951, 0) = 7.29039906376494920506E-4951 570: Math.Ldexp( 7.29039906376494920506E-4951, 0) = 7.29039906376494920506E-4951 571: Reference Ldexp( 7.29039906376494920506E-4951, 1) = 1.45807981275298984101E-4950 572: Math.Ldexp( 7.29039906376494920506E-4951, 1) = 1.45807981275298984101E-4950 573: Reference Ldexp( 7.29039906376494920506E-4951, 10) = 7.46536864129530798598E-4948 574: Math.Ldexp( 7.29039906376494920506E-4951, 10) = 7.46536864129530798598E-4948 575: 576: Math.Frexp( 1.09355985956474238076E-4950): m = 7.50000000000000000000E-0001, e = -16443 577: Reference Frexp( 1.09355985956474238076E-4950): m = 7.50000000000000000000E-0001, e = -16443 578: 579: Reference Ldexp( 1.09355985956474238076E-4950, -10) = 0.00000000000000000000E+0000 580: Math.Ldexp( 1.09355985956474238076E-4950, -10) = 0.00000000000000000000E+0000 581: Reference Ldexp( 1.09355985956474238076E-4950, -1) = 7.29039906376494920506E-4951 582: Math.Ldexp( 1.09355985956474238076E-4950, -1) = 7.29039906376494920506E-4951 583: Reference Ldexp( 1.09355985956474238076E-4950, 0) = 1.09355985956474238076E-4950 584: Math.Ldexp( 1.09355985956474238076E-4950, 0) = 1.09355985956474238076E-4950 585: Reference Ldexp( 1.09355985956474238076E-4950, 1) = 2.18711971912948476152E-4950 586: Math.Ldexp( 1.09355985956474238076E-4950, 1) = 2.18711971912948476152E-4950 587: Reference Ldexp( 1.09355985956474238076E-4950, 10) = 1.11980529619429619790E-4947 588: Math.Ldexp( 1.09355985956474238076E-4950, 10) = 1.11980529619429619790E-4947 589: 590: Math.Frexp( 1.82259976594123730126E-4950): m = 6.25000000000000000000E-0001, e = -16442 591: Reference Frexp( 1.82259976594123730126E-4950): m = 6.25000000000000000000E-0001, e = -16442 592: 593: Reference Ldexp( 1.82259976594123730126E-4950, -10) = 0.00000000000000000000E+0000 594: Math.Ldexp( 1.82259976594123730126E-4950, -10) = 0.00000000000000000000E+0000 595: Reference Ldexp( 1.82259976594123730126E-4950, -1) = 7.29039906376494920506E-4951 596: Math.Ldexp( 1.82259976594123730126E-4950, -1) = 7.29039906376494920506E-4951 597: Reference Ldexp( 1.82259976594123730126E-4950, 0) = 1.82259976594123730126E-4950 598: Math.Ldexp( 1.82259976594123730126E-4950, 0) = 1.82259976594123730126E-4950 599: Reference Ldexp( 1.82259976594123730126E-4950, 1) = 3.64519953188247460253E-4950 600: Math.Ldexp( 1.82259976594123730126E-4950, 1) = 3.64519953188247460253E-4950 601: Reference Ldexp( 1.82259976594123730126E-4950, 10) = 1.86634216032382699649E-4947 602: Math.Ldexp( 1.82259976594123730126E-4950, 10) = 1.86634216032382699649E-4947 603: 604: Math.Frexp( 6.72420628622418701034E-4933): m = 7.99999999999999999740E-0001, e = -16384 605: Reference Frexp( 6.72420628622418701034E-4933): m = 7.99999999999999999740E-0001, e = -16384 606: 607: Reference Ldexp( 6.72420628622418701034E-4933, -10) = 6.56660770139080617134E-4936 608: Math.Ldexp( 6.72420628622418701034E-4933, -10) = 6.56660770139080617134E-4936 609: Reference Ldexp( 6.72420628622418701034E-4933, -1) = 3.36210314311209350335E-4933 610: Math.Ldexp( 6.72420628622418701034E-4933, -1) = 3.36210314311209350335E-4933 611: Reference Ldexp( 6.72420628622418701034E-4933, 0) = 6.72420628622418701034E-4933 612: Math.Ldexp( 6.72420628622418701034E-4933, 0) = 6.72420628622418701034E-4933 613: Reference Ldexp( 6.72420628622418701034E-4933, 1) = 1.34484125724483740207E-4932 614: Math.Ldexp( 6.72420628622418701034E-4933, 1) = 1.34484125724483740207E-4932 615: Reference Ldexp( 6.72420628622418701034E-4933, 10) = 6.88558723709356749859E-4930 616: Math.Ldexp( 6.72420628622418701034E-4933, 10) = 6.88558723709356749859E-4930 617: 618: Math.Frexp( 2.24140209540806233739E-4932): m = 6.66666666666666666631E-0001, e = -16382 619: Reference Frexp( 2.24140209540806233739E-4932): m = 6.66666666666666666631E-0001, e = -16382 620: 621: Reference Ldexp( 2.24140209540806233739E-4932, -10) = 2.18886923379693575497E-4935 622: Math.Ldexp( 2.24140209540806233739E-4932, -10) = 2.18886923379693575497E-4935 623: Reference Ldexp( 2.24140209540806233739E-4932, -1) = 1.12070104770403116851E-4932 624: Math.Ldexp( 2.24140209540806233739E-4932, -1) = 1.12070104770403116851E-4932 625: Reference Ldexp( 2.24140209540806233739E-4932, 0) = 2.24140209540806233739E-4932 626: Math.Ldexp( 2.24140209540806233739E-4932, 0) = 2.24140209540806233739E-4932 627: Reference Ldexp( 2.24140209540806233739E-4932, 1) = 4.48280419081612467477E-4932 628: Math.Ldexp( 2.24140209540806233739E-4932, 1) = 4.48280419081612467477E-4932 629: Reference Ldexp( 2.24140209540806233739E-4932, 10) = 2.29519574569785583348E-4929 630: Math.Ldexp( 2.24140209540806233739E-4932, 10) = 2.29519574569785583348E-4929 631: 632: Math.Frexp( 3.36210314311209350590E-4932): m = 9.99999999999999999892E-0001, e = -16382 633: Reference Frexp( 3.36210314311209350590E-4932): m = 9.99999999999999999892E-0001, e = -16382 634: 635: Reference Ldexp( 3.36210314311209350590E-4932, -10) = 3.28330385069540381471E-4935 636: Math.Ldexp( 3.36210314311209350590E-4932, -10) = 3.28330385069540381471E-4935 637: Reference Ldexp( 3.36210314311209350590E-4932, -1) = 1.68105157155604675313E-4932 638: Math.Ldexp( 3.36210314311209350590E-4932, -1) = 1.68105157155604675313E-4932 639: Reference Ldexp( 3.36210314311209350590E-4932, 0) = 3.36210314311209350590E-4932 640: Math.Ldexp( 3.36210314311209350590E-4932, 0) = 3.36210314311209350590E-4932 641: Reference Ldexp( 3.36210314311209350590E-4932, 1) = 6.72420628622418701180E-4932 642: Math.Ldexp( 3.36210314311209350590E-4932, 1) = 6.72420628622418701180E-4932 643: Reference Ldexp( 3.36210314311209350590E-4932, 10) = 3.44279361854678375004E-4929 644: Math.Ldexp( 3.36210314311209350590E-4932, 10) = 3.44279361854678375004E-4929 645: 646: Math.Frexp(-3.14159265358979323851E+0000): m = -7.85398163397448309628E-0001, e = 2 647: Reference Frexp(-3.14159265358979323851E+0000): m = -7.85398163397448309628E-0001, e = 2 648: 649: Reference Ldexp(-3.14159265358979323851E+0000, -10) = -3.06796157577128245949E-0003 650: Math.Ldexp(-3.14159265358979323851E+0000, -10) = -3.06796157577128245949E-0003 651: Reference Ldexp(-3.14159265358979323851E+0000, -1) = -1.57079632679489661926E+0000 652: Math.Ldexp(-3.14159265358979323851E+0000, -1) = -1.57079632679489661926E+0000 653: Reference Ldexp(-3.14159265358979323851E+0000, 0) = -3.14159265358979323851E+0000 654: Math.Ldexp(-3.14159265358979323851E+0000, 0) = -3.14159265358979323851E+0000 655: Reference Ldexp(-3.14159265358979323851E+0000, 1) = -6.28318530717958647703E+0000 656: Math.Ldexp(-3.14159265358979323851E+0000, 1) = -6.28318530717958647703E+0000 657: Reference Ldexp(-3.14159265358979323851E+0000, 10) = -3.21699087727594827624E+0003 658: Math.Ldexp(-3.14159265358979323851E+0000, 10) = -3.21699087727594827624E+0003 659: 660: Math.Frexp( 4.03428793492735122600E+0002): m = 7.87946862290498286328E-0001, e = 9 661: Reference Frexp( 4.03428793492735122600E+0002): m = 7.87946862290498286328E-0001, e = 9 662: 663: Reference Ldexp( 4.03428793492735122600E+0002, -10) = 3.93973431145249143164E-0001 664: Math.Ldexp( 4.03428793492735122600E+0002, -10) = 3.93973431145249143164E-0001 665: Reference Ldexp( 4.03428793492735122600E+0002, -1) = 2.01714396746367561300E+0002 666: Math.Ldexp( 4.03428793492735122600E+0002, -1) = 2.01714396746367561300E+0002 667: Reference Ldexp( 4.03428793492735122600E+0002, 0) = 4.03428793492735122600E+0002 668: Math.Ldexp( 4.03428793492735122600E+0002, 0) = 4.03428793492735122600E+0002 669: Reference Ldexp( 4.03428793492735122600E+0002, 1) = 8.06857586985470245200E+0002 670: Math.Ldexp( 4.03428793492735122600E+0002, 1) = 8.06857586985470245200E+0002 671: Reference Ldexp( 4.03428793492735122600E+0002, 10) = 4.13111084536560765542E+0005 672: Math.Ldexp( 4.03428793492735122600E+0002, 10) = 4.13111084536560765542E+0005 673: 674: Math.Frexp( 3.36210314311209350626E-4932): m = 5.00000000000000000000E-0001, e = -16381 675: Reference Frexp( 3.36210314311209350626E-4932): m = 5.00000000000000000000E-0001, e = -16381 676: 677: Reference Ldexp( 3.36210314311209350626E-4932, -10) = 3.28330385069540381471E-4935 678: Math.Ldexp( 3.36210314311209350626E-4932, -10) = 3.28330385069540381471E-4935 679: Reference Ldexp( 3.36210314311209350626E-4932, -1) = 1.68105157155604675313E-4932 680: Math.Ldexp( 3.36210314311209350626E-4932, -1) = 1.68105157155604675313E-4932 681: Reference Ldexp( 3.36210314311209350626E-4932, 0) = 3.36210314311209350626E-4932 682: Math.Ldexp( 3.36210314311209350626E-4932, 0) = 3.36210314311209350626E-4932 683: Reference Ldexp( 3.36210314311209350626E-4932, 1) = 6.72420628622418701253E-4932 684: Math.Ldexp( 3.36210314311209350626E-4932, 1) = 6.72420628622418701253E-4932 685: Reference Ldexp( 3.36210314311209350626E-4932, 10) = 3.44279361854678375041E-4929 686: Math.Ldexp( 3.36210314311209350626E-4932, 10) = 3.44279361854678375041E-4929 687: 688: Math.Frexp( 1.00863094293362805188E-4931): m = 7.50000000000000000000E-0001, e = -16380 689: Reference Frexp( 1.00863094293362805188E-4931): m = 7.50000000000000000000E-0001, e = -16380 690: 691: Reference Ldexp( 1.00863094293362805188E-4931, -10) = 9.84991155208621144413E-4935 692: Math.Ldexp( 1.00863094293362805188E-4931, -10) = 9.84991155208621144413E-4935 693: Reference Ldexp( 1.00863094293362805188E-4931, -1) = 5.04315471466814025939E-4932 694: Math.Ldexp( 1.00863094293362805188E-4931, -1) = 5.04315471466814025939E-4932 695: Reference Ldexp( 1.00863094293362805188E-4931, 0) = 1.00863094293362805188E-4931 696: Math.Ldexp( 1.00863094293362805188E-4931, 0) = 1.00863094293362805188E-4931 697: Reference Ldexp( 1.00863094293362805188E-4931, 1) = 2.01726188586725610376E-4931 698: Math.Ldexp( 1.00863094293362805188E-4931, 1) = 2.01726188586725610376E-4931 699: Reference Ldexp( 1.00863094293362805188E-4931, 10) = 1.03283808556403512512E-4928 700: Math.Ldexp( 1.00863094293362805188E-4931, 10) = 1.03283808556403512512E-4928 701: 702: Math.Frexp( 3.96577165119077255007E+4931): m = 6.66666666666666666631E-0001, e = 16383 703: Reference Frexp( 3.96577165119077255007E+4931): m = 6.66666666666666666631E-0001, e = 16383 704: 705: Reference Ldexp( 3.96577165119077255007E+4931, -10) = 3.87282387811598881843E+4928 706: Math.Ldexp( 3.96577165119077255007E+4931, -10) = 3.87282387811598881843E+4928 707: Reference Ldexp( 3.96577165119077255007E+4931, -1) = 1.98288582559538627504E+4931 708: Math.Ldexp( 3.96577165119077255007E+4931, -1) = 1.98288582559538627504E+4931 709: Reference Ldexp( 3.96577165119077255007E+4931, 0) = 3.96577165119077255007E+4931 710: Math.Ldexp( 3.96577165119077255007E+4931, 0) = 3.96577165119077255007E+4931 711: Reference Ldexp( 3.96577165119077255007E+4931, 1) = 7.93154330238154510014E+4931 712: Math.Ldexp( 3.96577165119077255007E+4931, 1) = 7.93154330238154510014E+4931 713: Reference Ldexp( 3.96577165119077255007E+4931, 10) = +Inf 714: Math.Ldexp( 3.96577165119077255007E+4931, 10) = +Inf 715: 716: Math.Frexp( 1.18973149535723176502E+4932): m = 9.99999999999999999946E-0001, e = 16384 717: Reference Frexp( 1.18973149535723176502E+4932): m = 9.99999999999999999946E-0001, e = 16384 718: 719: Reference Ldexp( 1.18973149535723176502E+4932, -10) = 1.16184716343479664553E+4929 720: Math.Ldexp( 1.18973149535723176502E+4932, -10) = 1.16184716343479664553E+4929 721: Reference Ldexp( 1.18973149535723176502E+4932, -1) = 5.94865747678615882511E+4931 722: Math.Ldexp( 1.18973149535723176502E+4932, -1) = 5.94865747678615882511E+4931 723: Reference Ldexp( 1.18973149535723176502E+4932, 0) = 1.18973149535723176502E+4932 724: Math.Ldexp( 1.18973149535723176502E+4932, 0) = 1.18973149535723176502E+4932 725: Reference Ldexp( 1.18973149535723176502E+4932, 1) = +Inf 726: Math.Ldexp( 1.18973149535723176502E+4932, 1) = +Inf 727: Reference Ldexp( 1.18973149535723176502E+4932, 10) = +Inf 728: Math.Ldexp( 1.18973149535723176502E+4932, 10) = +Inf 729: 730: 731: Something failed, see above. ExitCode=1 Test finished with ExitCode=1
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