4075 lines
130 KiB
Plaintext
4075 lines
130 KiB
Plaintext
# This file is a Tcl script to test the code in the file tclUtil.c.
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# This file is organized in the standard fashion for Tcl tests.
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#
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# Copyright (c) 1995-1998 Sun Microsystems, Inc.
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# Copyright (c) 1998-1999 by Scriptics Corporation.
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#
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# See the file "license.terms" for information on usage and redistribution
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# of this file, and for a DISCLAIMER OF ALL WARRANTIES.
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if {"::tcltest" ni [namespace children]} {
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package require tcltest 2.5
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namespace import -force ::tcltest::*
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}
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::tcltest::loadTestedCommands
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catch [list package require -exact Tcltest [info patchlevel]]
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testConstraint controversialNaN 1
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testConstraint testbytestring [llength [info commands testbytestring]]
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testConstraint testdstring [llength [info commands testdstring]]
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testConstraint testconcatobj [llength [info commands testconcatobj]]
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testConstraint testdoubledigits [llength [info commands testdoubledigits]]
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# Big test for correct ordering of data in [expr]
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proc testIEEE {} {
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variable ieeeValues
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binary scan [binary format dd -1.0 1.0] c* c
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switch -exact -- $c {
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{0 0 0 0 0 0 -16 -65 0 0 0 0 0 0 -16 63} {
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# little endian
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binary scan \x00\x00\x00\x00\x00\x00\xf0\xff d \
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ieeeValues(-Infinity)
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binary scan \x00\x00\x00\x00\x00\x00\xf0\xbf d \
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ieeeValues(-Normal)
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binary scan \x00\x00\x00\x00\x00\x00\x08\x80 d \
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ieeeValues(-Subnormal)
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binary scan \x00\x00\x00\x00\x00\x00\x00\x80 d \
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ieeeValues(-0)
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binary scan \x00\x00\x00\x00\x00\x00\x00\x00 d \
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ieeeValues(+0)
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binary scan \x00\x00\x00\x00\x00\x00\x08\x00 d \
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ieeeValues(+Subnormal)
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binary scan \x00\x00\x00\x00\x00\x00\xf0\x3f d \
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ieeeValues(+Normal)
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binary scan \x00\x00\x00\x00\x00\x00\xf0\x7f d \
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ieeeValues(+Infinity)
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binary scan \x00\x00\x00\x00\x00\x00\xf8\x7f d \
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ieeeValues(NaN)
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binary scan \x00\x00\x00\x00\x00\x00\xf8\xff d \
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ieeeValues(-NaN)
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binary scan \xef\xcd\xab\x89\x67\x45\xfb\xff d \
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ieeeValues(-NaN(3456789abcdef))
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set ieeeValues(littleEndian) 1
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return 1
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}
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{-65 -16 0 0 0 0 0 0 63 -16 0 0 0 0 0 0} {
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binary scan \xff\xf0\x00\x00\x00\x00\x00\x00 d \
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ieeeValues(-Infinity)
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binary scan \xbf\xf0\x00\x00\x00\x00\x00\x00 d \
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ieeeValues(-Normal)
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binary scan \x80\x08\x00\x00\x00\x00\x00\x00 d \
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ieeeValues(-Subnormal)
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binary scan \x80\x00\x00\x00\x00\x00\x00\x00 d \
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ieeeValues(-0)
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binary scan \x00\x00\x00\x00\x00\x00\x00\x00 d \
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ieeeValues(+0)
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binary scan \x00\x08\x00\x00\x00\x00\x00\x00 d \
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ieeeValues(+Subnormal)
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binary scan \x3f\xf0\x00\x00\x00\x00\x00\x00 d \
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ieeeValues(+Normal)
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binary scan \x7f\xf0\x00\x00\x00\x00\x00\x00 d \
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ieeeValues(+Infinity)
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binary scan \x7f\xf8\x00\x00\x00\x00\x00\x00 d \
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ieeeValues(NaN)
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binary scan \xff\xf8\x00\x00\x00\x00\x00\x00 d \
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ieeeValues(-NaN)
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binary scan \xff\xfb\x45\x67\x89\xab\xcd\xef d \
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ieeeValues(-NaN(3456789abcdef))
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set ieeeValues(littleEndian) 0
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return 1
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}
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default {
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return 0
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}
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}
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}
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testConstraint ieeeFloatingPoint [testIEEE]
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proc convertDouble { x } {
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variable ieeeValues
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if { $ieeeValues(littleEndian) } {
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binary scan [binary format w $x] d result
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} else {
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binary scan [binary format W $x] d result
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}
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return $result
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}
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proc verdonk_test {sig binexp shouldbe exp} {
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regexp {([-+]?)([0-9a-f]+)} $sig -> signum sig
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scan $sig %llx sig
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if {$signum eq {-}} {
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set signum [expr {1<<63}]
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} else {
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set signum 0
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}
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regexp {E([-+]?[0-9]+)} $binexp -> binexp
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set word [expr {$signum | (($binexp + 0x3ff)<<52)|($sig & ~(1<<52))}]
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binary scan [binary format w $word] q double
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regexp {([-+])(\d+)_(\d+)\&} $shouldbe -> signum digits1 digits2
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regexp {E([-+]\d+)} $exp -> decexp
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incr decexp [expr {[string length $digits1] - 1}]
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lassign [testdoubledigits $double [string length $digits1] e] \
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outdigits decpt outsign
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if {[string index $digits2 0] >= 5} {
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incr digits1
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}
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if {$outsign != $signum || $outdigits != $digits1 || $decpt != $decexp} {
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return -code error "result is ${outsign}0.${outdigits}E$decpt\
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should be ${signum}0.${digits1}E$decexp"
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}
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}
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test util-1.1 {TclFindElement procedure - binary element in middle of list} {
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lindex {0 foo\x00help 1} 1
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} "foo\x00help"
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test util-1.2 {TclFindElement procedure - binary element at end of list} {
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lindex {0 foo\x00help} 1
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} "foo\x00help"
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test util-2.1 {TclCopyAndCollapse procedure - normal string} {
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lindex {0 foo} 1
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} {foo}
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test util-2.2 {TclCopyAndCollapse procedure - string with backslashes} {
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lindex {0 foo\n\x00help 1} 1
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} "foo\n\x00help"
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test util-3.1 {Tcl_ScanCountedElement procedure - don't leave unmatched braces} {
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# This test checks for a very tricky feature. Any list element
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# generated with Tcl_ScanCountedElement and Tcl_ConvertElement must
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# have the property that it can be enclosing in curly braces to make
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# an embedded sub-list. If this property doesn't hold, then
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# Tcl_DStringStartSublist doesn't work.
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set x {}
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lappend x "# \\\{ \\"
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concat $x [llength "{$x}"]
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} {\#\ \\\{\ \\ 1}
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test util-3.2 {Tcl_ConverCountedElement procedure - quote leading '#'} {
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list # # a
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} {{#} # a}
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test util-3.3 {Tcl_ConverCountedElement procedure - quote leading '#'} {
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list #\{ # a
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} {\#\{ # a}
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test util-3.4 {Tcl_ConverCountedElement procedure - quote leading '#'} {
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proc # {} {return #}
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set result [eval [list #]]
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rename # {}
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set result
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} {#}
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test util-3.4.1 {Tcl_ConverCountedElement procedure - quote leading '#'} {
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proc # {} {return #}
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set cmd [list #]
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append cmd "" ;# force string rep generation
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set result [eval $cmd]
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rename # {}
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set result
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} {#}
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test util-3.5 {Tcl_ConverCountedElement procedure - quote leading '#'} {
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proc #\{ {} {return #}
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set result [eval [list #\{]]
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rename #\{ {}
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set result
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} {#}
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test util-3.5.1 {Tcl_ConverCountedElement procedure - quote leading '#'} {
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proc #\{ {} {return #}
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set cmd [list #\{]
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append cmd "" ;# force string rep generation
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set result [eval $cmd]
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rename #\{ {}
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set result
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} {#}
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test util-3.6 {Tcl_ConvertElement, Bug 3371644} {
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interp create #\\
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interp alias {} x #\\ concat
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interp target {} x ;# Crash if bug not fixed
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interp delete #\\
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} {}
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test util-4.1 {Tcl_ConcatObj - backslash-space at end of argument} {
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concat a {b\ } c
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} {a b\ c}
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test util-4.2 {Tcl_ConcatObj - backslash-space at end of argument} {
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concat a {b\ } c
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} {a b\ c}
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test util-4.3 {Tcl_ConcatObj - backslash-space at end of argument} {
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concat a {b\\ } c
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} {a b\\ c}
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test util-4.4 {Tcl_ConcatObj - backslash-space at end of argument} {
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concat a {b } c
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} {a b c}
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test util-4.5 {Tcl_ConcatObj - backslash-space at end of argument} {
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concat a { } c
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} {a c}
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test util-4.6 {Tcl_ConcatObj - utf-8 sequence with "whitespace" char} {
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# Check for Bug #227512. If this violates C isspace, then it returns \xc3.
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concat \xe0
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} \xe0
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test util-4.7 {Tcl_ConcatObj - refCount safety} testconcatobj {
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# Check for Bug #1447328 (actually, bugs in its original "fix"). One of the
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# symptoms was Bug #2055782.
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testconcatobj
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} {}
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test util-4.8 {Tcl_ConcatObj - [Bug 26649439c7]} {
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concat [list foo] [list #]
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} {foo {#}}
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proc Wrapper_Tcl_StringMatch {pattern string} {
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# Forces use of Tcl_StringMatch, not Tcl_UniCharCaseMatch
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switch -glob -- $string $pattern {return 1} default {return 0}
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}
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test util-5.1 {Tcl_StringMatch} {
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Wrapper_Tcl_StringMatch ab*c abc
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} 1
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test util-5.2 {Tcl_StringMatch} {
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Wrapper_Tcl_StringMatch ab**c abc
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} 1
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test util-5.3 {Tcl_StringMatch} {
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Wrapper_Tcl_StringMatch ab* abcdef
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} 1
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test util-5.4 {Tcl_StringMatch} {
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Wrapper_Tcl_StringMatch *c abc
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} 1
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test util-5.5 {Tcl_StringMatch} {
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Wrapper_Tcl_StringMatch *3*6*9 0123456789
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} 1
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test util-5.6 {Tcl_StringMatch} {
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Wrapper_Tcl_StringMatch *3*6*9 01234567890
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} 0
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test util-5.7 {Tcl_StringMatch: UTF-8} {
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Wrapper_Tcl_StringMatch *u \u4e4fu
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} 1
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test util-5.8 {Tcl_StringMatch} {
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Wrapper_Tcl_StringMatch a?c abc
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} 1
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test util-5.9 {Tcl_StringMatch: UTF-8} {
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# skip one character in string
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Wrapper_Tcl_StringMatch a?c a\u4e4fc
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} 1
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test util-5.10 {Tcl_StringMatch} {
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Wrapper_Tcl_StringMatch a??c abc
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} 0
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test util-5.11 {Tcl_StringMatch} {
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Wrapper_Tcl_StringMatch ?1??4???8? 0123456789
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} 1
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test util-5.12 {Tcl_StringMatch} {
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Wrapper_Tcl_StringMatch {[abc]bc} abc
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} 1
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test util-5.13 {Tcl_StringMatch: UTF-8} {
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# string += Tcl_UtfToUniChar(string, &ch);
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Wrapper_Tcl_StringMatch "\[\u4e4fxy\]bc" "\u4e4fbc"
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} 1
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test util-5.14 {Tcl_StringMatch} {
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# if ((*pattern == ']') || (*pattern == '\0'))
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# badly formed pattern
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Wrapper_Tcl_StringMatch {[]} {[]}
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} 0
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test util-5.15 {Tcl_StringMatch} {
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# if ((*pattern == ']') || (*pattern == '\0'))
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# badly formed pattern
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Wrapper_Tcl_StringMatch {[} {[}
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} 0
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test util-5.16 {Tcl_StringMatch} {
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Wrapper_Tcl_StringMatch {a[abc]c} abc
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} 1
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test util-5.17 {Tcl_StringMatch: UTF-8} {
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# pattern += Tcl_UtfToUniChar(pattern, &endChar);
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# get 1 UTF-8 character
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Wrapper_Tcl_StringMatch "a\[a\u4e4fc]c" "a\u4e4fc"
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} 1
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test util-5.18 {Tcl_StringMatch: UTF-8} testbytestring {
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# pattern += Tcl_UtfToUniChar(pattern, &endChar);
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# proper advance: wrong answer would match on UTF trail byte of \u4e4f
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Wrapper_Tcl_StringMatch {a[a\u4e4fc]c} [testbytestring a\u008fc]
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} 0
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test util-5.19 {Tcl_StringMatch: UTF-8} {
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# pattern += Tcl_UtfToUniChar(pattern, &endChar);
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# proper advance.
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Wrapper_Tcl_StringMatch {a[a\u4e4fc]c} "acc"
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} 1
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test util-5.20 {Tcl_StringMatch} {
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Wrapper_Tcl_StringMatch {a[xyz]c} abc
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} 0
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test util-5.21 {Tcl_StringMatch} {
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Wrapper_Tcl_StringMatch {12[2-7]45} 12345
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} 1
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test util-5.22 {Tcl_StringMatch: UTF-8 range} {
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Wrapper_Tcl_StringMatch "\[\u4e00-\u4e4f]" "0"
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} 0
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test util-5.23 {Tcl_StringMatch: UTF-8 range} {
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Wrapper_Tcl_StringMatch "\[\u4e00-\u4e4f]" "\u4e33"
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} 1
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test util-5.24 {Tcl_StringMatch: UTF-8 range} {
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Wrapper_Tcl_StringMatch "\[\u4e00-\u4e4f]" "\uff08"
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} 0
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test util-5.25 {Tcl_StringMatch} {
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Wrapper_Tcl_StringMatch {12[ab2-4cd]45} 12345
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} 1
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test util-5.26 {Tcl_StringMatch} {
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Wrapper_Tcl_StringMatch {12[ab2-4cd]45} 12b45
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} 1
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test util-5.27 {Tcl_StringMatch} {
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Wrapper_Tcl_StringMatch {12[ab2-4cd]45} 12d45
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} 1
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test util-5.28 {Tcl_StringMatch} {
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Wrapper_Tcl_StringMatch {12[ab2-4cd]45} 12145
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} 0
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test util-5.29 {Tcl_StringMatch} {
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Wrapper_Tcl_StringMatch {12[ab2-4cd]45} 12545
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} 0
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test util-5.30 {Tcl_StringMatch: forwards range} {
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Wrapper_Tcl_StringMatch {[k-w]} "z"
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} 0
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test util-5.31 {Tcl_StringMatch: forwards range} {
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Wrapper_Tcl_StringMatch {[k-w]} "w"
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} 1
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test util-5.32 {Tcl_StringMatch: forwards range} {
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Wrapper_Tcl_StringMatch {[k-w]} "r"
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} 1
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test util-5.33 {Tcl_StringMatch: forwards range} {
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Wrapper_Tcl_StringMatch {[k-w]} "k"
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} 1
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test util-5.34 {Tcl_StringMatch: forwards range} {
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Wrapper_Tcl_StringMatch {[k-w]} "a"
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} 0
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test util-5.35 {Tcl_StringMatch: reverse range} {
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Wrapper_Tcl_StringMatch {[w-k]} "z"
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} 0
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test util-5.36 {Tcl_StringMatch: reverse range} {
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Wrapper_Tcl_StringMatch {[w-k]} "w"
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} 1
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test util-5.37 {Tcl_StringMatch: reverse range} {
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Wrapper_Tcl_StringMatch {[w-k]} "r"
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} 1
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test util-5.38 {Tcl_StringMatch: reverse range} {
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Wrapper_Tcl_StringMatch {[w-k]} "k"
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} 1
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test util-5.39 {Tcl_StringMatch: reverse range} {
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Wrapper_Tcl_StringMatch {[w-k]} "a"
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} 0
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test util-5.40 {Tcl_StringMatch: skip correct number of ']'} {
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Wrapper_Tcl_StringMatch {[A-]x} Ax
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} 0
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test util-5.41 {Tcl_StringMatch: skip correct number of ']'} {
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Wrapper_Tcl_StringMatch {[A-]]x} Ax
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} 1
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test util-5.42 {Tcl_StringMatch: skip correct number of ']'} {
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Wrapper_Tcl_StringMatch {[A-]]x} \ue1x
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} 0
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test util-5.43 {Tcl_StringMatch: skip correct number of ']'} {
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Wrapper_Tcl_StringMatch \[A-]\ue1]x \ue1x
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} 1
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test util-5.44 {Tcl_StringMatch: skip correct number of ']'} {
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Wrapper_Tcl_StringMatch {[A-]h]x} hx
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} 1
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test util-5.45 {Tcl_StringMatch} {
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# if (*pattern == '\0')
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# badly formed pattern, still treats as a set
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Wrapper_Tcl_StringMatch {[a} a
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} 1
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test util-5.46 {Tcl_StringMatch} {
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Wrapper_Tcl_StringMatch {a\*b} a*b
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} 1
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test util-5.47 {Tcl_StringMatch} {
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Wrapper_Tcl_StringMatch {a\*b} ab
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} 0
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test util-5.48 {Tcl_StringMatch} {
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Wrapper_Tcl_StringMatch {a\*\?\[\]\\\x} "a*?\[\]\\x"
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} 1
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test util-5.49 {Tcl_StringMatch} {
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Wrapper_Tcl_StringMatch ** ""
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} 1
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test util-5.50 {Tcl_StringMatch} {
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Wrapper_Tcl_StringMatch *. ""
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} 0
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test util-5.51 {Tcl_StringMatch} {
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Wrapper_Tcl_StringMatch "" ""
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} 1
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test util-5.52 {Tcl_StringMatch} {
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Wrapper_Tcl_StringMatch \[a\u0000 a\x80
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} 0
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test util-6.1 {Tcl_PrintDouble - using tcl_precision} -setup {
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set old_precision $::tcl_precision
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set ::tcl_precision 12
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} -body {
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concat x[expr {1.4}]
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} -cleanup {
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set ::tcl_precision $old_precision
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} -result {x1.4}
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test util-6.2 {Tcl_PrintDouble - using tcl_precision} -setup {
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set old_precision $::tcl_precision
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set ::tcl_precision 12
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} -body {
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concat x[expr {1.39999999999}]
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} -cleanup {
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set ::tcl_precision $old_precision
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} -result {x1.39999999999}
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test util-6.3 {Tcl_PrintDouble - using tcl_precision} -setup {
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set old_precision $::tcl_precision
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set ::tcl_precision 12
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} -body {
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concat x[expr {1.399999999999}]
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} -cleanup {
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set ::tcl_precision $old_precision
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} -result {x1.4}
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test util-6.4 {Tcl_PrintDouble - using tcl_precision} -setup {
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set old_precision $::tcl_precision
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set ::tcl_precision 5
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} -body {
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concat x[expr {1.123412341234}]
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} -cleanup {
|
|
set tcl_precision $old_precision
|
|
} -result {x1.1234}
|
|
test util-6.5 {Tcl_PrintDouble - make sure there's a decimal point} {
|
|
concat x[expr {2.0}]
|
|
} {x2.0}
|
|
test util-6.6 {Tcl_PrintDouble - make sure there's a decimal point} {
|
|
concat x[expr {3.0e98}]
|
|
} {x3e+98}
|
|
|
|
test util-7.1 {TclPrecTraceProc - unset callbacks} -setup {
|
|
set old_precision $::tcl_precision
|
|
} -body {
|
|
set tcl_precision 7
|
|
set x $tcl_precision
|
|
unset tcl_precision
|
|
list $x $tcl_precision
|
|
} -cleanup {
|
|
set ::tcl_precision $old_precision
|
|
} -result {7 7}
|
|
test util-7.2 {TclPrecTraceProc - read traces, sharing among interpreters} -setup {
|
|
set old_precision $::tcl_precision
|
|
} -body {
|
|
set tcl_precision 12
|
|
interp create child
|
|
set x [child eval set tcl_precision]
|
|
child eval {set tcl_precision 6}
|
|
interp delete child
|
|
list $x $tcl_precision
|
|
} -cleanup {
|
|
set ::tcl_precision $old_precision
|
|
} -result {12 6}
|
|
test util-7.3 {TclPrecTraceProc - write traces, safe interpreters} -setup {
|
|
set old_precision $::tcl_precision
|
|
} -body {
|
|
set tcl_precision 12
|
|
interp create -safe child
|
|
set x [child eval {
|
|
list [catch {set tcl_precision 8} msg] $msg
|
|
}]
|
|
interp delete child
|
|
list $x $tcl_precision
|
|
} -cleanup {
|
|
set ::tcl_precision $old_precision
|
|
} -result {{1 {can't set "tcl_precision": can't modify precision from a safe interpreter}} 12}
|
|
test util-7.4 {TclPrecTraceProc - write traces, bogus values} -setup {
|
|
set old_precision $::tcl_precision
|
|
} -body {
|
|
set tcl_precision 12
|
|
list [catch {set tcl_precision abc} msg] $msg $tcl_precision
|
|
} -cleanup {
|
|
set ::tcl_precision $old_precision
|
|
} -result {1 {can't set "tcl_precision": improper value for precision} 12}
|
|
|
|
# This test always succeeded in the C locale anyway...
|
|
test util-8.1 {TclNeedSpace - correct utf-8 handling} {
|
|
# Bug 411825
|
|
# Note that this test relies on the fact that
|
|
# [interp target] calls on Tcl_AppendElement()
|
|
# which calls on TclNeedSpace(). If [interp target]
|
|
# is ever updated, this test will no longer test
|
|
# TclNeedSpace.
|
|
interp create \u5420
|
|
interp create [list \u5420 foo]
|
|
interp alias {} fooset [list \u5420 foo] set
|
|
set result [interp target {} fooset]
|
|
interp delete \u5420
|
|
set result
|
|
} "\u5420 foo"
|
|
test util-8.2 {TclNeedSpace - correct utf-8 handling} testdstring {
|
|
# Bug 411825
|
|
# This tests the same bug as the previous test, but
|
|
# should be more future-proof, as the DString
|
|
# operations will likely continue to call TclNeedSpace
|
|
testdstring free
|
|
testdstring append \u5420 -1
|
|
testdstring element foo
|
|
llength [testdstring get]
|
|
} 2
|
|
test util-8.3 {TclNeedSpace - correct utf-8 handling} testdstring {
|
|
# Bug 411825 - new variant reported by Dossy Shiobara
|
|
testdstring free
|
|
testdstring append \u00A0 -1
|
|
testdstring element foo
|
|
llength [testdstring get]
|
|
} 2
|
|
test util-8.4 {TclNeedSpace - correct utf-8 handling} testdstring {
|
|
# Another bug uncovered while fixing 411825
|
|
testdstring free
|
|
testdstring append {\ } -1
|
|
testdstring append \{ -1
|
|
testdstring element foo
|
|
llength [testdstring get]
|
|
} 2
|
|
test util-8.5 {TclNeedSpace - correct utf-8 handling} testdstring {
|
|
testdstring free
|
|
testdstring append {\\ } -1
|
|
testdstring element foo
|
|
list [llength [testdstring get]] [string length [testdstring get]]
|
|
} {2 6}
|
|
test util-8.6 {TclNeedSpace - correct utf-8 handling} testdstring {
|
|
testdstring free
|
|
testdstring append {\\ } -1
|
|
testdstring append \{ -1
|
|
testdstring element foo
|
|
testdstring append \} -1
|
|
list [llength [testdstring get]] [string length [testdstring get]]
|
|
} {2 8}
|
|
test util-8.7 {TclNeedSpace - watch out for escaped space} {
|
|
testdstring free
|
|
testdstring append {\ } -1
|
|
testdstring start
|
|
testdstring end
|
|
|
|
# Should make {\ {}}
|
|
list [llength [testdstring get]] [string index [testdstring get] 3]
|
|
} {2 \{}
|
|
test util-8.8 {TclNeedSpace - watch out for escaped space} {
|
|
testdstring free
|
|
testdstring append {\\ } -1
|
|
testdstring start
|
|
testdstring end
|
|
|
|
# Should make {\\ {}}
|
|
list [llength [testdstring get]] [string index [testdstring get] 3]
|
|
} {2 \{}
|
|
test util-8.9 {TclNeedSpace - watch out for escaped space} {
|
|
testdstring free
|
|
testdstring append {\\\ } -1
|
|
testdstring start
|
|
testdstring end
|
|
|
|
# Should make {\\\ {}}
|
|
list [llength [testdstring get]] [string index [testdstring get] 5]
|
|
} {2 \{}
|
|
test util-8.10 {TclNeedSpace - watch out for escaped space} {
|
|
testdstring free
|
|
testdstring append {\\\\\\\ } -1
|
|
testdstring start
|
|
testdstring end
|
|
|
|
# Should make {\\\\\\\ {}}
|
|
list [llength [testdstring get]] [string index [testdstring get] 9]
|
|
} {2 \{}
|
|
test util-8.11 {TclNeedSpace - watch out for escaped space} {
|
|
testdstring free
|
|
testdstring append {\\\\\\\\ } -1
|
|
testdstring start
|
|
testdstring end
|
|
|
|
# Should make {\\\\\\\\ {}}
|
|
list [llength [testdstring get]] [string index [testdstring get] 9]
|
|
} {2 \{}
|
|
|
|
test util-9.0.0 {TclGetIntForIndex} {
|
|
string index abcd 0
|
|
} a
|
|
test util-9.0.1 {TclGetIntForIndex} {
|
|
string index abcd 0x0
|
|
} a
|
|
test util-9.0.2 {TclGetIntForIndex} {
|
|
string index abcd -0x0
|
|
} a
|
|
test util-9.0.3 {TclGetIntForIndex} {
|
|
string index abcd { 0 }
|
|
} a
|
|
test util-9.0.4 {TclGetIntForIndex} {
|
|
string index abcd { 0x0 }
|
|
} a
|
|
test util-9.0.5 {TclGetIntForIndex} {
|
|
string index abcd { -0x0 }
|
|
} a
|
|
test util-9.0.6 {TclGetIntForIndex} {
|
|
string index abcd 01
|
|
} b
|
|
test util-9.0.7 {TclGetIntForIndex} {
|
|
string index abcd { 01 }
|
|
} b
|
|
test util-9.1.0 {TclGetIntForIndex} {
|
|
string index abcd 3
|
|
} d
|
|
test util-9.1.1 {TclGetIntForIndex} {
|
|
string index abcd { 3 }
|
|
} d
|
|
test util-9.1.2 {TclGetIntForIndex} {
|
|
string index abcdefghijk 0xa
|
|
} k
|
|
test util-9.1.3 {TclGetIntForIndex} {
|
|
string index abcdefghijk { 0xa }
|
|
} k
|
|
test util-9.2.0 {TclGetIntForIndex} {
|
|
string index abcd end
|
|
} d
|
|
test util-9.2.1 {TclGetIntForIndex} -body {
|
|
string index abcd { end}
|
|
} -returnCodes error -match glob -result *
|
|
test util-9.2.2 {TclGetIntForIndex} -body {
|
|
string index abcd {end }
|
|
} -returnCodes error -match glob -result *
|
|
test util-9.3 {TclGetIntForIndex} {
|
|
# Deprecated
|
|
string index abcd en
|
|
} d
|
|
test util-9.4 {TclGetIntForIndex} {
|
|
# Deprecated
|
|
string index abcd e
|
|
} d
|
|
test util-9.5.0 {TclGetIntForIndex} {
|
|
string index abcd end-1
|
|
} c
|
|
test util-9.5.1 {TclGetIntForIndex} {
|
|
string index abcd {end-1 }
|
|
} c
|
|
test util-9.5.2 {TclGetIntForIndex} -body {
|
|
string index abcd { end-1}
|
|
} -returnCodes error -match glob -result *
|
|
test util-9.6 {TclGetIntForIndex} {
|
|
string index abcd end+-1
|
|
} c
|
|
test util-9.7 {TclGetIntForIndex} {
|
|
string index abcd end+1
|
|
} {}
|
|
test util-9.8 {TclGetIntForIndex} {
|
|
string index abcd end--1
|
|
} {}
|
|
test util-9.9.0 {TclGetIntForIndex} {
|
|
string index abcd 0+0
|
|
} a
|
|
test util-9.9.1 {TclGetIntForIndex} {
|
|
string index abcd { 0+0 }
|
|
} a
|
|
test util-9.10 {TclGetIntForIndex} {
|
|
string index abcd 0-0
|
|
} a
|
|
test util-9.11 {TclGetIntForIndex} {
|
|
string index abcd 1+0
|
|
} b
|
|
test util-9.12 {TclGetIntForIndex} {
|
|
string index abcd 1-0
|
|
} b
|
|
test util-9.13 {TclGetIntForIndex} {
|
|
string index abcd 1+1
|
|
} c
|
|
test util-9.14 {TclGetIntForIndex} {
|
|
string index abcd 1-1
|
|
} a
|
|
test util-9.15 {TclGetIntForIndex} {
|
|
string index abcd -1+2
|
|
} b
|
|
test util-9.16 {TclGetIntForIndex} {
|
|
string index abcd -1--2
|
|
} b
|
|
test util-9.17 {TclGetIntForIndex} {
|
|
string index abcd { -1+2 }
|
|
} b
|
|
test util-9.18 {TclGetIntForIndex} {
|
|
string index abcd { -1--2 }
|
|
} b
|
|
test util-9.19 {TclGetIntForIndex} -body {
|
|
string index a {}
|
|
} -returnCodes error -match glob -result *
|
|
test util-9.20 {TclGetIntForIndex} -body {
|
|
string index a { }
|
|
} -returnCodes error -match glob -result *
|
|
test util-9.21 {TclGetIntForIndex} -body {
|
|
string index a " \r\t\n"
|
|
} -returnCodes error -match glob -result *
|
|
test util-9.22 {TclGetIntForIndex} -body {
|
|
string index a +
|
|
} -returnCodes error -match glob -result *
|
|
test util-9.23 {TclGetIntForIndex} -body {
|
|
string index a -
|
|
} -returnCodes error -match glob -result *
|
|
test util-9.24 {TclGetIntForIndex} -body {
|
|
string index a x
|
|
} -returnCodes error -match glob -result *
|
|
test util-9.25 {TclGetIntForIndex} -body {
|
|
string index a +x
|
|
} -returnCodes error -match glob -result *
|
|
test util-9.26 {TclGetIntForIndex} -body {
|
|
string index a -x
|
|
} -returnCodes error -match glob -result *
|
|
test util-9.27 {TclGetIntForIndex} -body {
|
|
string index a 0y
|
|
} -returnCodes error -match glob -result *
|
|
test util-9.28 {TclGetIntForIndex} -body {
|
|
string index a 1*
|
|
} -returnCodes error -match glob -result *
|
|
test util-9.29 {TclGetIntForIndex} -body {
|
|
string index a 0+
|
|
} -returnCodes error -match glob -result *
|
|
test util-9.30 {TclGetIntForIndex} -body {
|
|
string index a {0+ }
|
|
} -returnCodes error -match glob -result *
|
|
test util-9.31 {TclGetIntForIndex} -body {
|
|
string index a 0x
|
|
} -returnCodes error -match glob -result *
|
|
test util-9.32 {TclGetIntForIndex} -body {
|
|
string index a 0x1FFFFFFFF+0
|
|
} -returnCodes error -match glob -result *
|
|
test util-9.33 {TclGetIntForIndex} -body {
|
|
string index a 100000000000+0
|
|
} -returnCodes error -match glob -result *
|
|
test util-9.34 {TclGetIntForIndex} -body {
|
|
string index a 1.0
|
|
} -returnCodes error -match glob -result *
|
|
test util-9.35 {TclGetIntForIndex} -body {
|
|
string index a 1e23
|
|
} -returnCodes error -match glob -result *
|
|
test util-9.36 {TclGetIntForIndex} -body {
|
|
string index a 1.5e2
|
|
} -returnCodes error -match glob -result *
|
|
test util-9.37 {TclGetIntForIndex} -body {
|
|
string index a 0+x
|
|
} -returnCodes error -match glob -result *
|
|
test util-9.38 {TclGetIntForIndex} -body {
|
|
string index a 0+0x
|
|
} -returnCodes error -match glob -result *
|
|
test util-9.39 {TclGetIntForIndex} -body {
|
|
string index a 0+0xg
|
|
} -returnCodes error -match glob -result *
|
|
test util-9.40 {TclGetIntForIndex} -body {
|
|
string index a 0+0xg
|
|
} -returnCodes error -match glob -result *
|
|
test util-9.41 {TclGetIntForIndex} -body {
|
|
string index a 0+1.0
|
|
} -returnCodes error -match glob -result *
|
|
test util-9.42 {TclGetIntForIndex} -body {
|
|
string index a 0+1e2
|
|
} -returnCodes error -match glob -result *
|
|
test util-9.43 {TclGetIntForIndex} -body {
|
|
string index a 0+1.5e1
|
|
} -returnCodes error -match glob -result *
|
|
test util-9.44 {TclGetIntForIndex} -body {
|
|
string index a 0+1000000000000
|
|
} -returnCodes error -match glob -result *
|
|
|
|
test util-10.1 {Tcl_PrintDouble - rounding} {ieeeFloatingPoint} {
|
|
convertDouble 0x0000000000000000
|
|
} {0.0}
|
|
test util-10.2 {Tcl_PrintDouble - rounding} {ieeeFloatingPoint} {
|
|
convertDouble 0x8000000000000000
|
|
} {-0.0}
|
|
test util-10.3 {Tcl_PrintDouble - rounding} {ieeeFloatingPoint} {
|
|
convertDouble 0x7ef754e31cd072da
|
|
} {4e+303}
|
|
test util-10.4 {Tcl_PrintDouble - rounding} {ieeeFloatingPoint} {
|
|
convertDouble 0xd08afcef51f0fb5f
|
|
} {-1e+80}
|
|
test util-10.5 {Tcl_PrintDouble - rounding} {ieeeFloatingPoint} {
|
|
convertDouble 0x7ed754e31cd072da
|
|
} {1e+303}
|
|
test util-10.6 {Tcl_PrintDouble - rounding} {ieeeFloatingPoint} {
|
|
convertDouble 0xfee754e31cd072da
|
|
} {-2e+303}
|
|
test util-10.7 {Tcl_PrintDouble - rounding} {ieeeFloatingPoint} {
|
|
convertDouble 0x0afe07b27dd78b14
|
|
} {1e-255}
|
|
test util-10.8 {Tcl_PrintDouble - rounding} {ieeeFloatingPoint} {
|
|
convertDouble 0x93ae29e9c56687fe
|
|
} {-7e-214}
|
|
test util-10.9 {Tcl_PrintDouble - rounding} {ieeeFloatingPoint} {
|
|
convertDouble 0x376be03d0bf225c7
|
|
} {1e-41}
|
|
test util-10.10 {Tcl_PrintDouble - rounding} {ieeeFloatingPoint} {
|
|
convertDouble 0xa0ca2fe76a3f9475
|
|
} {-1e-150}
|
|
test util-10.11 {Tcl_PrintDouble - rounding} {ieeeFloatingPoint} {
|
|
convertDouble 0x7fa9a2028368022e
|
|
} {9e+306}
|
|
test util-10.12 {Tcl_PrintDouble - rounding} {ieeeFloatingPoint} {
|
|
convertDouble 0xdfc317e5ef3ab327
|
|
} {-2e+153}
|
|
test util-10.13 {Tcl_PrintDouble - rounding} {ieeeFloatingPoint} {
|
|
convertDouble 0x5fd317e5ef3ab327
|
|
} {4e+153}
|
|
test util-10.14 {Tcl_PrintDouble - rounding} {ieeeFloatingPoint} {
|
|
convertDouble 0xdfe317e5ef3ab327
|
|
} {-8e+153}
|
|
test util-10.15 {Tcl_PrintDouble - rounding} {ieeeFloatingPoint} {
|
|
convertDouble 0x00feb8e84fa0b278
|
|
} {7e-304}
|
|
test util-10.16 {Tcl_PrintDouble - rounding} {ieeeFloatingPoint} {
|
|
convertDouble 0x8133339131c46f8b
|
|
} {-7e-303}
|
|
test util-10.17 {Tcl_PrintDouble - rounding} {ieeeFloatingPoint} {
|
|
convertDouble 0x35dc0f92a6276c9d
|
|
} {3e-49}
|
|
test util-10.18 {Tcl_PrintDouble - rounding} {ieeeFloatingPoint} {
|
|
convertDouble 0xa445ce1f143d7ad2
|
|
} {-6e-134}
|
|
test util-10.19 {Tcl_PrintDouble - rounding} {ieeeFloatingPoint} {
|
|
convertDouble 0x2d2c0794d9d40e96
|
|
} {4.3e-91}
|
|
test util-10.20 {Tcl_PrintDouble - rounding} {ieeeFloatingPoint} {
|
|
convertDouble 0xad3c0794d9d40e96
|
|
} {-8.6e-91}
|
|
test util-10.21 {Tcl_PrintDouble - rounding} {ieeeFloatingPoint} {
|
|
convertDouble 0x30ecd5bee57763e6
|
|
} {5.1e-73}
|
|
test util-10.22 {Tcl_PrintDouble - rounding} {ieeeFloatingPoint} {
|
|
convertDouble 0x68ad1c26db7d0dae
|
|
} {1.7e+196}
|
|
test util-10.23 {Tcl_PrintDouble - rounding} {ieeeFloatingPoint} {
|
|
convertDouble 0xbfa3f7ced916872b
|
|
} {-0.039}
|
|
test util-10.24 {Tcl_PrintDouble - rounding} {ieeeFloatingPoint} {
|
|
convertDouble 0x64b7d93193f78fc6
|
|
} {1.51e+177}
|
|
test util-10.25 {Tcl_PrintDouble - rounding} {ieeeFloatingPoint} {
|
|
convertDouble 0x98ea82a1631eeb30
|
|
} {-1.19e-188}
|
|
test util-10.26 {Tcl_PrintDouble - rounding} {ieeeFloatingPoint} {
|
|
convertDouble 0xd216c309024bab4b
|
|
} {-2.83e+87}
|
|
test util-10.27 {Tcl_PrintDouble - rounding} {ieeeFloatingPoint} {
|
|
convertDouble 0x0dfdbbac6f83a821
|
|
} {2.7869147e-241}
|
|
test util-10.28 {Tcl_PrintDouble - rounding} {ieeeFloatingPoint} {
|
|
convertDouble 0xdadc569e968e0944
|
|
} {-4.91080654e+129}
|
|
test util-10.29 {Tcl_PrintDouble - rounding} {ieeeFloatingPoint} {
|
|
convertDouble 0x5acc569e968e0944
|
|
} {2.45540327e+129}
|
|
test util-10.30 {Tcl_PrintDouble - rounding} {ieeeFloatingPoint} {
|
|
convertDouble 0xab5fc575867314ee
|
|
} {-9.078555839e-100}
|
|
test util-10.31 {Tcl_PrintDouble - rounding} {ieeeFloatingPoint} {
|
|
convertDouble 0xdabc569e968e0944
|
|
} {-1.227701635e+129}
|
|
test util-10.32 {Tcl_PrintDouble - rounding} {ieeeFloatingPoint} {
|
|
convertDouble 0x2b6fc575867314ee
|
|
} {1.8157111678e-99}
|
|
test util-10.33 {Tcl_PrintDouble - rounding} {ieeeFloatingPoint} {
|
|
convertDouble 0xb3b8bf7e7fa6f02a
|
|
} {-1.5400733123779e-59}
|
|
test util-10.34 {Tcl_PrintDouble - rounding} {ieeeFloatingPoint} {
|
|
convertDouble 0xcd83de005bd620df
|
|
} {-2.6153245263757307e+65}
|
|
test util-10.35 {Tcl_PrintDouble - rounding} {ieeeFloatingPoint} {
|
|
convertDouble 0x6cdf92bacb3cb40c
|
|
} {2.7210404151224248e+216}
|
|
test util-10.36 {Tcl_PrintDouble - rounding} {ieeeFloatingPoint} {
|
|
convertDouble 0xecef92bacb3cb40c
|
|
} {-5.4420808302448496e+216}
|
|
test util-10.37 {Tcl_PrintDouble - rounding} {ieeeFloatingPoint} {
|
|
convertDouble 0x49342dbf25096cf5
|
|
} {4.5e+44}
|
|
test util-10.38 {Tcl_PrintDouble - rounding} {ieeeFloatingPoint} {
|
|
convertDouble 0xd06afcef51f0fb5f
|
|
} {-2.5e+79}
|
|
test util-10.39 {Tcl_PrintDouble - rounding} {ieeeFloatingPoint} {
|
|
convertDouble 0x49002498ea6df0c4
|
|
} {4.5e+43}
|
|
test util-10.40 {Tcl_PrintDouble - rounding} {ieeeFloatingPoint} {
|
|
convertDouble 0xfeb754e31cd072da
|
|
} {-2.5e+302}
|
|
test util-10.41 {Tcl_PrintDouble - rounding} {ieeeFloatingPoint} {
|
|
convertDouble 0x1d22deac01e2b4f7
|
|
} {2.5e-168}
|
|
test util-10.42 {Tcl_PrintDouble - rounding} {ieeeFloatingPoint} {
|
|
convertDouble 0xaccb1df536c13eee
|
|
} {-6.5e-93}
|
|
test util-10.43 {Tcl_PrintDouble - rounding} {ieeeFloatingPoint} {
|
|
convertDouble 0x3650711fed5b19a4
|
|
} {4.5e-47}
|
|
test util-10.44 {Tcl_PrintDouble - rounding} {ieeeFloatingPoint} {
|
|
convertDouble 0xb6848d67e8b1e00d
|
|
} {-4.5e-46}
|
|
test util-10.45 {Tcl_PrintDouble - rounding} {ieeeFloatingPoint} {
|
|
convertDouble 0x4bac8c574c0c6be7
|
|
} {3.5e+56}
|
|
test util-10.46 {Tcl_PrintDouble - rounding} {ieeeFloatingPoint} {
|
|
convertDouble 0xccd756183c147514
|
|
} {-1.5e+62}
|
|
test util-10.47 {Tcl_PrintDouble - rounding} {ieeeFloatingPoint} {
|
|
convertDouble 0x4ca2ab469676c410
|
|
} {1.5e+61}
|
|
test util-10.48 {Tcl_PrintDouble - rounding} {ieeeFloatingPoint} {
|
|
convertDouble 0xcf5539684e774b48
|
|
} {-1.5e+74}
|
|
test util-10.49 {Tcl_PrintDouble - rounding} {ieeeFloatingPoint} {
|
|
convertDouble 0x2e12e5f5dfa4fe9d
|
|
} {9.5e-87}
|
|
test util-10.50 {Tcl_PrintDouble - rounding} {ieeeFloatingPoint} {
|
|
convertDouble 0x8b9bdc2417bf7787
|
|
} {-9.5e-253}
|
|
test util-10.51 {Tcl_PrintDouble - rounding} {ieeeFloatingPoint} {
|
|
convertDouble 0x00eeb8e84fa0b278
|
|
} {3.5e-304}
|
|
test util-10.52 {Tcl_PrintDouble - rounding} {ieeeFloatingPoint} {
|
|
convertDouble 0xadde3cbc9907fdc8
|
|
} {-9.5e-88}
|
|
test util-10.53 {Tcl_PrintDouble - rounding} {ieeeFloatingPoint} {
|
|
convertDouble 0x2bb0ad836f269a17
|
|
} {3.05e-98}
|
|
test util-10.54 {Tcl_PrintDouble - rounding} {ieeeFloatingPoint} {
|
|
convertDouble 0x950b39ae1909c31b
|
|
} {-2.65e-207}
|
|
test util-10.55 {Tcl_PrintDouble - rounding} {ieeeFloatingPoint} {
|
|
convertDouble 0x1bfb2ab18615fcc6
|
|
} {6.865e-174}
|
|
test util-10.56 {Tcl_PrintDouble - rounding} {ieeeFloatingPoint} {
|
|
convertDouble 0x98f3e1f90a573064
|
|
} {-1.785e-188}
|
|
test util-10.57 {Tcl_PrintDouble - rounding} {ieeeFloatingPoint} {
|
|
convertDouble 0x5206c309024bab4b
|
|
} {1.415e+87}
|
|
test util-10.58 {Tcl_PrintDouble - rounding} {ieeeFloatingPoint} {
|
|
convertDouble 0xcc059bd3ad46e346
|
|
} {-1.6955e+58}
|
|
test util-10.59 {Tcl_PrintDouble - rounding} {ieeeFloatingPoint} {
|
|
convertDouble 0x47bdf4170f0fdecc
|
|
} {3.9815e+37}
|
|
test util-10.60 {Tcl_PrintDouble - rounding} {ieeeFloatingPoint} {
|
|
convertDouble 0x59e7e1e0f1c7a4ac
|
|
} {1.263005e+125}
|
|
test util-10.61 {Tcl_PrintDouble - rounding} {ieeeFloatingPoint} {
|
|
convertDouble 0xda1dda592e398dd7
|
|
} {-1.263005e+126}
|
|
test util-10.62 {Tcl_PrintDouble - rounding} {ieeeFloatingPoint} {
|
|
convertDouble 0xdc4e597c0b94b7ae
|
|
} {-4.4118455e+136}
|
|
test util-10.63 {Tcl_PrintDouble - rounding} {ieeeFloatingPoint} {
|
|
convertDouble 0x5aac569e968e0944
|
|
} {6.138508175e+128}
|
|
test util-10.64 {Tcl_PrintDouble - rounding} {ieeeFloatingPoint} {
|
|
convertDouble 0xdabc569e968e0944
|
|
} {-1.227701635e+129}
|
|
test util-10.65 {Tcl_PrintDouble - rounding} {ieeeFloatingPoint} {
|
|
convertDouble 0x6ce7ae0c186d8709
|
|
} {4.081560622683637e+216}
|
|
test util-10.66 {Tcl_PrintDouble - rounding} {ieeeFloatingPoint} {
|
|
convertDouble 0x44b52d02c7e14af7
|
|
} {1.0000000000000001e+23}
|
|
test util-10.67 {Tcl_PrintDouble - rounding} {ieeeFloatingPoint} {
|
|
convertDouble 0xc589d971e4fe8402
|
|
} {-1e+27}
|
|
test util-10.68 {Tcl_PrintDouble - rounding} {ieeeFloatingPoint} {
|
|
convertDouble 0x4599d971e4fe8402
|
|
} {2e+27}
|
|
test util-10.69 {Tcl_PrintDouble - rounding} {ieeeFloatingPoint} {
|
|
convertDouble 0xc5a9d971e4fe8402
|
|
} {-4e+27}
|
|
test util-10.70 {Tcl_PrintDouble - rounding} {ieeeFloatingPoint} {
|
|
convertDouble 0x3e45798ee2308c3a
|
|
} {1e-8}
|
|
test util-10.71 {Tcl_PrintDouble - rounding} {ieeeFloatingPoint} {
|
|
convertDouble 0xbe55798ee2308c3a
|
|
} {-2e-8}
|
|
test util-10.72 {Tcl_PrintDouble - rounding} {ieeeFloatingPoint} {
|
|
convertDouble 0x3e65798ee2308c3a
|
|
} {4e-8}
|
|
test util-10.73 {Tcl_PrintDouble - rounding} {ieeeFloatingPoint} {
|
|
convertDouble 0xbabef2d0f5da7dd9
|
|
} {-1e-25}
|
|
test util-10.74 {Tcl_PrintDouble - rounding} {ieeeFloatingPoint} {
|
|
convertDouble 0x44da784379d99db4
|
|
} {5e+23}
|
|
test util-10.75 {Tcl_PrintDouble - rounding} {ieeeFloatingPoint} {
|
|
convertDouble 0xc4fa784379d99db4
|
|
} {-2e+24}
|
|
test util-10.76 {Tcl_PrintDouble - rounding} {ieeeFloatingPoint} {
|
|
convertDouble 0x4503da329b633647
|
|
} {3e+24}
|
|
test util-10.77 {Tcl_PrintDouble - rounding} {ieeeFloatingPoint} {
|
|
convertDouble 0xc54cf389cd46047d
|
|
} {-7e+25}
|
|
test util-10.78 {Tcl_PrintDouble - rounding} {ieeeFloatingPoint} {
|
|
convertDouble 0x3fc999999999999a
|
|
} {0.2}
|
|
test util-10.79 {Tcl_PrintDouble - rounding} {ieeeFloatingPoint} {
|
|
convertDouble 0xbfd3333333333333
|
|
} {-0.3}
|
|
test util-10.80 {Tcl_PrintDouble - rounding} {ieeeFloatingPoint} {
|
|
convertDouble 0x3cf6849b86a12b9b
|
|
} {5e-15}
|
|
test util-10.81 {Tcl_PrintDouble - rounding} {ieeeFloatingPoint} {
|
|
convertDouble 0xbd16849b86a12b9b
|
|
} {-2e-14}
|
|
test util-10.82 {Tcl_PrintDouble - rounding} {ieeeFloatingPoint} {
|
|
convertDouble 0x3b87ccfc73126788
|
|
} {6.3e-22}
|
|
test util-10.83 {Tcl_PrintDouble - rounding} {ieeeFloatingPoint} {
|
|
convertDouble 0xbbbdc03b8fd7016a
|
|
} {-6.3e-21}
|
|
test util-10.84 {Tcl_PrintDouble - rounding} {ieeeFloatingPoint} {
|
|
convertDouble 0x3fa3f7ced916872b
|
|
} {0.039}
|
|
test util-10.85 {Tcl_PrintDouble - rounding} {ieeeFloatingPoint} {
|
|
convertDouble 0x460b297cad9f70b6
|
|
} {2.69e+29}
|
|
test util-10.86 {Tcl_PrintDouble - rounding} {ieeeFloatingPoint} {
|
|
convertDouble 0xc61b297cad9f70b6
|
|
} {-5.38e+29}
|
|
test util-10.87 {Tcl_PrintDouble - rounding} {ieeeFloatingPoint} {
|
|
convertDouble 0x3adcdc06b20ef183
|
|
} {3.73e-25}
|
|
test util-10.88 {Tcl_PrintDouble - rounding} {ieeeFloatingPoint} {
|
|
convertDouble 0x45fb297cad9f70b6
|
|
} {1.345e+29}
|
|
test util-10.89 {Tcl_PrintDouble - rounding} {ieeeFloatingPoint} {
|
|
convertDouble 0xc60b297cad9f70b6
|
|
} {-2.69e+29}
|
|
test util-10.90 {Tcl_PrintDouble - rounding} {ieeeFloatingPoint} {
|
|
convertDouble 0xbc050a246ecd44f3
|
|
} {-1.4257e-19}
|
|
test util-10.91 {Tcl_PrintDouble - rounding} {ieeeFloatingPoint} {
|
|
convertDouble 0xbec19b96f36ec68b
|
|
} {-2.09901e-6}
|
|
test util-10.92 {Tcl_PrintDouble - rounding} {ieeeFloatingPoint} {
|
|
convertDouble 0x3dcc06d366394441
|
|
} {5.0980203373e-11}
|
|
test util-10.93 {Tcl_PrintDouble - rounding} {ieeeFloatingPoint} {
|
|
convertDouble 0xc79f58ac4db68c90
|
|
} {-1.04166211811e+37}
|
|
test util-10.94 {Tcl_PrintDouble - rounding} {ieeeFloatingPoint} {
|
|
convertDouble 0x4569d971e4fe8402
|
|
} {2.5e+26}
|
|
test util-10.95 {Tcl_PrintDouble - rounding} {ieeeFloatingPoint} {
|
|
convertDouble 0xc50dc74be914d16b
|
|
} {-4.5e+24}
|
|
test util-10.96 {Tcl_PrintDouble - rounding} {ieeeFloatingPoint} {
|
|
convertDouble 0x4534adf4b7320335
|
|
} {2.5e+25}
|
|
test util-10.97 {Tcl_PrintDouble - rounding} {ieeeFloatingPoint} {
|
|
convertDouble 0xc54ae22487c1042b
|
|
} {-6.5e+25}
|
|
test util-10.98 {Tcl_PrintDouble - rounding} {ieeeFloatingPoint} {
|
|
convertDouble 0x3c987fe49aab41e0
|
|
} {8.5e-17}
|
|
test util-10.99 {Tcl_PrintDouble - rounding} {ieeeFloatingPoint} {
|
|
convertDouble 0xbc2f5c05e4b23fd7
|
|
} {-8.5e-19}
|
|
test util-10.100 {Tcl_PrintDouble - rounding} {ieeeFloatingPoint} {
|
|
convertDouble 0x3d5faa7ab552a552
|
|
} {4.5e-13}
|
|
test util-10.101 {Tcl_PrintDouble - rounding} {ieeeFloatingPoint} {
|
|
convertDouble 0xbdbb7cdfd9d7bdbb
|
|
} {-2.5e-11}
|
|
test util-10.102 {Tcl_PrintDouble - rounding} {ieeeFloatingPoint} {
|
|
convertDouble 0x44f3da329b633647
|
|
} {1.5e+24}
|
|
test util-10.103 {Tcl_PrintDouble - rounding} {ieeeFloatingPoint} {
|
|
convertDouble 0xc53cf389cd46047d
|
|
} {-3.5e+25}
|
|
test util-10.104 {Tcl_PrintDouble - rounding} {ieeeFloatingPoint} {
|
|
convertDouble 0x454f04ef12cb04cf
|
|
} {7.5e+25}
|
|
test util-10.105 {Tcl_PrintDouble - rounding} {ieeeFloatingPoint} {
|
|
convertDouble 0xc55f04ef12cb04cf
|
|
} {-1.5e+26}
|
|
test util-10.106 {Tcl_PrintDouble - rounding} {ieeeFloatingPoint} {
|
|
convertDouble 0x3fc3333333333333
|
|
} {0.15}
|
|
test util-10.107 {Tcl_PrintDouble - rounding} {ieeeFloatingPoint} {
|
|
convertDouble 0xbdb07e1fe91b0b70
|
|
} {-1.5e-11}
|
|
test util-10.108 {Tcl_PrintDouble - rounding} {ieeeFloatingPoint} {
|
|
convertDouble 0x3de49da7e361ce4c
|
|
} {1.5e-10}
|
|
test util-10.109 {Tcl_PrintDouble - rounding} {ieeeFloatingPoint} {
|
|
convertDouble 0xbe19c511dc3a41df
|
|
} {-1.5e-9}
|
|
test util-10.110 {Tcl_PrintDouble - rounding} {ieeeFloatingPoint} {
|
|
convertDouble 0xc5caa83d74267822
|
|
} {-1.65e+28}
|
|
test util-10.111 {Tcl_PrintDouble - rounding} {ieeeFloatingPoint} {
|
|
convertDouble 0x4588f1d5969453de
|
|
} {9.65e+26}
|
|
test util-10.112 {Tcl_PrintDouble - rounding} {ieeeFloatingPoint} {
|
|
convertDouble 0x3b91d9bd564dcda6
|
|
} {9.45e-22}
|
|
test util-10.113 {Tcl_PrintDouble - rounding} {ieeeFloatingPoint} {
|
|
convertDouble 0xbcfa58973ecbede6
|
|
} {-5.85e-15}
|
|
test util-10.114 {Tcl_PrintDouble - rounding} {ieeeFloatingPoint} {
|
|
convertDouble 0x45eb297cad9f70b6
|
|
} {6.725e+28}
|
|
test util-10.115 {Tcl_PrintDouble - rounding} {ieeeFloatingPoint} {
|
|
convertDouble 0xc5fb297cad9f70b6
|
|
} {-1.345e+29}
|
|
test util-10.116 {Tcl_PrintDouble - rounding} {ieeeFloatingPoint} {
|
|
convertDouble 0x3accdc06b20ef183
|
|
} {1.865e-25}
|
|
test util-10.117 {Tcl_PrintDouble - rounding} {ieeeFloatingPoint} {
|
|
convertDouble 0xbd036071dcae4565
|
|
} {-8.605e-15}
|
|
test util-10.118 {Tcl_PrintDouble - rounding} {ieeeFloatingPoint} {
|
|
convertDouble 0x462cb968d297dde8
|
|
} {1.137885e+30}
|
|
test util-10.119 {Tcl_PrintDouble - rounding} {ieeeFloatingPoint} {
|
|
convertDouble 0xc661f3e1839eeab1
|
|
} {-1.137885e+31}
|
|
test util-10.120 {Tcl_PrintDouble - rounding} {ieeeFloatingPoint} {
|
|
convertDouble 0x474e9cec176c96f8
|
|
} {3.179033335e+35}
|
|
test util-10.121 {Tcl_PrintDouble - rounding} {ieeeFloatingPoint} {
|
|
convertDouble 0x3dbc06d366394441
|
|
} {2.54901016865e-11}
|
|
test util-10.122 {Tcl_PrintDouble - rounding} {ieeeFloatingPoint} {
|
|
convertDouble 0x478f58ac4db68c90
|
|
} {5.20831059055e+36}
|
|
|
|
test util-11.1 {Tcl_PrintDouble - scaling} {
|
|
expr {1.1e-5}
|
|
} {1.1e-5}
|
|
test util-11.2 {Tcl_PrintDouble - scaling} {
|
|
expr {1.1e-4}
|
|
} {0.00011}
|
|
test util-11.3 {Tcl_PrintDouble - scaling} {
|
|
expr {1.1e-3}
|
|
} {0.0011}
|
|
test util-11.4 {Tcl_PrintDouble - scaling} {
|
|
expr {1.1e-2}
|
|
} {0.011}
|
|
test util-11.5 {Tcl_PrintDouble - scaling} {
|
|
expr {1.1e-1}
|
|
} {0.11}
|
|
test util-11.6 {Tcl_PrintDouble - scaling} {
|
|
expr {1.1e0}
|
|
} {1.1}
|
|
test util-11.7 {Tcl_PrintDouble - scaling} {
|
|
expr {1.1e1}
|
|
} {11.0}
|
|
test util-11.8 {Tcl_PrintDouble - scaling} {
|
|
expr {1.1e2}
|
|
} {110.0}
|
|
test util-11.9 {Tcl_PrintDouble - scaling} {
|
|
expr {1.1e3}
|
|
} {1100.0}
|
|
test util-11.10 {Tcl_PrintDouble - scaling} {
|
|
expr {1.1e4}
|
|
} {11000.0}
|
|
test util-11.11 {Tcl_PrintDouble - scaling} {
|
|
expr {1.1e5}
|
|
} {110000.0}
|
|
test util-11.12 {Tcl_PrintDouble - scaling} {
|
|
expr {1.1e6}
|
|
} {1100000.0}
|
|
test util-11.13 {Tcl_PrintDouble - scaling} {
|
|
expr {1.1e7}
|
|
} {11000000.0}
|
|
test util-11.14 {Tcl_PrintDouble - scaling} {
|
|
expr {1.1e8}
|
|
} {110000000.0}
|
|
test util-11.15 {Tcl_PrintDouble - scaling} {
|
|
expr {1.1e9}
|
|
} {1100000000.0}
|
|
test util-11.16 {Tcl_PrintDouble - scaling} {
|
|
expr {1.1e10}
|
|
} {11000000000.0}
|
|
test util-11.17 {Tcl_PrintDouble - scaling} {
|
|
expr {1.1e11}
|
|
} {110000000000.0}
|
|
test util-11.18 {Tcl_PrintDouble - scaling} {
|
|
expr {1.1e12}
|
|
} {1100000000000.0}
|
|
test util-11.19 {Tcl_PrintDouble - scaling} {
|
|
expr {1.1e13}
|
|
} {11000000000000.0}
|
|
test util-11.20 {Tcl_PrintDouble - scaling} {
|
|
expr {1.1e14}
|
|
} {110000000000000.0}
|
|
test util-11.21 {Tcl_PrintDouble - scaling} {
|
|
expr {1.1e15}
|
|
} {1100000000000000.0}
|
|
test util-11.22 {Tcl_PrintDouble - scaling} {
|
|
expr {1.1e16}
|
|
} {11000000000000000.0}
|
|
test util-11.23 {Tcl_PrintDouble - scaling} {
|
|
expr {1.1e17}
|
|
} {1.1e+17}
|
|
|
|
test util-12.1 {TclDoubleDigits - Inf} {testdoubledigits ieeeFloatingPoint} {
|
|
testdoubledigits Inf -1 shortest
|
|
} {Infinity 9999 +}
|
|
test util-12.2 {TclDoubleDigits - -Inf} {testdoubledigits ieeeFloatingPoint} {
|
|
testdoubledigits -Inf -1 shortest
|
|
} {Infinity 9999 -}
|
|
test util-12.3 {TclDoubleDigits - NaN} {testdoubledigits ieeeFloatingPoint} {
|
|
testdoubledigits $ieeeValues(NaN) -1 shortest
|
|
} {NaN 9999 +}
|
|
test util-12.4 {TclDoubleDigits - NaN} {*}{
|
|
-constraints {testdoubledigits ieeeFloatingPoint controversialNaN}
|
|
-body {
|
|
testdoubledigits -NaN -1 shortest
|
|
}
|
|
-result {NaN 9999 -}
|
|
}
|
|
test util-12.5 {TclDoubleDigits - 0} testdoubledigits {
|
|
testdoubledigits 0.0 -1 shortest
|
|
} {0 0 +}
|
|
test util-12.6 {TclDoubleDigits - -0} testdoubledigits {
|
|
testdoubledigits -0.0 -1 shortest
|
|
} {0 0 -}
|
|
|
|
# Verdonk test vectors
|
|
|
|
test util-13.1 {just over exact - 1 digits} {*}{
|
|
-constraints testdoubledigits
|
|
-body {
|
|
verdonk_test 1754e31cd072da E+1008 +4_000000000000000000& E+303
|
|
}
|
|
-result {}
|
|
}
|
|
test util-13.2 {just over exact - 1 digits} {*}{
|
|
-constraints testdoubledigits
|
|
-body {
|
|
verdonk_test -1afcef51f0fb5f E+265 -1_000000000000000000& E+80
|
|
}
|
|
-result {}
|
|
}
|
|
test util-13.3 {just over exact - 1 digits} {*}{
|
|
-constraints testdoubledigits
|
|
-body {
|
|
verdonk_test 1754e31cd072da E+1006 +1_000000000000000000& E+303
|
|
}
|
|
-result {}
|
|
}
|
|
test util-13.4 {just over exact - 1 digits} {*}{
|
|
-constraints testdoubledigits
|
|
-body {
|
|
verdonk_test -1754e31cd072da E+1007 -2_000000000000000000& E+303
|
|
}
|
|
-result {}
|
|
}
|
|
test util-13.5 {just over exact - 1 digits} {*}{
|
|
-constraints testdoubledigits
|
|
-body {
|
|
verdonk_test 1e07b27dd78b14 E-848 +1_00000000000000000& E-255
|
|
}
|
|
-result {}
|
|
}
|
|
test util-13.6 {just over exact - 1 digits} {*}{
|
|
-constraints testdoubledigits
|
|
-body {
|
|
verdonk_test -1e29e9c56687fe E-709 -7_00000000000000000& E-214
|
|
}
|
|
-result {}
|
|
}
|
|
test util-13.7 {just over exact - 1 digits} {*}{
|
|
-constraints testdoubledigits
|
|
-body {
|
|
verdonk_test 1be03d0bf225c7 E-137 +1_00000000000000000& E-41
|
|
}
|
|
-result {}
|
|
}
|
|
test util-13.8 {just over exact - 1 digits} {*}{
|
|
-constraints testdoubledigits
|
|
-body {
|
|
verdonk_test -1a2fe76a3f9475 E-499 -1_00000000000000000& E-150
|
|
}
|
|
-result {}
|
|
}
|
|
test util-13.9 {just under exact - 1 digits} {*}{
|
|
-constraints testdoubledigits
|
|
-body {
|
|
verdonk_test 19a2028368022e E+1019 +8_999999999999999999& E+306
|
|
}
|
|
-result {}
|
|
}
|
|
test util-13.10 {just under exact - 1 digits} {*}{
|
|
-constraints testdoubledigits
|
|
-body {
|
|
verdonk_test -1317e5ef3ab327 E+509 -1_999999999999999999& E+153
|
|
}
|
|
-result {}
|
|
}
|
|
test util-13.11 {just under exact - 1 digits} {*}{
|
|
-constraints testdoubledigits
|
|
-body {
|
|
verdonk_test 1317e5ef3ab327 E+510 +3_99999999999999999& E+153
|
|
}
|
|
-result {}
|
|
}
|
|
test util-13.12 {just under exact - 1 digits} {*}{
|
|
-constraints testdoubledigits
|
|
-body {
|
|
verdonk_test -1317e5ef3ab327 E+511 -7_99999999999999999& E+153
|
|
}
|
|
-result {}
|
|
}
|
|
test util-13.13 {just under exact - 1 digits} {*}{
|
|
-constraints testdoubledigits
|
|
-body {
|
|
verdonk_test 1eb8e84fa0b278 E-1008 +6_999999999999999999& E-304
|
|
}
|
|
-result {}
|
|
}
|
|
test util-13.14 {just under exact - 1 digits} {*}{
|
|
-constraints testdoubledigits
|
|
-body {
|
|
verdonk_test -13339131c46f8b E-1004 -6_999999999999999999& E-303
|
|
}
|
|
-result {}
|
|
}
|
|
test util-13.15 {just under exact - 1 digits} {*}{
|
|
-constraints testdoubledigits
|
|
-body {
|
|
verdonk_test 1c0f92a6276c9d E-162 +2_999999999999999999& E-49
|
|
}
|
|
-result {}
|
|
}
|
|
test util-13.16 {just under exact - 1 digits} {*}{
|
|
-constraints testdoubledigits
|
|
-body {
|
|
verdonk_test -15ce1f143d7ad2 E-443 -5_99999999999999999& E-134
|
|
}
|
|
-result {}
|
|
}
|
|
test util-13.17 {just over exact - 2 digits} {*}{
|
|
-constraints testdoubledigits
|
|
-body {
|
|
verdonk_test 1c0794d9d40e96 E-301 +43_000000000000000000& E-92
|
|
}
|
|
-result {}
|
|
}
|
|
test util-13.18 {just over exact - 2 digits} {*}{
|
|
-constraints testdoubledigits
|
|
-body {
|
|
verdonk_test -1c0794d9d40e96 E-300 -86_000000000000000000& E-92
|
|
}
|
|
-result {}
|
|
}
|
|
test util-13.19 {just over exact - 2 digits} {*}{
|
|
-constraints testdoubledigits
|
|
-body {
|
|
verdonk_test 1cd5bee57763e6 E-241 +51_000000000000000000& E-74
|
|
}
|
|
-result {}
|
|
}
|
|
test util-13.20 {just under exact - 2 digits} {*}{
|
|
-constraints testdoubledigits
|
|
-body {
|
|
verdonk_test 1d1c26db7d0dae E+651 +16_999999999999999999& E+195
|
|
}
|
|
-result {}
|
|
}
|
|
test util-13.21 {just under exact - 2 digits} {*}{
|
|
-constraints testdoubledigits
|
|
-body {
|
|
verdonk_test -13f7ced916872b E-5 -38_999999999999999999& E-3
|
|
}
|
|
-result {}
|
|
}
|
|
test util-13.22 {just over exact - 3 digits} {*}{
|
|
-constraints testdoubledigits
|
|
-body {
|
|
verdonk_test 17d93193f78fc6 E+588 +151_0000000000000000000& E+175
|
|
}
|
|
-result {}
|
|
}
|
|
test util-13.23 {just over exact - 3 digits} {*}{
|
|
-constraints testdoubledigits
|
|
-body {
|
|
verdonk_test -1a82a1631eeb30 E-625 -119_000000000000000000& E-190
|
|
}
|
|
-result {}
|
|
}
|
|
test util-13.24 {just under exact - 3 digits} {*}{
|
|
-constraints testdoubledigits
|
|
-body {
|
|
verdonk_test -16c309024bab4b E+290 -282_999999999999999999& E+85
|
|
}
|
|
-result {}
|
|
}
|
|
test util-13.25 {just over exact - 8 digits} {*}{
|
|
-constraints testdoubledigits
|
|
-body {
|
|
verdonk_test 1dbbac6f83a821 E-800 +27869147_0000000000000000000& E-248
|
|
}
|
|
-result {}
|
|
}
|
|
test util-13.26 {just under exact - 9 digits} {*}{
|
|
-constraints testdoubledigits
|
|
-body {
|
|
verdonk_test -1c569e968e0944 E+430 -491080653_9999999999999999999& E+121
|
|
}
|
|
-result {}
|
|
}
|
|
test util-13.27 {just under exact - 9 digits} {*}{
|
|
-constraints testdoubledigits
|
|
-body {
|
|
verdonk_test 1c569e968e0944 E+429 +245540326_9999999999999999999& E+121
|
|
}
|
|
-result {}
|
|
}
|
|
test util-13.28 {just over exact - 10 digits} {*}{
|
|
-constraints testdoubledigits
|
|
-body {
|
|
verdonk_test -1fc575867314ee E-330 -9078555839_0000000000000000000& E-109
|
|
}
|
|
-result {}
|
|
}
|
|
test util-13.29 {just under exact - 10 digits} {*}{
|
|
-constraints testdoubledigits
|
|
-body {
|
|
verdonk_test -1c569e968e0944 E+428 -1227701634_9999999999999999999& E+120
|
|
}
|
|
-result {}
|
|
}
|
|
test util-13.30 {just over exact - 11 digits} {*}{
|
|
-constraints testdoubledigits
|
|
-body {
|
|
verdonk_test 1fc575867314ee E-329 +18157111678_0000000000000000000& E-109
|
|
}
|
|
-result {}
|
|
}
|
|
test util-13.31 {just over exact - 14 digits} {*}{
|
|
-constraints testdoubledigits
|
|
-body {
|
|
verdonk_test -18bf7e7fa6f02a E-196 -15400733123779_0000000000000000000& E-72
|
|
}
|
|
-result {}
|
|
}
|
|
test util-13.32 {just over exact - 17 digits} {*}{
|
|
-constraints testdoubledigits
|
|
-body {
|
|
verdonk_test -13de005bd620df E+217 -26153245263757307_0000000000000000000& E+49
|
|
}
|
|
-result {}
|
|
}
|
|
test util-13.33 {just over exact - 18 digits} {*}{
|
|
-constraints testdoubledigits
|
|
-body {
|
|
verdonk_test 1f92bacb3cb40c E+718 +272104041512242479_0000000000000000000& E+199
|
|
}
|
|
-result {}
|
|
}
|
|
test util-13.34 {just over exact - 18 digits} {*}{
|
|
-constraints testdoubledigits
|
|
-body {
|
|
verdonk_test -1f92bacb3cb40c E+719 -544208083024484958_0000000000000000000& E+199
|
|
}
|
|
-result {}
|
|
}
|
|
test util-13.35 {just over half ulp - 1 digits} {*}{
|
|
-constraints testdoubledigits
|
|
-body {
|
|
verdonk_test 142dbf25096cf5 E+148 +4_500000000000000000& E+44
|
|
}
|
|
-result {}
|
|
}
|
|
test util-13.36 {just over half ulp - 1 digits} {*}{
|
|
-constraints testdoubledigits
|
|
-body {
|
|
verdonk_test -1afcef51f0fb5f E+263 -2_500000000000000000& E+79
|
|
}
|
|
-result {}
|
|
}
|
|
test util-13.37 {just over half ulp - 1 digits} {*}{
|
|
-constraints testdoubledigits
|
|
-body {
|
|
verdonk_test 102498ea6df0c4 E+145 +4_500000000000000000& E+43
|
|
}
|
|
-result {}
|
|
}
|
|
test util-13.38 {just over half ulp - 1 digits} {*}{
|
|
-constraints testdoubledigits
|
|
-body {
|
|
verdonk_test -1754e31cd072da E+1004 -2_500000000000000000& E+302
|
|
}
|
|
-result {}
|
|
}
|
|
test util-13.39 {just over half ulp - 1 digits} {*}{
|
|
-constraints testdoubledigits
|
|
-body {
|
|
verdonk_test 12deac01e2b4f7 E-557 +2_50000000000000000& E-168
|
|
}
|
|
-result {}
|
|
}
|
|
test util-13.40 {just over half ulp - 1 digits} {*}{
|
|
-constraints testdoubledigits
|
|
-body {
|
|
verdonk_test -1b1df536c13eee E-307 -6_50000000000000000& E-93
|
|
}
|
|
-result {}
|
|
}
|
|
test util-13.41 {just over half ulp - 1 digits} {*}{
|
|
-constraints testdoubledigits
|
|
-body {
|
|
verdonk_test 10711fed5b19a4 E-154 +4_50000000000000000& E-47
|
|
}
|
|
-result {}
|
|
}
|
|
test util-13.42 {just over half ulp - 1 digits} {*}{
|
|
-constraints testdoubledigits
|
|
-body {
|
|
verdonk_test -148d67e8b1e00d E-151 -4_50000000000000000& E-46
|
|
}
|
|
-result {}
|
|
}
|
|
test util-13.43 {just under half ulp - 1 digits} {*}{
|
|
-constraints testdoubledigits
|
|
-body {
|
|
verdonk_test 1c8c574c0c6be7 E+187 +3_49999999999999999& E+56
|
|
}
|
|
-result {}
|
|
}
|
|
test util-13.44 {just under half ulp - 1 digits} {*}{
|
|
-constraints testdoubledigits
|
|
-body {
|
|
verdonk_test -1756183c147514 E+206 -1_49999999999999999& E+62
|
|
}
|
|
-result {}
|
|
}
|
|
test util-13.45 {just under half ulp - 1 digits} {*}{
|
|
-constraints testdoubledigits
|
|
-body {
|
|
verdonk_test 12ab469676c410 E+203 +1_49999999999999999& E+61
|
|
}
|
|
-result {}
|
|
}
|
|
test util-13.46 {just under half ulp - 1 digits} {*}{
|
|
-constraints testdoubledigits
|
|
-body {
|
|
verdonk_test -1539684e774b48 E+246 -1_49999999999999999& E+74
|
|
}
|
|
-result {}
|
|
}
|
|
test util-13.47 {just under half ulp - 1 digits} {*}{
|
|
-constraints testdoubledigits
|
|
-body {
|
|
verdonk_test 12e5f5dfa4fe9d E-286 +9_499999999999999999& E-87
|
|
}
|
|
-result {}
|
|
}
|
|
test util-13.48 {just under half ulp - 1 digits} {*}{
|
|
-constraints testdoubledigits
|
|
-body {
|
|
verdonk_test -1bdc2417bf7787 E-838 -9_499999999999999999& E-253
|
|
}
|
|
-result {}
|
|
}
|
|
test util-13.49 {just under half ulp - 1 digits} {*}{
|
|
-constraints testdoubledigits
|
|
-body {
|
|
verdonk_test 1eb8e84fa0b278 E-1009 +3_499999999999999999& E-304
|
|
}
|
|
-result {}
|
|
}
|
|
test util-13.50 {just under half ulp - 1 digits} {*}{
|
|
-constraints testdoubledigits
|
|
-body {
|
|
verdonk_test -1e3cbc9907fdc8 E-290 -9_499999999999999999& E-88
|
|
}
|
|
-result {}
|
|
}
|
|
test util-13.51 {just over half ulp - 2 digits} {*}{
|
|
-constraints testdoubledigits
|
|
-body {
|
|
verdonk_test 10ad836f269a17 E-324 +30_500000000000000000& E-99
|
|
}
|
|
-result {}
|
|
}
|
|
test util-13.52 {just over half ulp - 2 digits} {*}{
|
|
-constraints testdoubledigits
|
|
-body {
|
|
verdonk_test -1b39ae1909c31b E-687 -26_500000000000000000& E-208
|
|
}
|
|
-result {}
|
|
}
|
|
test util-13.53 {just over half ulp - 3 digits} {*}{
|
|
-constraints testdoubledigits
|
|
-body {
|
|
verdonk_test 1b2ab18615fcc6 E-576 +686_500000000000000000& E-176
|
|
}
|
|
-result {}
|
|
}
|
|
test util-13.54 {just over half ulp - 3 digits} {*}{
|
|
-constraints testdoubledigits
|
|
-body {
|
|
verdonk_test -13e1f90a573064 E-624 -178_500000000000000000& E-190
|
|
}
|
|
-result {}
|
|
}
|
|
test util-13.55 {just under half ulp - 3 digits} {*}{
|
|
-constraints testdoubledigits
|
|
-body {
|
|
verdonk_test 16c309024bab4b E+289 +141_499999999999999999& E+85
|
|
}
|
|
-result {}
|
|
}
|
|
test util-13.56 {just under half ulp - 4 digits} {*}{
|
|
-constraints testdoubledigits
|
|
-body {
|
|
verdonk_test -159bd3ad46e346 E+193 -1695_499999999999999999& E+55
|
|
}
|
|
-result {}
|
|
}
|
|
test util-13.57 {just under half ulp - 4 digits} {*}{
|
|
-constraints testdoubledigits
|
|
-body {
|
|
verdonk_test 1df4170f0fdecc E+124 +3981_499999999999999999& E+34
|
|
}
|
|
-result {}
|
|
}
|
|
test util-13.58 {just over half ulp - 6 digits} {*}{
|
|
-constraints testdoubledigits
|
|
-body {
|
|
verdonk_test 17e1e0f1c7a4ac E+415 +126300_5000000000000000000& E+120
|
|
}
|
|
-result {}
|
|
}
|
|
test util-13.59 {just over half ulp - 6 digits} {*}{
|
|
-constraints testdoubledigits
|
|
-body {
|
|
verdonk_test -1dda592e398dd7 E+418 -126300_5000000000000000000& E+121
|
|
}
|
|
-result {}
|
|
}
|
|
test util-13.60 {just under half ulp - 7 digits} {*}{
|
|
-constraints testdoubledigits
|
|
-body {
|
|
verdonk_test -1e597c0b94b7ae E+453 -4411845_499999999999999999& E+130
|
|
}
|
|
-result {}
|
|
}
|
|
test util-13.61 {just under half ulp - 9 digits} {*}{
|
|
-constraints testdoubledigits
|
|
-body {
|
|
verdonk_test 1c569e968e0944 E+427 +613850817_4999999999999999999& E+120
|
|
}
|
|
-result {}
|
|
}
|
|
test util-13.62 {just under half ulp - 9 digits} {*}{
|
|
-constraints testdoubledigits
|
|
-body {
|
|
verdonk_test -1c569e968e0944 E+428 -122770163_49999999999999999999& E+121
|
|
}
|
|
-result {}
|
|
}
|
|
test util-13.63 {just over half ulp - 18 digits} {*}{
|
|
-constraints testdoubledigits
|
|
-body {
|
|
verdonk_test 17ae0c186d8709 E+719 +408156062268363718_5000000000000000000& E+199
|
|
}
|
|
-result {}
|
|
}
|
|
test util-13.64 {just over exact - 1 digits} {*}{
|
|
-constraints testdoubledigits
|
|
-body {
|
|
verdonk_test 152d02c7e14af7 E+76 +1_0000000000000000& E+23
|
|
}
|
|
-result {}
|
|
}
|
|
test util-13.65 {just over exact - 1 digits} {*}{
|
|
-constraints testdoubledigits
|
|
-body {
|
|
verdonk_test -19d971e4fe8402 E+89 -1_0000000000000000& E+27
|
|
}
|
|
-result {}
|
|
}
|
|
test util-13.66 {just over exact - 1 digits} {*}{
|
|
-constraints testdoubledigits
|
|
-body {
|
|
verdonk_test 19d971e4fe8402 E+90 +2_0000000000000000& E+27
|
|
}
|
|
-result {}
|
|
}
|
|
test util-13.67 {just over exact - 1 digits} {*}{
|
|
-constraints testdoubledigits
|
|
-body {
|
|
verdonk_test -19d971e4fe8402 E+91 -4_0000000000000000& E+27
|
|
}
|
|
-result {}
|
|
}
|
|
test util-13.68 {just over exact - 1 digits} {*}{
|
|
-constraints testdoubledigits
|
|
-body {
|
|
verdonk_test 15798ee2308c3a E-27 +1_0000000000000000& E-8
|
|
}
|
|
-result {}
|
|
}
|
|
test util-13.69 {just over exact - 1 digits} {*}{
|
|
-constraints testdoubledigits
|
|
-body {
|
|
verdonk_test -15798ee2308c3a E-26 -2_0000000000000000& E-8
|
|
}
|
|
-result {}
|
|
}
|
|
test util-13.70 {just over exact - 1 digits} {*}{
|
|
-constraints testdoubledigits
|
|
-body {
|
|
verdonk_test 15798ee2308c3a E-25 +4_0000000000000000& E-8
|
|
}
|
|
-result {}
|
|
}
|
|
test util-13.71 {just over exact - 1 digits} {*}{
|
|
-constraints testdoubledigits
|
|
-body {
|
|
verdonk_test -1ef2d0f5da7dd9 E-84 -1_0000000000000000& E-25
|
|
}
|
|
-result {}
|
|
}
|
|
test util-13.72 {just under exact - 1 digits} {*}{
|
|
-constraints testdoubledigits
|
|
-body {
|
|
verdonk_test 1a784379d99db4 E+78 +4_9999999999999999& E+23
|
|
}
|
|
-result {}
|
|
}
|
|
test util-13.73 {just under exact - 1 digits} {*}{
|
|
-constraints testdoubledigits
|
|
-body {
|
|
verdonk_test -1a784379d99db4 E+80 -1_9999999999999999& E+24
|
|
}
|
|
-result {}
|
|
}
|
|
test util-13.74 {just under exact - 1 digits} {*}{
|
|
-constraints testdoubledigits
|
|
-body {
|
|
verdonk_test 13da329b633647 E+81 +2_9999999999999999& E+24
|
|
}
|
|
-result {}
|
|
}
|
|
test util-13.75 {just under exact - 1 digits} {*}{
|
|
-constraints testdoubledigits
|
|
-body {
|
|
verdonk_test -1cf389cd46047d E+85 -6_9999999999999999& E+25
|
|
}
|
|
-result {}
|
|
}
|
|
test util-13.76 {just under exact - 1 digits} {*}{
|
|
-constraints testdoubledigits
|
|
-body {
|
|
verdonk_test 19999999999999 E-3 +1_99999999999999999& E-1
|
|
}
|
|
-result {}
|
|
}
|
|
test util-13.77 {just under exact - 1 digits} {*}{
|
|
-constraints testdoubledigits
|
|
-body {
|
|
verdonk_test -13333333333333 E-2 -2_99999999999999999& E-1
|
|
}
|
|
-result {}
|
|
}
|
|
test util-13.78 {just under exact - 1 digits} {*}{
|
|
-constraints testdoubledigits
|
|
-body {
|
|
verdonk_test 16849b86a12b9b E-48 +4_99999999999999999& E-15
|
|
}
|
|
-result {}
|
|
}
|
|
test util-13.79 {just under exact - 1 digits} {*}{
|
|
-constraints testdoubledigits
|
|
-body {
|
|
verdonk_test -16849b86a12b9b E-46 -1_99999999999999999& E-14
|
|
}
|
|
-result {}
|
|
}
|
|
test util-13.80 {just over exact - 2 digits} {*}{
|
|
-constraints testdoubledigits
|
|
-body {
|
|
verdonk_test 17ccfc73126788 E-71 +63_00000000000000000& E-23
|
|
}
|
|
-result {}
|
|
}
|
|
test util-13.81 {just over exact - 2 digits} {*}{
|
|
-constraints testdoubledigits
|
|
-body {
|
|
verdonk_test -1dc03b8fd7016a E-68 -63_00000000000000000& E-22
|
|
}
|
|
-result {}
|
|
}
|
|
test util-13.82 {just under exact - 2 digits} {*}{
|
|
-constraints testdoubledigits
|
|
-body {
|
|
verdonk_test 13f7ced916872b E-5 +38_999999999999999999& E-3
|
|
}
|
|
-result {}
|
|
}
|
|
test util-13.83 {just over exact - 3 digits} {*}{
|
|
-constraints testdoubledigits
|
|
-body {
|
|
verdonk_test 1b297cad9f70b6 E+97 +269_000000000000000000& E+27
|
|
}
|
|
-result {}
|
|
}
|
|
test util-13.84 {just over exact - 3 digits} {*}{
|
|
-constraints testdoubledigits
|
|
-body {
|
|
verdonk_test -1b297cad9f70b6 E+98 -538_00000000000000000& E+27
|
|
}
|
|
-result {}
|
|
}
|
|
test util-13.85 {just over exact - 3 digits} {*}{
|
|
-constraints testdoubledigits
|
|
-body {
|
|
verdonk_test 1cdc06b20ef183 E-82 +373_00000000000000000& E-27
|
|
}
|
|
-result {}
|
|
}
|
|
test util-13.86 {just over exact - 4 digits} {*}{
|
|
-constraints testdoubledigits
|
|
-body {
|
|
verdonk_test 1b297cad9f70b6 E+96 +1345_00000000000000000& E+26
|
|
}
|
|
-result {}
|
|
}
|
|
# this one is not 4 digits, it is 3, and it is covered above.
|
|
test util-13.87 {just over exact - 4 digits} {*}{
|
|
-constraints {testdoubledigits knownBadTest}
|
|
-body {
|
|
verdonk_test -1b297cad9f70b6 E+97 -2690_00000000000000000& E+26
|
|
}
|
|
-result {}
|
|
}
|
|
test util-13.88 {just over exact - 5 digits} {*}{
|
|
-constraints testdoubledigits
|
|
-body {
|
|
verdonk_test -150a246ecd44f3 E-63 -14257_00000000000000000& E-23
|
|
}
|
|
-result {}
|
|
}
|
|
test util-13.89 {just under exact - 6 digits} {*}{
|
|
-constraints testdoubledigits
|
|
-body {
|
|
verdonk_test -119b96f36ec68b E-19 -209900_999999999999999999& E-11
|
|
}
|
|
-result {}
|
|
}
|
|
test util-13.90 {just over exact - 11 digits} {*}{
|
|
-constraints testdoubledigits
|
|
-body {
|
|
verdonk_test 1c06d366394441 E-35 +50980203373_000000000000000000& E-21
|
|
}
|
|
-result {}
|
|
}
|
|
test util-13.91 {just under exact - 12 digits} {*}{
|
|
-constraints testdoubledigits
|
|
-body {
|
|
verdonk_test -1f58ac4db68c90 E+122 -104166211810_99999999999999999& E+26
|
|
}
|
|
-result {}
|
|
}
|
|
test util-13.92 {just over half ulp - 1 digits} {*}{
|
|
-constraints testdoubledigits
|
|
-body {
|
|
verdonk_test 19d971e4fe8402 E+87 +2_5000000000000000& E+26
|
|
}
|
|
-result {}
|
|
}
|
|
test util-13.93 {just over half ulp - 1 digits} {*}{
|
|
-constraints testdoubledigits
|
|
-body {
|
|
verdonk_test -1dc74be914d16b E+81 -4_500000000000000& E+24
|
|
}
|
|
-result {}
|
|
}
|
|
test util-13.94 {just over half ulp - 1 digits} {*}{
|
|
-constraints testdoubledigits
|
|
-body {
|
|
verdonk_test 14adf4b7320335 E+84 +2_500000000000000& E+25
|
|
}
|
|
-result {}
|
|
}
|
|
test util-13.95 {just over half ulp - 1 digits} {*}{
|
|
-constraints testdoubledigits
|
|
-body {
|
|
verdonk_test -1ae22487c1042b E+85 -6_5000000000000000& E+25
|
|
}
|
|
-result {}
|
|
}
|
|
test util-13.96 {just over half ulp - 1 digits} {*}{
|
|
-constraints testdoubledigits
|
|
-body {
|
|
verdonk_test 187fe49aab41e0 E-54 +8_5000000000000000& E-17
|
|
}
|
|
-result {}
|
|
}
|
|
test util-13.97 {just over half ulp - 1 digits} {*}{
|
|
-constraints testdoubledigits
|
|
-body {
|
|
verdonk_test -1f5c05e4b23fd7 E-61 -8_5000000000000000& E-19
|
|
}
|
|
-result {}
|
|
}
|
|
test util-13.98 {just over half ulp - 1 digits} {*}{
|
|
-constraints testdoubledigits
|
|
-body {
|
|
verdonk_test 1faa7ab552a552 E-42 +4_5000000000000000& E-13
|
|
}
|
|
-result {}
|
|
}
|
|
test util-13.99 {just over half ulp - 1 digits} {*}{
|
|
-constraints testdoubledigits
|
|
-body {
|
|
verdonk_test -1b7cdfd9d7bdbb E-36 -2_5000000000000000& E-11
|
|
}
|
|
-result {}
|
|
}
|
|
test util-13.100 {just under half ulp - 1 digits} {*}{
|
|
-constraints testdoubledigits
|
|
-body {
|
|
verdonk_test 13da329b633647 E+80 +1_4999999999999999& E+24
|
|
}
|
|
-result {}
|
|
}
|
|
test util-13.101 {just under half ulp - 1 digits} {*}{
|
|
-constraints testdoubledigits
|
|
-body {
|
|
verdonk_test -1cf389cd46047d E+84 -3_49999999999999999& E+25
|
|
}
|
|
-result {}
|
|
}
|
|
test util-13.102 {just under half ulp - 1 digits} {*}{
|
|
-constraints testdoubledigits
|
|
-body {
|
|
verdonk_test 1f04ef12cb04cf E+85 +7_4999999999999999& E+25
|
|
}
|
|
-result {}
|
|
}
|
|
test util-13.103 {just under half ulp - 1 digits} {*}{
|
|
-constraints testdoubledigits
|
|
-body {
|
|
verdonk_test -1f04ef12cb04cf E+86 -1_4999999999999999& E+26
|
|
}
|
|
-result {}
|
|
}
|
|
test util-13.104 {just under half ulp - 1 digits} {*}{
|
|
-constraints testdoubledigits
|
|
-body {
|
|
verdonk_test 13333333333333 E-3 +1_49999999999999999& E-1
|
|
}
|
|
-result {}
|
|
}
|
|
test util-13.105 {just under half ulp - 1 digits} {*}{
|
|
-constraints testdoubledigits
|
|
-body {
|
|
verdonk_test -107e1fe91b0b70 E-36 -1_49999999999999999& E-11
|
|
}
|
|
-result {}
|
|
}
|
|
test util-13.106 {just under half ulp - 1 digits} {*}{
|
|
-constraints testdoubledigits
|
|
-body {
|
|
verdonk_test 149da7e361ce4c E-33 +1_49999999999999999& E-10
|
|
}
|
|
-result {}
|
|
}
|
|
test util-13.107 {just under half ulp - 1 digits} {*}{
|
|
-constraints testdoubledigits
|
|
-body {
|
|
verdonk_test -19c511dc3a41df E-30 -1_49999999999999999& E-9
|
|
}
|
|
-result {}
|
|
}
|
|
test util-13.108 {just over half ulp - 2 digits} {*}{
|
|
-constraints testdoubledigits
|
|
-body {
|
|
verdonk_test -1aa83d74267822 E+93 -16_5000000000000000& E+27
|
|
}
|
|
-result {}
|
|
}
|
|
test util-13.109 {just over half ulp - 2 digits} {*}{
|
|
-constraints testdoubledigits
|
|
-body {
|
|
verdonk_test 18f1d5969453de E+89 +96_5000000000000000& E+25
|
|
}
|
|
-result {}
|
|
}
|
|
test util-13.110 {just over half ulp - 2 digits} {*}{
|
|
-constraints testdoubledigits
|
|
-body {
|
|
verdonk_test 11d9bd564dcda6 E-70 +94_50000000000000000& E-23
|
|
}
|
|
-result {}
|
|
}
|
|
test util-13.111 {just over half ulp - 2 digits} {*}{
|
|
-constraints testdoubledigits
|
|
-body {
|
|
verdonk_test -1a58973ecbede6 E-48 -58_50000000000000000& E-16
|
|
}
|
|
-result {}
|
|
}
|
|
test util-13.112 {just over half ulp - 3 digits} {*}{
|
|
-constraints testdoubledigits
|
|
-body {
|
|
verdonk_test 1b297cad9f70b6 E+95 +672_50000000000000000& E+26
|
|
}
|
|
-result {}
|
|
}
|
|
test util-13.113 {just over half ulp - 3 digits} {*}{
|
|
-constraints testdoubledigits
|
|
-body {
|
|
verdonk_test -1b297cad9f70b6 E+96 -134_500000000000000000& E+27
|
|
}
|
|
-result {}
|
|
}
|
|
test util-13.114 {just over half ulp - 3 digits} {*}{
|
|
-constraints testdoubledigits
|
|
-body {
|
|
verdonk_test 1cdc06b20ef183 E-83 +186_50000000000000000& E-27
|
|
}
|
|
-result {}
|
|
}
|
|
test util-13.115 {just over half ulp - 3 digits} {*}{
|
|
-constraints testdoubledigits
|
|
-body {
|
|
verdonk_test -136071dcae4565 E-47 -860_50000000000000000& E-17
|
|
}
|
|
-result {}
|
|
}
|
|
test util-13.116 {just over half ulp - 6 digits} {*}{
|
|
-constraints testdoubledigits
|
|
-body {
|
|
verdonk_test 1cb968d297dde8 E+99 +113788_50000000000000000& E+25
|
|
}
|
|
-result {}
|
|
}
|
|
test util-13.117 {just over half ulp - 6 digits} {*}{
|
|
-constraints testdoubledigits
|
|
-body {
|
|
verdonk_test -11f3e1839eeab1 E+103 -113788_50000000000000000& E+26
|
|
}
|
|
-result {}
|
|
}
|
|
test util-13.118 {just under half ulp - 9 digits} {*}{
|
|
-constraints testdoubledigits
|
|
-body {
|
|
verdonk_test 1e9cec176c96f8 E+117 +317903333_49999999999999999& E+27
|
|
}
|
|
-result {}
|
|
}
|
|
test util-13.119 {just over half ulp - 11 digits} {*}{
|
|
-constraints testdoubledigits
|
|
-body {
|
|
verdonk_test 1c06d366394441 E-36 +25490101686_500000000000000000& E-21
|
|
}
|
|
-result {}
|
|
}
|
|
test util-13.120 {just under half ulp - 11 digits} {*}{
|
|
-constraints testdoubledigits
|
|
-body {
|
|
verdonk_test 1f58ac4db68c90 E+121 +52083105905_49999999999999999& E+26
|
|
}
|
|
-result {}
|
|
}
|
|
|
|
test util-14.1 {funky NaN} {*}{
|
|
-constraints {ieeeFloatingPoint controversialNaN}
|
|
-body {
|
|
set ieeeValues(-NaN)
|
|
}
|
|
-result -NaN
|
|
}
|
|
|
|
test util-14.2 {funky NaN} {*}{
|
|
-constraints {ieeeFloatingPoint controversialNaN}
|
|
-body {
|
|
set ieeeValues(-NaN(3456789abcdef))
|
|
}
|
|
-result -NaN(3456789abcdef)
|
|
}
|
|
|
|
test util-15.1 {largest subnormal} {*}{
|
|
-body {
|
|
binary scan [binary format w 0x000fffffffffffff] q x
|
|
set x
|
|
}
|
|
-result 2.225073858507201e-308
|
|
-cleanup {
|
|
unset x
|
|
}
|
|
}
|
|
|
|
test util-15.2 {largest subnormal} {*}{
|
|
-body {
|
|
binary scan [binary format w 0x800fffffffffffff] q x
|
|
set x
|
|
}
|
|
-result -2.225073858507201e-308
|
|
-cleanup {
|
|
unset x
|
|
}
|
|
}
|
|
|
|
test util-15.3 {largest subnormal} {*}{
|
|
-body {
|
|
binary scan [binary format q 2.225073858507201e-308] w x
|
|
format %#lx $x
|
|
}
|
|
-result 0xfffffffffffff
|
|
-cleanup {
|
|
unset x
|
|
}
|
|
}
|
|
|
|
test util-15.4 {largest subnormal} {*}{
|
|
-body {
|
|
binary scan [binary format q -2.225073858507201e-308] w x
|
|
format %#lx $x
|
|
}
|
|
-result 0x800fffffffffffff
|
|
-cleanup {
|
|
unset x
|
|
}
|
|
}
|
|
|
|
test util-15.5 {smallest normal} {*}{
|
|
-body {
|
|
binary scan [binary format w 0x0010000000000000] q x
|
|
set x
|
|
}
|
|
-result 2.2250738585072014e-308
|
|
-cleanup {
|
|
unset x
|
|
}
|
|
}
|
|
|
|
test util-15.6 {smallest normal} {*}{
|
|
-body {
|
|
binary scan [binary format w 0x8010000000000000] q x
|
|
set x
|
|
}
|
|
-result -2.2250738585072014e-308
|
|
-cleanup {
|
|
unset x
|
|
}
|
|
}
|
|
|
|
test util-15.7 {smallest normal} {*}{
|
|
-body {
|
|
binary scan [binary format q 2.2250738585072014e-308] w x
|
|
format %#lx $x
|
|
}
|
|
-result 0x10000000000000
|
|
-cleanup {
|
|
unset x
|
|
}
|
|
}
|
|
|
|
test util-15.8 {smallest normal} {*}{
|
|
-body {
|
|
binary scan [binary format q -2.2250738585072014e-308] w x
|
|
format %#lx $x
|
|
}
|
|
-result 0x8010000000000000
|
|
-cleanup {
|
|
unset x
|
|
}
|
|
}
|
|
|
|
set saved_precision $::tcl_precision
|
|
foreach ::tcl_precision {0 12} {
|
|
for {set e -312} {$e < -9} {incr e} {
|
|
test util-16.1.$::tcl_precision.$e {shortening of numbers} \
|
|
"expr {1.1e$e}" 1.1e$e
|
|
}
|
|
}
|
|
set tcl_precision 0
|
|
for {set e -9} {$e < -4} {incr e} {
|
|
test util-16.1.$::tcl_precision.$e {shortening of numbers} \
|
|
"expr {1.1e$e}" 1.1e$e
|
|
}
|
|
set tcl_precision 12
|
|
for {set e -9} {$e < -4} {incr e} {
|
|
test util-16.1.$::tcl_precision.$e {8.4 compatible formatting of doubles} \
|
|
"expr {1.1e$e}" 1.1e[format %+03d $e]
|
|
}
|
|
foreach ::tcl_precision {0 12} {
|
|
test util-16.1.$::tcl_precision.-4 {shortening of numbers} \
|
|
{expr {1.1e-4}} \
|
|
0.00011
|
|
test util-16.1.$::tcl_precision.-3 {shortening of numbers} \
|
|
{expr {1.1e-3}} \
|
|
0.0011
|
|
test util-16.1.$::tcl_precision.-2 {shortening of numbers} \
|
|
{expr {1.1e-2}} \
|
|
0.011
|
|
test util-16.1.$::tcl_precision.-1 {shortening of numbers} \
|
|
{expr {1.1e-1}} \
|
|
0.11
|
|
test util-16.1.$::tcl_precision.0 {shortening of numbers} \
|
|
{expr {1.1}} \
|
|
1.1
|
|
for {set e 1} {$e < 17} {incr e} {
|
|
test util-16.1.$::tcl_precision.$e {shortening of numbers} \
|
|
"expr {11[string repeat 0 [expr {$e-1}]].0}" \
|
|
11[string repeat 0 [expr {$e-1}]].0
|
|
}
|
|
for {set e 17} {$e < 309} {incr e} {
|
|
test util-16.1.$::tcl_precision.$e {shortening of numbers} \
|
|
"expr {1.1e$e}" 1.1e+$e
|
|
}
|
|
}
|
|
set tcl_precision 17
|
|
test util-16.1.17.-300 {8.4 compatible formatting of doubles} \
|
|
{expr {1e-300}} \
|
|
1e-300
|
|
test util-16.1.17.-299 {8.4 compatible formatting of doubles} \
|
|
{expr {1e-299}} \
|
|
9.9999999999999999e-300
|
|
test util-16.1.17.-298 {8.4 compatible formatting of doubles} \
|
|
{expr {1e-298}} \
|
|
9.9999999999999991e-299
|
|
test util-16.1.17.-297 {8.4 compatible formatting of doubles} \
|
|
{expr {1e-297}} \
|
|
1e-297
|
|
test util-16.1.17.-296 {8.4 compatible formatting of doubles} \
|
|
{expr {1e-296}} \
|
|
1e-296
|
|
test util-16.1.17.-295 {8.4 compatible formatting of doubles} \
|
|
{expr {1e-295}} \
|
|
1.0000000000000001e-295
|
|
test util-16.1.17.-294 {8.4 compatible formatting of doubles} \
|
|
{expr {1e-294}} \
|
|
1e-294
|
|
test util-16.1.17.-293 {8.4 compatible formatting of doubles} \
|
|
{expr {1e-293}} \
|
|
1.0000000000000001e-293
|
|
test util-16.1.17.-292 {8.4 compatible formatting of doubles} \
|
|
{expr {1e-292}} \
|
|
1.0000000000000001e-292
|
|
test util-16.1.17.-291 {8.4 compatible formatting of doubles} \
|
|
{expr {1e-291}} \
|
|
9.9999999999999996e-292
|
|
test util-16.1.17.-290 {8.4 compatible formatting of doubles} \
|
|
{expr {1e-290}} \
|
|
1.0000000000000001e-290
|
|
test util-16.1.17.-289 {8.4 compatible formatting of doubles} \
|
|
{expr {1e-289}} \
|
|
1e-289
|
|
test util-16.1.17.-288 {8.4 compatible formatting of doubles} \
|
|
{expr {1e-288}} \
|
|
1.0000000000000001e-288
|
|
test util-16.1.17.-287 {8.4 compatible formatting of doubles} \
|
|
{expr {1e-287}} \
|
|
1e-287
|
|
test util-16.1.17.-286 {8.4 compatible formatting of doubles} \
|
|
{expr {1e-286}} \
|
|
1.0000000000000001e-286
|
|
test util-16.1.17.-285 {8.4 compatible formatting of doubles} \
|
|
{expr {1e-285}} \
|
|
1.0000000000000001e-285
|
|
test util-16.1.17.-284 {8.4 compatible formatting of doubles} \
|
|
{expr {1e-284}} \
|
|
1e-284
|
|
test util-16.1.17.-283 {8.4 compatible formatting of doubles} \
|
|
{expr {1e-283}} \
|
|
9.9999999999999995e-284
|
|
test util-16.1.17.-282 {8.4 compatible formatting of doubles} \
|
|
{expr {1e-282}} \
|
|
1e-282
|
|
test util-16.1.17.-281 {8.4 compatible formatting of doubles} \
|
|
{expr {1e-281}} \
|
|
1e-281
|
|
test util-16.1.17.-280 {8.4 compatible formatting of doubles} \
|
|
{expr {1e-280}} \
|
|
9.9999999999999996e-281
|
|
test util-16.1.17.-279 {8.4 compatible formatting of doubles} \
|
|
{expr {1e-279}} \
|
|
1.0000000000000001e-279
|
|
test util-16.1.17.-278 {8.4 compatible formatting of doubles} \
|
|
{expr {1e-278}} \
|
|
9.9999999999999994e-279
|
|
test util-16.1.17.-277 {8.4 compatible formatting of doubles} \
|
|
{expr {1e-277}} \
|
|
9.9999999999999997e-278
|
|
test util-16.1.17.-276 {8.4 compatible formatting of doubles} \
|
|
{expr {1e-276}} \
|
|
1.0000000000000001e-276
|
|
test util-16.1.17.-275 {8.4 compatible formatting of doubles} \
|
|
{expr {1e-275}} \
|
|
9.9999999999999993e-276
|
|
test util-16.1.17.-274 {8.4 compatible formatting of doubles} \
|
|
{expr {1e-274}} \
|
|
9.9999999999999997e-275
|
|
test util-16.1.17.-273 {8.4 compatible formatting of doubles} \
|
|
{expr {1e-273}} \
|
|
1.0000000000000001e-273
|
|
test util-16.1.17.-272 {8.4 compatible formatting of doubles} \
|
|
{expr {1e-272}} \
|
|
9.9999999999999993e-273
|
|
test util-16.1.17.-271 {8.4 compatible formatting of doubles} \
|
|
{expr {1e-271}} \
|
|
9.9999999999999996e-272
|
|
test util-16.1.17.-270 {8.4 compatible formatting of doubles} \
|
|
{expr {1e-270}} \
|
|
1e-270
|
|
test util-16.1.17.-269 {8.4 compatible formatting of doubles} \
|
|
{expr {1e-269}} \
|
|
9.9999999999999996e-270
|
|
test util-16.1.17.-268 {8.4 compatible formatting of doubles} \
|
|
{expr {1e-268}} \
|
|
9.9999999999999996e-269
|
|
test util-16.1.17.-267 {8.4 compatible formatting of doubles} \
|
|
{expr {1e-267}} \
|
|
9.9999999999999998e-268
|
|
test util-16.1.17.-266 {8.4 compatible formatting of doubles} \
|
|
{expr {1e-266}} \
|
|
9.9999999999999998e-267
|
|
test util-16.1.17.-265 {8.4 compatible formatting of doubles} \
|
|
{expr {1e-265}} \
|
|
9.9999999999999998e-266
|
|
test util-16.1.17.-264 {8.4 compatible formatting of doubles} \
|
|
{expr {1e-264}} \
|
|
1e-264
|
|
test util-16.1.17.-263 {8.4 compatible formatting of doubles} \
|
|
{expr {1e-263}} \
|
|
1e-263
|
|
test util-16.1.17.-262 {8.4 compatible formatting of doubles} \
|
|
{expr {1e-262}} \
|
|
1e-262
|
|
test util-16.1.17.-261 {8.4 compatible formatting of doubles} \
|
|
{expr {1e-261}} \
|
|
9.9999999999999998e-262
|
|
test util-16.1.17.-260 {8.4 compatible formatting of doubles} \
|
|
{expr {1e-260}} \
|
|
9.9999999999999996e-261
|
|
test util-16.1.17.-259 {8.4 compatible formatting of doubles} \
|
|
{expr {1e-259}} \
|
|
1.0000000000000001e-259
|
|
test util-16.1.17.-258 {8.4 compatible formatting of doubles} \
|
|
{expr {1e-258}} \
|
|
9.9999999999999995e-259
|
|
test util-16.1.17.-257 {8.4 compatible formatting of doubles} \
|
|
{expr {1e-257}} \
|
|
9.9999999999999998e-258
|
|
test util-16.1.17.-256 {8.4 compatible formatting of doubles} \
|
|
{expr {1e-256}} \
|
|
9.9999999999999998e-257
|
|
test util-16.1.17.-255 {8.4 compatible formatting of doubles} \
|
|
{expr {1e-255}} \
|
|
1e-255
|
|
test util-16.1.17.-254 {8.4 compatible formatting of doubles} \
|
|
{expr {1e-254}} \
|
|
9.9999999999999991e-255
|
|
test util-16.1.17.-253 {8.4 compatible formatting of doubles} \
|
|
{expr {1e-253}} \
|
|
1.0000000000000001e-253
|
|
test util-16.1.17.-252 {8.4 compatible formatting of doubles} \
|
|
{expr {1e-252}} \
|
|
9.9999999999999994e-253
|
|
test util-16.1.17.-251 {8.4 compatible formatting of doubles} \
|
|
{expr {1e-251}} \
|
|
1e-251
|
|
test util-16.1.17.-250 {8.4 compatible formatting of doubles} \
|
|
{expr {1e-250}} \
|
|
1.0000000000000001e-250
|
|
test util-16.1.17.-249 {8.4 compatible formatting of doubles} \
|
|
{expr {1e-249}} \
|
|
1.0000000000000001e-249
|
|
test util-16.1.17.-248 {8.4 compatible formatting of doubles} \
|
|
{expr {1e-248}} \
|
|
9.9999999999999998e-249
|
|
test util-16.1.17.-247 {8.4 compatible formatting of doubles} \
|
|
{expr {1e-247}} \
|
|
1e-247
|
|
test util-16.1.17.-246 {8.4 compatible formatting of doubles} \
|
|
{expr {1e-246}} \
|
|
9.9999999999999996e-247
|
|
test util-16.1.17.-245 {8.4 compatible formatting of doubles} \
|
|
{expr {1e-245}} \
|
|
9.9999999999999993e-246
|
|
test util-16.1.17.-244 {8.4 compatible formatting of doubles} \
|
|
{expr {1e-244}} \
|
|
9.9999999999999993e-245
|
|
test util-16.1.17.-243 {8.4 compatible formatting of doubles} \
|
|
{expr {1e-243}} \
|
|
1e-243
|
|
test util-16.1.17.-242 {8.4 compatible formatting of doubles} \
|
|
{expr {1e-242}} \
|
|
9.9999999999999997e-243
|
|
test util-16.1.17.-241 {8.4 compatible formatting of doubles} \
|
|
{expr {1e-241}} \
|
|
9.9999999999999997e-242
|
|
test util-16.1.17.-240 {8.4 compatible formatting of doubles} \
|
|
{expr {1e-240}} \
|
|
9.9999999999999997e-241
|
|
test util-16.1.17.-239 {8.4 compatible formatting of doubles} \
|
|
{expr {1e-239}} \
|
|
1.0000000000000001e-239
|
|
test util-16.1.17.-238 {8.4 compatible formatting of doubles} \
|
|
{expr {1e-238}} \
|
|
9.9999999999999999e-239
|
|
test util-16.1.17.-237 {8.4 compatible formatting of doubles} \
|
|
{expr {1e-237}} \
|
|
9.9999999999999999e-238
|
|
test util-16.1.17.-236 {8.4 compatible formatting of doubles} \
|
|
{expr {1e-236}} \
|
|
1e-236
|
|
test util-16.1.17.-235 {8.4 compatible formatting of doubles} \
|
|
{expr {1e-235}} \
|
|
9.9999999999999996e-236
|
|
test util-16.1.17.-234 {8.4 compatible formatting of doubles} \
|
|
{expr {1e-234}} \
|
|
9.9999999999999996e-235
|
|
test util-16.1.17.-233 {8.4 compatible formatting of doubles} \
|
|
{expr {1e-233}} \
|
|
9.9999999999999996e-234
|
|
test util-16.1.17.-232 {8.4 compatible formatting of doubles} \
|
|
{expr {1e-232}} \
|
|
1e-232
|
|
test util-16.1.17.-231 {8.4 compatible formatting of doubles} \
|
|
{expr {1e-231}} \
|
|
9.9999999999999999e-232
|
|
test util-16.1.17.-230 {8.4 compatible formatting of doubles} \
|
|
{expr {1e-230}} \
|
|
1e-230
|
|
test util-16.1.17.-229 {8.4 compatible formatting of doubles} \
|
|
{expr {1e-229}} \
|
|
1.0000000000000001e-229
|
|
test util-16.1.17.-228 {8.4 compatible formatting of doubles} \
|
|
{expr {1e-228}} \
|
|
1e-228
|
|
test util-16.1.17.-227 {8.4 compatible formatting of doubles} \
|
|
{expr {1e-227}} \
|
|
9.9999999999999994e-228
|
|
test util-16.1.17.-226 {8.4 compatible formatting of doubles} \
|
|
{expr {1e-226}} \
|
|
9.9999999999999992e-227
|
|
test util-16.1.17.-225 {8.4 compatible formatting of doubles} \
|
|
{expr {1e-225}} \
|
|
9.9999999999999996e-226
|
|
test util-16.1.17.-224 {8.4 compatible formatting of doubles} \
|
|
{expr {1e-224}} \
|
|
1e-224
|
|
test util-16.1.17.-223 {8.4 compatible formatting of doubles} \
|
|
{expr {1e-223}} \
|
|
9.9999999999999997e-224
|
|
test util-16.1.17.-222 {8.4 compatible formatting of doubles} \
|
|
{expr {1e-222}} \
|
|
1e-222
|
|
test util-16.1.17.-221 {8.4 compatible formatting of doubles} \
|
|
{expr {1e-221}} \
|
|
1e-221
|
|
test util-16.1.17.-220 {8.4 compatible formatting of doubles} \
|
|
{expr {1e-220}} \
|
|
9.9999999999999999e-221
|
|
test util-16.1.17.-219 {8.4 compatible formatting of doubles} \
|
|
{expr {1e-219}} \
|
|
1e-219
|
|
test util-16.1.17.-218 {8.4 compatible formatting of doubles} \
|
|
{expr {1e-218}} \
|
|
1e-218
|
|
test util-16.1.17.-217 {8.4 compatible formatting of doubles} \
|
|
{expr {1e-217}} \
|
|
1.0000000000000001e-217
|
|
test util-16.1.17.-216 {8.4 compatible formatting of doubles} \
|
|
{expr {1e-216}} \
|
|
1e-216
|
|
test util-16.1.17.-215 {8.4 compatible formatting of doubles} \
|
|
{expr {1e-215}} \
|
|
1e-215
|
|
test util-16.1.17.-214 {8.4 compatible formatting of doubles} \
|
|
{expr {1e-214}} \
|
|
9.9999999999999991e-215
|
|
test util-16.1.17.-213 {8.4 compatible formatting of doubles} \
|
|
{expr {1e-213}} \
|
|
9.9999999999999995e-214
|
|
test util-16.1.17.-212 {8.4 compatible formatting of doubles} \
|
|
{expr {1e-212}} \
|
|
9.9999999999999995e-213
|
|
test util-16.1.17.-211 {8.4 compatible formatting of doubles} \
|
|
{expr {1e-211}} \
|
|
1.0000000000000001e-211
|
|
test util-16.1.17.-210 {8.4 compatible formatting of doubles} \
|
|
{expr {1e-210}} \
|
|
1e-210
|
|
test util-16.1.17.-209 {8.4 compatible formatting of doubles} \
|
|
{expr {1e-209}} \
|
|
1e-209
|
|
test util-16.1.17.-208 {8.4 compatible formatting of doubles} \
|
|
{expr {1e-208}} \
|
|
1.0000000000000001e-208
|
|
test util-16.1.17.-207 {8.4 compatible formatting of doubles} \
|
|
{expr {1e-207}} \
|
|
9.9999999999999993e-208
|
|
test util-16.1.17.-206 {8.4 compatible formatting of doubles} \
|
|
{expr {1e-206}} \
|
|
1e-206
|
|
test util-16.1.17.-205 {8.4 compatible formatting of doubles} \
|
|
{expr {1e-205}} \
|
|
1e-205
|
|
test util-16.1.17.-204 {8.4 compatible formatting of doubles} \
|
|
{expr {1e-204}} \
|
|
1e-204
|
|
test util-16.1.17.-203 {8.4 compatible formatting of doubles} \
|
|
{expr {1e-203}} \
|
|
1e-203
|
|
test util-16.1.17.-202 {8.4 compatible formatting of doubles} \
|
|
{expr {1e-202}} \
|
|
1e-202
|
|
test util-16.1.17.-201 {8.4 compatible formatting of doubles} \
|
|
{expr {1e-201}} \
|
|
9.9999999999999995e-202
|
|
test util-16.1.17.-200 {8.4 compatible formatting of doubles} \
|
|
{expr {1e-200}} \
|
|
9.9999999999999998e-201
|
|
test util-16.1.17.-199 {8.4 compatible formatting of doubles} \
|
|
{expr {1e-199}} \
|
|
9.9999999999999998e-200
|
|
test util-16.1.17.-198 {8.4 compatible formatting of doubles} \
|
|
{expr {1e-198}} \
|
|
9.9999999999999991e-199
|
|
test util-16.1.17.-197 {8.4 compatible formatting of doubles} \
|
|
{expr {1e-197}} \
|
|
9.9999999999999999e-198
|
|
test util-16.1.17.-196 {8.4 compatible formatting of doubles} \
|
|
{expr {1e-196}} \
|
|
1e-196
|
|
test util-16.1.17.-195 {8.4 compatible formatting of doubles} \
|
|
{expr {1e-195}} \
|
|
1.0000000000000001e-195
|
|
test util-16.1.17.-194 {8.4 compatible formatting of doubles} \
|
|
{expr {1e-194}} \
|
|
1e-194
|
|
test util-16.1.17.-193 {8.4 compatible formatting of doubles} \
|
|
{expr {1e-193}} \
|
|
1e-193
|
|
test util-16.1.17.-192 {8.4 compatible formatting of doubles} \
|
|
{expr {1e-192}} \
|
|
1.0000000000000001e-192
|
|
test util-16.1.17.-191 {8.4 compatible formatting of doubles} \
|
|
{expr {1e-191}} \
|
|
1e-191
|
|
test util-16.1.17.-190 {8.4 compatible formatting of doubles} \
|
|
{expr {1e-190}} \
|
|
1e-190
|
|
test util-16.1.17.-189 {8.4 compatible formatting of doubles} \
|
|
{expr {1e-189}} \
|
|
1.0000000000000001e-189
|
|
test util-16.1.17.-188 {8.4 compatible formatting of doubles} \
|
|
{expr {1e-188}} \
|
|
9.9999999999999995e-189
|
|
test util-16.1.17.-187 {8.4 compatible formatting of doubles} \
|
|
{expr {1e-187}} \
|
|
1e-187
|
|
test util-16.1.17.-186 {8.4 compatible formatting of doubles} \
|
|
{expr {1e-186}} \
|
|
9.9999999999999991e-187
|
|
test util-16.1.17.-185 {8.4 compatible formatting of doubles} \
|
|
{expr {1e-185}} \
|
|
9.9999999999999999e-186
|
|
test util-16.1.17.-184 {8.4 compatible formatting of doubles} \
|
|
{expr {1e-184}} \
|
|
1.0000000000000001e-184
|
|
test util-16.1.17.-183 {8.4 compatible formatting of doubles} \
|
|
{expr {1e-183}} \
|
|
1e-183
|
|
test util-16.1.17.-182 {8.4 compatible formatting of doubles} \
|
|
{expr {1e-182}} \
|
|
1e-182
|
|
test util-16.1.17.-181 {8.4 compatible formatting of doubles} \
|
|
{expr {1e-181}} \
|
|
1e-181
|
|
test util-16.1.17.-180 {8.4 compatible formatting of doubles} \
|
|
{expr {1e-180}} \
|
|
1e-180
|
|
test util-16.1.17.-179 {8.4 compatible formatting of doubles} \
|
|
{expr {1e-179}} \
|
|
1e-179
|
|
test util-16.1.17.-178 {8.4 compatible formatting of doubles} \
|
|
{expr {1e-178}} \
|
|
9.9999999999999995e-179
|
|
test util-16.1.17.-177 {8.4 compatible formatting of doubles} \
|
|
{expr {1e-177}} \
|
|
9.9999999999999995e-178
|
|
test util-16.1.17.-176 {8.4 compatible formatting of doubles} \
|
|
{expr {1e-176}} \
|
|
1e-176
|
|
test util-16.1.17.-175 {8.4 compatible formatting of doubles} \
|
|
{expr {1e-175}} \
|
|
1e-175
|
|
test util-16.1.17.-174 {8.4 compatible formatting of doubles} \
|
|
{expr {1e-174}} \
|
|
1e-174
|
|
test util-16.1.17.-173 {8.4 compatible formatting of doubles} \
|
|
{expr {1e-173}} \
|
|
1e-173
|
|
test util-16.1.17.-172 {8.4 compatible formatting of doubles} \
|
|
{expr {1e-172}} \
|
|
1e-172
|
|
test util-16.1.17.-171 {8.4 compatible formatting of doubles} \
|
|
{expr {1e-171}} \
|
|
9.9999999999999998e-172
|
|
test util-16.1.17.-170 {8.4 compatible formatting of doubles} \
|
|
{expr {1e-170}} \
|
|
9.9999999999999998e-171
|
|
test util-16.1.17.-169 {8.4 compatible formatting of doubles} \
|
|
{expr {1e-169}} \
|
|
1e-169
|
|
test util-16.1.17.-168 {8.4 compatible formatting of doubles} \
|
|
{expr {1e-168}} \
|
|
1e-168
|
|
test util-16.1.17.-167 {8.4 compatible formatting of doubles} \
|
|
{expr {1e-167}} \
|
|
1e-167
|
|
test util-16.1.17.-166 {8.4 compatible formatting of doubles} \
|
|
{expr {1e-166}} \
|
|
1e-166
|
|
test util-16.1.17.-165 {8.4 compatible formatting of doubles} \
|
|
{expr {1e-165}} \
|
|
1e-165
|
|
test util-16.1.17.-164 {8.4 compatible formatting of doubles} \
|
|
{expr {1e-164}} \
|
|
9.9999999999999996e-165
|
|
test util-16.1.17.-163 {8.4 compatible formatting of doubles} \
|
|
{expr {1e-163}} \
|
|
9.9999999999999992e-164
|
|
test util-16.1.17.-162 {8.4 compatible formatting of doubles} \
|
|
{expr {1e-162}} \
|
|
9.9999999999999995e-163
|
|
test util-16.1.17.-161 {8.4 compatible formatting of doubles} \
|
|
{expr {1e-161}} \
|
|
1e-161
|
|
test util-16.1.17.-160 {8.4 compatible formatting of doubles} \
|
|
{expr {1e-160}} \
|
|
9.9999999999999999e-161
|
|
test util-16.1.17.-159 {8.4 compatible formatting of doubles} \
|
|
{expr {1e-159}} \
|
|
9.9999999999999999e-160
|
|
test util-16.1.17.-158 {8.4 compatible formatting of doubles} \
|
|
{expr {1e-158}} \
|
|
1.0000000000000001e-158
|
|
test util-16.1.17.-157 {8.4 compatible formatting of doubles} \
|
|
{expr {1e-157}} \
|
|
9.9999999999999994e-158
|
|
test util-16.1.17.-156 {8.4 compatible formatting of doubles} \
|
|
{expr {1e-156}} \
|
|
1e-156
|
|
test util-16.1.17.-155 {8.4 compatible formatting of doubles} \
|
|
{expr {1e-155}} \
|
|
1e-155
|
|
test util-16.1.17.-154 {8.4 compatible formatting of doubles} \
|
|
{expr {1e-154}} \
|
|
9.9999999999999997e-155
|
|
test util-16.1.17.-153 {8.4 compatible formatting of doubles} \
|
|
{expr {1e-153}} \
|
|
1e-153
|
|
test util-16.1.17.-152 {8.4 compatible formatting of doubles} \
|
|
{expr {1e-152}} \
|
|
1.0000000000000001e-152
|
|
test util-16.1.17.-151 {8.4 compatible formatting of doubles} \
|
|
{expr {1e-151}} \
|
|
9.9999999999999994e-152
|
|
test util-16.1.17.-150 {8.4 compatible formatting of doubles} \
|
|
{expr {1e-150}} \
|
|
1e-150
|
|
test util-16.1.17.-149 {8.4 compatible formatting of doubles} \
|
|
{expr {1e-149}} \
|
|
9.9999999999999998e-150
|
|
test util-16.1.17.-148 {8.4 compatible formatting of doubles} \
|
|
{expr {1e-148}} \
|
|
9.9999999999999994e-149
|
|
test util-16.1.17.-147 {8.4 compatible formatting of doubles} \
|
|
{expr {1e-147}} \
|
|
9.9999999999999997e-148
|
|
test util-16.1.17.-146 {8.4 compatible formatting of doubles} \
|
|
{expr {1e-146}} \
|
|
1e-146
|
|
test util-16.1.17.-145 {8.4 compatible formatting of doubles} \
|
|
{expr {1e-145}} \
|
|
9.9999999999999991e-146
|
|
test util-16.1.17.-144 {8.4 compatible formatting of doubles} \
|
|
{expr {1e-144}} \
|
|
9.9999999999999995e-145
|
|
test util-16.1.17.-143 {8.4 compatible formatting of doubles} \
|
|
{expr {1e-143}} \
|
|
9.9999999999999995e-144
|
|
test util-16.1.17.-142 {8.4 compatible formatting of doubles} \
|
|
{expr {1e-142}} \
|
|
1e-142
|
|
test util-16.1.17.-141 {8.4 compatible formatting of doubles} \
|
|
{expr {1e-141}} \
|
|
1e-141
|
|
test util-16.1.17.-140 {8.4 compatible formatting of doubles} \
|
|
{expr {1e-140}} \
|
|
9.9999999999999998e-141
|
|
test util-16.1.17.-139 {8.4 compatible formatting of doubles} \
|
|
{expr {1e-139}} \
|
|
1e-139
|
|
test util-16.1.17.-138 {8.4 compatible formatting of doubles} \
|
|
{expr {1e-138}} \
|
|
1.0000000000000001e-138
|
|
test util-16.1.17.-137 {8.4 compatible formatting of doubles} \
|
|
{expr {1e-137}} \
|
|
9.9999999999999998e-138
|
|
test util-16.1.17.-136 {8.4 compatible formatting of doubles} \
|
|
{expr {1e-136}} \
|
|
1e-136
|
|
test util-16.1.17.-135 {8.4 compatible formatting of doubles} \
|
|
{expr {1e-135}} \
|
|
1e-135
|
|
test util-16.1.17.-134 {8.4 compatible formatting of doubles} \
|
|
{expr {1e-134}} \
|
|
1e-134
|
|
test util-16.1.17.-133 {8.4 compatible formatting of doubles} \
|
|
{expr {1e-133}} \
|
|
1.0000000000000001e-133
|
|
test util-16.1.17.-132 {8.4 compatible formatting of doubles} \
|
|
{expr {1e-132}} \
|
|
9.9999999999999999e-133
|
|
test util-16.1.17.-131 {8.4 compatible formatting of doubles} \
|
|
{expr {1e-131}} \
|
|
9.9999999999999999e-132
|
|
test util-16.1.17.-130 {8.4 compatible formatting of doubles} \
|
|
{expr {1e-130}} \
|
|
1.0000000000000001e-130
|
|
test util-16.1.17.-129 {8.4 compatible formatting of doubles} \
|
|
{expr {1e-129}} \
|
|
9.9999999999999993e-130
|
|
test util-16.1.17.-128 {8.4 compatible formatting of doubles} \
|
|
{expr {1e-128}} \
|
|
1.0000000000000001e-128
|
|
test util-16.1.17.-127 {8.4 compatible formatting of doubles} \
|
|
{expr {1e-127}} \
|
|
1e-127
|
|
test util-16.1.17.-126 {8.4 compatible formatting of doubles} \
|
|
{expr {1e-126}} \
|
|
9.9999999999999995e-127
|
|
test util-16.1.17.-125 {8.4 compatible formatting of doubles} \
|
|
{expr {1e-125}} \
|
|
1e-125
|
|
test util-16.1.17.-124 {8.4 compatible formatting of doubles} \
|
|
{expr {1e-124}} \
|
|
9.9999999999999993e-125
|
|
test util-16.1.17.-123 {8.4 compatible formatting of doubles} \
|
|
{expr {1e-123}} \
|
|
1.0000000000000001e-123
|
|
test util-16.1.17.-122 {8.4 compatible formatting of doubles} \
|
|
{expr {1e-122}} \
|
|
1.0000000000000001e-122
|
|
test util-16.1.17.-121 {8.4 compatible formatting of doubles} \
|
|
{expr {1e-121}} \
|
|
9.9999999999999998e-122
|
|
test util-16.1.17.-120 {8.4 compatible formatting of doubles} \
|
|
{expr {1e-120}} \
|
|
9.9999999999999998e-121
|
|
test util-16.1.17.-119 {8.4 compatible formatting of doubles} \
|
|
{expr {1e-119}} \
|
|
1e-119
|
|
test util-16.1.17.-118 {8.4 compatible formatting of doubles} \
|
|
{expr {1e-118}} \
|
|
9.9999999999999999e-119
|
|
test util-16.1.17.-117 {8.4 compatible formatting of doubles} \
|
|
{expr {1e-117}} \
|
|
1e-117
|
|
test util-16.1.17.-116 {8.4 compatible formatting of doubles} \
|
|
{expr {1e-116}} \
|
|
9.9999999999999999e-117
|
|
test util-16.1.17.-115 {8.4 compatible formatting of doubles} \
|
|
{expr {1e-115}} \
|
|
1.0000000000000001e-115
|
|
test util-16.1.17.-114 {8.4 compatible formatting of doubles} \
|
|
{expr {1e-114}} \
|
|
1.0000000000000001e-114
|
|
test util-16.1.17.-113 {8.4 compatible formatting of doubles} \
|
|
{expr {1e-113}} \
|
|
9.9999999999999998e-114
|
|
test util-16.1.17.-112 {8.4 compatible formatting of doubles} \
|
|
{expr {1e-112}} \
|
|
9.9999999999999995e-113
|
|
test util-16.1.17.-111 {8.4 compatible formatting of doubles} \
|
|
{expr {1e-111}} \
|
|
1.0000000000000001e-111
|
|
test util-16.1.17.-110 {8.4 compatible formatting of doubles} \
|
|
{expr {1e-110}} \
|
|
1.0000000000000001e-110
|
|
test util-16.1.17.-109 {8.4 compatible formatting of doubles} \
|
|
{expr {1e-109}} \
|
|
9.9999999999999999e-110
|
|
test util-16.1.17.-108 {8.4 compatible formatting of doubles} \
|
|
{expr {1e-108}} \
|
|
1e-108
|
|
test util-16.1.17.-107 {8.4 compatible formatting of doubles} \
|
|
{expr {1e-107}} \
|
|
1e-107
|
|
test util-16.1.17.-106 {8.4 compatible formatting of doubles} \
|
|
{expr {1e-106}} \
|
|
9.9999999999999994e-107
|
|
test util-16.1.17.-105 {8.4 compatible formatting of doubles} \
|
|
{expr {1e-105}} \
|
|
9.9999999999999997e-106
|
|
test util-16.1.17.-104 {8.4 compatible formatting of doubles} \
|
|
{expr {1e-104}} \
|
|
9.9999999999999993e-105
|
|
test util-16.1.17.-103 {8.4 compatible formatting of doubles} \
|
|
{expr {1e-103}} \
|
|
9.9999999999999996e-104
|
|
test util-16.1.17.-102 {8.4 compatible formatting of doubles} \
|
|
{expr {1e-102}} \
|
|
9.9999999999999993e-103
|
|
test util-16.1.17.-101 {8.4 compatible formatting of doubles} \
|
|
{expr {1e-101}} \
|
|
1.0000000000000001e-101
|
|
test util-16.1.17.-100 {8.4 compatible formatting of doubles} \
|
|
{expr {1e-100}} \
|
|
1e-100
|
|
test util-16.1.17.-99 {8.4 compatible formatting of doubles} \
|
|
{expr {1e-99}} \
|
|
1e-99
|
|
test util-16.1.17.-98 {8.4 compatible formatting of doubles} \
|
|
{expr {1e-98}} \
|
|
9.9999999999999994e-99
|
|
test util-16.1.17.-97 {8.4 compatible formatting of doubles} \
|
|
{expr {1e-97}} \
|
|
1e-97
|
|
test util-16.1.17.-96 {8.4 compatible formatting of doubles} \
|
|
{expr {1e-96}} \
|
|
9.9999999999999991e-97
|
|
test util-16.1.17.-95 {8.4 compatible formatting of doubles} \
|
|
{expr {1e-95}} \
|
|
9.9999999999999999e-96
|
|
test util-16.1.17.-94 {8.4 compatible formatting of doubles} \
|
|
{expr {1e-94}} \
|
|
9.9999999999999996e-95
|
|
test util-16.1.17.-93 {8.4 compatible formatting of doubles} \
|
|
{expr {1e-93}} \
|
|
9.999999999999999e-94
|
|
test util-16.1.17.-92 {8.4 compatible formatting of doubles} \
|
|
{expr {1e-92}} \
|
|
9.9999999999999999e-93
|
|
test util-16.1.17.-91 {8.4 compatible formatting of doubles} \
|
|
{expr {1e-91}} \
|
|
1e-91
|
|
test util-16.1.17.-90 {8.4 compatible formatting of doubles} \
|
|
{expr {1e-90}} \
|
|
9.9999999999999999e-91
|
|
test util-16.1.17.-89 {8.4 compatible formatting of doubles} \
|
|
{expr {1e-89}} \
|
|
1e-89
|
|
test util-16.1.17.-88 {8.4 compatible formatting of doubles} \
|
|
{expr {1e-88}} \
|
|
9.9999999999999993e-89
|
|
test util-16.1.17.-87 {8.4 compatible formatting of doubles} \
|
|
{expr {1e-87}} \
|
|
1e-87
|
|
test util-16.1.17.-86 {8.4 compatible formatting of doubles} \
|
|
{expr {1e-86}} \
|
|
1.0000000000000001e-86
|
|
test util-16.1.17.-85 {8.4 compatible formatting of doubles} \
|
|
{expr {1e-85}} \
|
|
9.9999999999999998e-86
|
|
test util-16.1.17.-84 {8.4 compatible formatting of doubles} \
|
|
{expr {1e-84}} \
|
|
1e-84
|
|
test util-16.1.17.-83 {8.4 compatible formatting of doubles} \
|
|
{expr {1e-83}} \
|
|
1e-83
|
|
test util-16.1.17.-82 {8.4 compatible formatting of doubles} \
|
|
{expr {1e-82}} \
|
|
9.9999999999999996e-83
|
|
test util-16.1.17.-81 {8.4 compatible formatting of doubles} \
|
|
{expr {1e-81}} \
|
|
9.9999999999999996e-82
|
|
test util-16.1.17.-80 {8.4 compatible formatting of doubles} \
|
|
{expr {1e-80}} \
|
|
9.9999999999999996e-81
|
|
test util-16.1.17.-79 {8.4 compatible formatting of doubles} \
|
|
{expr {1e-79}} \
|
|
1e-79
|
|
test util-16.1.17.-78 {8.4 compatible formatting of doubles} \
|
|
{expr {1e-78}} \
|
|
1e-78
|
|
test util-16.1.17.-77 {8.4 compatible formatting of doubles} \
|
|
{expr {1e-77}} \
|
|
9.9999999999999993e-78
|
|
test util-16.1.17.-76 {8.4 compatible formatting of doubles} \
|
|
{expr {1e-76}} \
|
|
9.9999999999999993e-77
|
|
test util-16.1.17.-75 {8.4 compatible formatting of doubles} \
|
|
{expr {1e-75}} \
|
|
9.9999999999999996e-76
|
|
test util-16.1.17.-74 {8.4 compatible formatting of doubles} \
|
|
{expr {1e-74}} \
|
|
9.9999999999999996e-75
|
|
test util-16.1.17.-73 {8.4 compatible formatting of doubles} \
|
|
{expr {1e-73}} \
|
|
1e-73
|
|
test util-16.1.17.-72 {8.4 compatible formatting of doubles} \
|
|
{expr {1e-72}} \
|
|
9.9999999999999997e-73
|
|
test util-16.1.17.-71 {8.4 compatible formatting of doubles} \
|
|
{expr {1e-71}} \
|
|
9.9999999999999992e-72
|
|
test util-16.1.17.-70 {8.4 compatible formatting of doubles} \
|
|
{expr {1e-70}} \
|
|
1e-70
|
|
test util-16.1.17.-69 {8.4 compatible formatting of doubles} \
|
|
{expr {1e-69}} \
|
|
9.9999999999999996e-70
|
|
test util-16.1.17.-68 {8.4 compatible formatting of doubles} \
|
|
{expr {1e-68}} \
|
|
1.0000000000000001e-68
|
|
test util-16.1.17.-67 {8.4 compatible formatting of doubles} \
|
|
{expr {1e-67}} \
|
|
9.9999999999999994e-68
|
|
test util-16.1.17.-66 {8.4 compatible formatting of doubles} \
|
|
{expr {1e-66}} \
|
|
9.9999999999999998e-67
|
|
test util-16.1.17.-65 {8.4 compatible formatting of doubles} \
|
|
{expr {1e-65}} \
|
|
9.9999999999999992e-66
|
|
test util-16.1.17.-64 {8.4 compatible formatting of doubles} \
|
|
{expr {1e-64}} \
|
|
9.9999999999999997e-65
|
|
test util-16.1.17.-63 {8.4 compatible formatting of doubles} \
|
|
{expr {1e-63}} \
|
|
1.0000000000000001e-63
|
|
test util-16.1.17.-62 {8.4 compatible formatting of doubles} \
|
|
{expr {1e-62}} \
|
|
1e-62
|
|
test util-16.1.17.-61 {8.4 compatible formatting of doubles} \
|
|
{expr {1e-61}} \
|
|
1e-61
|
|
test util-16.1.17.-60 {8.4 compatible formatting of doubles} \
|
|
{expr {1e-60}} \
|
|
9.9999999999999997e-61
|
|
test util-16.1.17.-59 {8.4 compatible formatting of doubles} \
|
|
{expr {1e-59}} \
|
|
1e-59
|
|
test util-16.1.17.-58 {8.4 compatible formatting of doubles} \
|
|
{expr {1e-58}} \
|
|
1e-58
|
|
test util-16.1.17.-57 {8.4 compatible formatting of doubles} \
|
|
{expr {1e-57}} \
|
|
9.9999999999999995e-58
|
|
test util-16.1.17.-56 {8.4 compatible formatting of doubles} \
|
|
{expr {1e-56}} \
|
|
1e-56
|
|
test util-16.1.17.-55 {8.4 compatible formatting of doubles} \
|
|
{expr {1e-55}} \
|
|
9.9999999999999999e-56
|
|
test util-16.1.17.-54 {8.4 compatible formatting of doubles} \
|
|
{expr {1e-54}} \
|
|
1e-54
|
|
test util-16.1.17.-53 {8.4 compatible formatting of doubles} \
|
|
{expr {1e-53}} \
|
|
1e-53
|
|
test util-16.1.17.-52 {8.4 compatible formatting of doubles} \
|
|
{expr {1e-52}} \
|
|
1e-52
|
|
test util-16.1.17.-51 {8.4 compatible formatting of doubles} \
|
|
{expr {1e-51}} \
|
|
1e-51
|
|
test util-16.1.17.-50 {8.4 compatible formatting of doubles} \
|
|
{expr {1e-50}} \
|
|
1e-50
|
|
test util-16.1.17.-49 {8.4 compatible formatting of doubles} \
|
|
{expr {1e-49}} \
|
|
9.9999999999999994e-50
|
|
test util-16.1.17.-48 {8.4 compatible formatting of doubles} \
|
|
{expr {1e-48}} \
|
|
9.9999999999999997e-49
|
|
test util-16.1.17.-47 {8.4 compatible formatting of doubles} \
|
|
{expr {1e-47}} \
|
|
9.9999999999999997e-48
|
|
test util-16.1.17.-46 {8.4 compatible formatting of doubles} \
|
|
{expr {1e-46}} \
|
|
1e-46
|
|
test util-16.1.17.-45 {8.4 compatible formatting of doubles} \
|
|
{expr {1e-45}} \
|
|
9.9999999999999998e-46
|
|
test util-16.1.17.-44 {8.4 compatible formatting of doubles} \
|
|
{expr {1e-44}} \
|
|
9.9999999999999995e-45
|
|
test util-16.1.17.-43 {8.4 compatible formatting of doubles} \
|
|
{expr {1e-43}} \
|
|
1.0000000000000001e-43
|
|
test util-16.1.17.-42 {8.4 compatible formatting of doubles} \
|
|
{expr {1e-42}} \
|
|
1e-42
|
|
test util-16.1.17.-41 {8.4 compatible formatting of doubles} \
|
|
{expr {1e-41}} \
|
|
1e-41
|
|
test util-16.1.17.-40 {8.4 compatible formatting of doubles} \
|
|
{expr {1e-40}} \
|
|
9.9999999999999993e-41
|
|
test util-16.1.17.-39 {8.4 compatible formatting of doubles} \
|
|
{expr {1e-39}} \
|
|
9.9999999999999993e-40
|
|
test util-16.1.17.-38 {8.4 compatible formatting of doubles} \
|
|
{expr {1e-38}} \
|
|
9.9999999999999996e-39
|
|
test util-16.1.17.-37 {8.4 compatible formatting of doubles} \
|
|
{expr {1e-37}} \
|
|
1.0000000000000001e-37
|
|
test util-16.1.17.-36 {8.4 compatible formatting of doubles} \
|
|
{expr {1e-36}} \
|
|
9.9999999999999994e-37
|
|
test util-16.1.17.-35 {8.4 compatible formatting of doubles} \
|
|
{expr {1e-35}} \
|
|
1e-35
|
|
test util-16.1.17.-34 {8.4 compatible formatting of doubles} \
|
|
{expr {1e-34}} \
|
|
9.9999999999999993e-35
|
|
test util-16.1.17.-33 {8.4 compatible formatting of doubles} \
|
|
{expr {1e-33}} \
|
|
1.0000000000000001e-33
|
|
test util-16.1.17.-32 {8.4 compatible formatting of doubles} \
|
|
{expr {1e-32}} \
|
|
1.0000000000000001e-32
|
|
test util-16.1.17.-31 {8.4 compatible formatting of doubles} \
|
|
{expr {1e-31}} \
|
|
1.0000000000000001e-31
|
|
test util-16.1.17.-30 {8.4 compatible formatting of doubles} \
|
|
{expr {1e-30}} \
|
|
1.0000000000000001e-30
|
|
test util-16.1.17.-29 {8.4 compatible formatting of doubles} \
|
|
{expr {1e-29}} \
|
|
9.9999999999999994e-30
|
|
test util-16.1.17.-28 {8.4 compatible formatting of doubles} \
|
|
{expr {1e-28}} \
|
|
9.9999999999999997e-29
|
|
test util-16.1.17.-27 {8.4 compatible formatting of doubles} \
|
|
{expr {1e-27}} \
|
|
1e-27
|
|
test util-16.1.17.-26 {8.4 compatible formatting of doubles} \
|
|
{expr {1e-26}} \
|
|
1e-26
|
|
test util-16.1.17.-25 {8.4 compatible formatting of doubles} \
|
|
{expr {1e-25}} \
|
|
1e-25
|
|
test util-16.1.17.-24 {8.4 compatible formatting of doubles} \
|
|
{expr {1e-24}} \
|
|
9.9999999999999992e-25
|
|
test util-16.1.17.-23 {8.4 compatible formatting of doubles} \
|
|
{expr {1e-23}} \
|
|
9.9999999999999996e-24
|
|
test util-16.1.17.-22 {8.4 compatible formatting of doubles} \
|
|
{expr {1e-22}} \
|
|
1e-22
|
|
test util-16.1.17.-21 {8.4 compatible formatting of doubles} \
|
|
{expr {1e-21}} \
|
|
9.9999999999999991e-22
|
|
test util-16.1.17.-20 {8.4 compatible formatting of doubles} \
|
|
{expr {1e-20}} \
|
|
9.9999999999999995e-21
|
|
test util-16.1.17.-19 {8.4 compatible formatting of doubles} \
|
|
{expr {1e-19}} \
|
|
9.9999999999999998e-20
|
|
test util-16.1.17.-18 {8.4 compatible formatting of doubles} \
|
|
{expr {1e-18}} \
|
|
1.0000000000000001e-18
|
|
test util-16.1.17.-17 {8.4 compatible formatting of doubles} \
|
|
{expr {1e-17}} \
|
|
1.0000000000000001e-17
|
|
test util-16.1.17.-16 {8.4 compatible formatting of doubles} \
|
|
{expr {1e-16}} \
|
|
9.9999999999999998e-17
|
|
test util-16.1.17.-15 {8.4 compatible formatting of doubles} \
|
|
{expr {1e-15}} \
|
|
1.0000000000000001e-15
|
|
test util-16.1.17.-14 {8.4 compatible formatting of doubles} \
|
|
{expr {1e-14}} \
|
|
1e-14
|
|
test util-16.1.17.-13 {8.4 compatible formatting of doubles} \
|
|
{expr {1e-13}} \
|
|
1e-13
|
|
test util-16.1.17.-12 {8.4 compatible formatting of doubles} \
|
|
{expr {1e-12}} \
|
|
9.9999999999999998e-13
|
|
test util-16.1.17.-11 {8.4 compatible formatting of doubles} \
|
|
{expr {1e-11}} \
|
|
9.9999999999999994e-12
|
|
test util-16.1.17.-10 {8.4 compatible formatting of doubles} \
|
|
{expr {1e-10}} \
|
|
1e-10
|
|
test util-16.1.17.-9 {8.4 compatible formatting of doubles} \
|
|
{expr {1e-9}} \
|
|
1.0000000000000001e-09
|
|
test util-16.1.17.-8 {8.4 compatible formatting of doubles} \
|
|
{expr {1e-8}} \
|
|
1e-08
|
|
test util-16.1.17.-7 {8.4 compatible formatting of doubles} \
|
|
{expr {1e-7}} \
|
|
9.9999999999999995e-08
|
|
test util-16.1.17.-6 {8.4 compatible formatting of doubles} \
|
|
{expr {1e-6}} \
|
|
9.9999999999999995e-07
|
|
test util-16.1.17.-5 {8.4 compatible formatting of doubles} \
|
|
{expr {1e-5}} \
|
|
1.0000000000000001e-05
|
|
test util-16.1.17.-4 {8.4 compatible formatting of doubles} \
|
|
{expr {1e-4}} \
|
|
0.0001
|
|
test util-16.1.17.-3 {8.4 compatible formatting of doubles} \
|
|
{expr {1e-3}} \
|
|
0.001
|
|
test util-16.1.17.-2 {8.4 compatible formatting of doubles} \
|
|
{expr {1e-2}} \
|
|
0.01
|
|
test util-16.1.17.-1 {8.4 compatible formatting of doubles} \
|
|
{expr {1e-1}} \
|
|
0.10000000000000001
|
|
test util-16.1.17.0 {8.4 compatible formatting of doubles} \
|
|
{expr {1e0}} \
|
|
1.0
|
|
test util-16.1.17.1 {8.4 compatible formatting of doubles} \
|
|
{expr {1e1}} \
|
|
10.0
|
|
test util-16.1.17.2 {8.4 compatible formatting of doubles} \
|
|
{expr {1e2}} \
|
|
100.0
|
|
test util-16.1.17.3 {8.4 compatible formatting of doubles} \
|
|
{expr {1e3}} \
|
|
1000.0
|
|
test util-16.1.17.4 {8.4 compatible formatting of doubles} \
|
|
{expr {1e4}} \
|
|
10000.0
|
|
test util-16.1.17.5 {8.4 compatible formatting of doubles} \
|
|
{expr {1e5}} \
|
|
100000.0
|
|
test util-16.1.17.6 {8.4 compatible formatting of doubles} \
|
|
{expr {1e6}} \
|
|
1000000.0
|
|
test util-16.1.17.7 {8.4 compatible formatting of doubles} \
|
|
{expr {1e7}} \
|
|
10000000.0
|
|
test util-16.1.17.8 {8.4 compatible formatting of doubles} \
|
|
{expr {1e8}} \
|
|
100000000.0
|
|
test util-16.1.17.9 {8.4 compatible formatting of doubles} \
|
|
{expr {1e9}} \
|
|
1000000000.0
|
|
test util-16.1.17.10 {8.4 compatible formatting of doubles} \
|
|
{expr {1e10}} \
|
|
10000000000.0
|
|
test util-16.1.17.11 {8.4 compatible formatting of doubles} \
|
|
{expr {1e11}} \
|
|
100000000000.0
|
|
test util-16.1.17.12 {8.4 compatible formatting of doubles} \
|
|
{expr {1e12}} \
|
|
1000000000000.0
|
|
test util-16.1.17.13 {8.4 compatible formatting of doubles} \
|
|
{expr {1e13}} \
|
|
10000000000000.0
|
|
test util-16.1.17.14 {8.4 compatible formatting of doubles} \
|
|
{expr {1e14}} \
|
|
100000000000000.0
|
|
test util-16.1.17.15 {8.4 compatible formatting of doubles} \
|
|
{expr {1e15}} \
|
|
1000000000000000.0
|
|
test util-16.1.17.16 {8.4 compatible formatting of doubles} \
|
|
{expr {1e16}} \
|
|
10000000000000000.0
|
|
test util-16.1.17.17 {8.4 compatible formatting of doubles} \
|
|
{expr {1e17}} \
|
|
1e+17
|
|
test util-16.1.17.18 {8.4 compatible formatting of doubles} \
|
|
{expr {1e18}} \
|
|
1e+18
|
|
test util-16.1.17.19 {8.4 compatible formatting of doubles} \
|
|
{expr {1e19}} \
|
|
1e+19
|
|
test util-16.1.17.20 {8.4 compatible formatting of doubles} \
|
|
{expr {1e20}} \
|
|
1e+20
|
|
test util-16.1.17.21 {8.4 compatible formatting of doubles} \
|
|
{expr {1e21}} \
|
|
1e+21
|
|
test util-16.1.17.22 {8.4 compatible formatting of doubles} \
|
|
{expr {1e22}} \
|
|
1e+22
|
|
test util-16.1.17.23 {8.4 compatible formatting of doubles} \
|
|
{expr {1e23}} \
|
|
9.9999999999999992e+22
|
|
test util-16.1.17.24 {8.4 compatible formatting of doubles} \
|
|
{expr {1e24}} \
|
|
9.9999999999999998e+23
|
|
test util-16.1.17.25 {8.4 compatible formatting of doubles} \
|
|
{expr {1e25}} \
|
|
1.0000000000000001e+25
|
|
test util-16.1.17.26 {8.4 compatible formatting of doubles} \
|
|
{expr {1e26}} \
|
|
1e+26
|
|
test util-16.1.17.27 {8.4 compatible formatting of doubles} \
|
|
{expr {1e27}} \
|
|
1e+27
|
|
test util-16.1.17.28 {8.4 compatible formatting of doubles} \
|
|
{expr {1e28}} \
|
|
9.9999999999999996e+27
|
|
test util-16.1.17.29 {8.4 compatible formatting of doubles} \
|
|
{expr {1e29}} \
|
|
9.9999999999999991e+28
|
|
test util-16.1.17.30 {8.4 compatible formatting of doubles} \
|
|
{expr {1e30}} \
|
|
1e+30
|
|
test util-16.1.17.31 {8.4 compatible formatting of doubles} \
|
|
{expr {1e31}} \
|
|
9.9999999999999996e+30
|
|
test util-16.1.17.32 {8.4 compatible formatting of doubles} \
|
|
{expr {1e32}} \
|
|
1.0000000000000001e+32
|
|
test util-16.1.17.33 {8.4 compatible formatting of doubles} \
|
|
{expr {1e33}} \
|
|
9.9999999999999995e+32
|
|
test util-16.1.17.34 {8.4 compatible formatting of doubles} \
|
|
{expr {1e34}} \
|
|
9.9999999999999995e+33
|
|
test util-16.1.17.35 {8.4 compatible formatting of doubles} \
|
|
{expr {1e35}} \
|
|
9.9999999999999997e+34
|
|
test util-16.1.17.36 {8.4 compatible formatting of doubles} \
|
|
{expr {1e36}} \
|
|
1e+36
|
|
test util-16.1.17.37 {8.4 compatible formatting of doubles} \
|
|
{expr {1e37}} \
|
|
9.9999999999999995e+36
|
|
test util-16.1.17.38 {8.4 compatible formatting of doubles} \
|
|
{expr {1e38}} \
|
|
9.9999999999999998e+37
|
|
test util-16.1.17.39 {8.4 compatible formatting of doubles} \
|
|
{expr {1e39}} \
|
|
9.9999999999999994e+38
|
|
test util-16.1.17.40 {8.4 compatible formatting of doubles} \
|
|
{expr {1e40}} \
|
|
1e+40
|
|
test util-16.1.17.41 {8.4 compatible formatting of doubles} \
|
|
{expr {1e41}} \
|
|
1e+41
|
|
test util-16.1.17.42 {8.4 compatible formatting of doubles} \
|
|
{expr {1e42}} \
|
|
1e+42
|
|
test util-16.1.17.43 {8.4 compatible formatting of doubles} \
|
|
{expr {1e43}} \
|
|
1e+43
|
|
test util-16.1.17.44 {8.4 compatible formatting of doubles} \
|
|
{expr {1e44}} \
|
|
1.0000000000000001e+44
|
|
test util-16.1.17.45 {8.4 compatible formatting of doubles} \
|
|
{expr {1e45}} \
|
|
9.9999999999999993e+44
|
|
test util-16.1.17.46 {8.4 compatible formatting of doubles} \
|
|
{expr {1e46}} \
|
|
9.9999999999999999e+45
|
|
test util-16.1.17.47 {8.4 compatible formatting of doubles} \
|
|
{expr {1e47}} \
|
|
1e+47
|
|
test util-16.1.17.48 {8.4 compatible formatting of doubles} \
|
|
{expr {1e48}} \
|
|
1e+48
|
|
test util-16.1.17.49 {8.4 compatible formatting of doubles} \
|
|
{expr {1e49}} \
|
|
9.9999999999999995e+48
|
|
test util-16.1.17.50 {8.4 compatible formatting of doubles} \
|
|
{expr {1e50}} \
|
|
1.0000000000000001e+50
|
|
test util-16.1.17.51 {8.4 compatible formatting of doubles} \
|
|
{expr {1e51}} \
|
|
9.9999999999999999e+50
|
|
test util-16.1.17.52 {8.4 compatible formatting of doubles} \
|
|
{expr {1e52}} \
|
|
9.9999999999999999e+51
|
|
test util-16.1.17.53 {8.4 compatible formatting of doubles} \
|
|
{expr {1e53}} \
|
|
9.9999999999999999e+52
|
|
test util-16.1.17.54 {8.4 compatible formatting of doubles} \
|
|
{expr {1e54}} \
|
|
1.0000000000000001e+54
|
|
test util-16.1.17.55 {8.4 compatible formatting of doubles} \
|
|
{expr {1e55}} \
|
|
1e+55
|
|
test util-16.1.17.56 {8.4 compatible formatting of doubles} \
|
|
{expr {1e56}} \
|
|
1.0000000000000001e+56
|
|
test util-16.1.17.57 {8.4 compatible formatting of doubles} \
|
|
{expr {1e57}} \
|
|
1e+57
|
|
test util-16.1.17.58 {8.4 compatible formatting of doubles} \
|
|
{expr {1e58}} \
|
|
9.9999999999999994e+57
|
|
test util-16.1.17.59 {8.4 compatible formatting of doubles} \
|
|
{expr {1e59}} \
|
|
9.9999999999999997e+58
|
|
test util-16.1.17.60 {8.4 compatible formatting of doubles} \
|
|
{expr {1e60}} \
|
|
9.9999999999999995e+59
|
|
test util-16.1.17.61 {8.4 compatible formatting of doubles} \
|
|
{expr {1e61}} \
|
|
9.9999999999999995e+60
|
|
test util-16.1.17.62 {8.4 compatible formatting of doubles} \
|
|
{expr {1e62}} \
|
|
1e+62
|
|
test util-16.1.17.63 {8.4 compatible formatting of doubles} \
|
|
{expr {1e63}} \
|
|
1.0000000000000001e+63
|
|
test util-16.1.17.64 {8.4 compatible formatting of doubles} \
|
|
{expr {1e64}} \
|
|
1e+64
|
|
test util-16.1.17.65 {8.4 compatible formatting of doubles} \
|
|
{expr {1e65}} \
|
|
9.9999999999999999e+64
|
|
test util-16.1.17.66 {8.4 compatible formatting of doubles} \
|
|
{expr {1e66}} \
|
|
9.9999999999999995e+65
|
|
test util-16.1.17.67 {8.4 compatible formatting of doubles} \
|
|
{expr {1e67}} \
|
|
9.9999999999999998e+66
|
|
test util-16.1.17.68 {8.4 compatible formatting of doubles} \
|
|
{expr {1e68}} \
|
|
9.9999999999999995e+67
|
|
test util-16.1.17.69 {8.4 compatible formatting of doubles} \
|
|
{expr {1e69}} \
|
|
1.0000000000000001e+69
|
|
test util-16.1.17.70 {8.4 compatible formatting of doubles} \
|
|
{expr {1e70}} \
|
|
1.0000000000000001e+70
|
|
test util-16.1.17.71 {8.4 compatible formatting of doubles} \
|
|
{expr {1e71}} \
|
|
1e+71
|
|
test util-16.1.17.72 {8.4 compatible formatting of doubles} \
|
|
{expr {1e72}} \
|
|
9.9999999999999994e+71
|
|
test util-16.1.17.73 {8.4 compatible formatting of doubles} \
|
|
{expr {1e73}} \
|
|
9.9999999999999998e+72
|
|
test util-16.1.17.74 {8.4 compatible formatting of doubles} \
|
|
{expr {1e74}} \
|
|
9.9999999999999995e+73
|
|
test util-16.1.17.75 {8.4 compatible formatting of doubles} \
|
|
{expr {1e75}} \
|
|
9.9999999999999993e+74
|
|
test util-16.1.17.76 {8.4 compatible formatting of doubles} \
|
|
{expr {1e76}} \
|
|
1e+76
|
|
test util-16.1.17.77 {8.4 compatible formatting of doubles} \
|
|
{expr {1e77}} \
|
|
9.9999999999999998e+76
|
|
test util-16.1.17.78 {8.4 compatible formatting of doubles} \
|
|
{expr {1e78}} \
|
|
1e+78
|
|
test util-16.1.17.79 {8.4 compatible formatting of doubles} \
|
|
{expr {1e79}} \
|
|
9.9999999999999997e+78
|
|
test util-16.1.17.80 {8.4 compatible formatting of doubles} \
|
|
{expr {1e80}} \
|
|
1e+80
|
|
test util-16.1.17.81 {8.4 compatible formatting of doubles} \
|
|
{expr {1e81}} \
|
|
9.9999999999999992e+80
|
|
test util-16.1.17.82 {8.4 compatible formatting of doubles} \
|
|
{expr {1e82}} \
|
|
9.9999999999999996e+81
|
|
test util-16.1.17.83 {8.4 compatible formatting of doubles} \
|
|
{expr {1e83}} \
|
|
1e+83
|
|
test util-16.1.17.84 {8.4 compatible formatting of doubles} \
|
|
{expr {1e84}} \
|
|
1.0000000000000001e+84
|
|
test util-16.1.17.85 {8.4 compatible formatting of doubles} \
|
|
{expr {1e85}} \
|
|
1e+85
|
|
test util-16.1.17.86 {8.4 compatible formatting of doubles} \
|
|
{expr {1e86}} \
|
|
1e+86
|
|
test util-16.1.17.87 {8.4 compatible formatting of doubles} \
|
|
{expr {1e87}} \
|
|
9.9999999999999996e+86
|
|
test util-16.1.17.88 {8.4 compatible formatting of doubles} \
|
|
{expr {1e88}} \
|
|
9.9999999999999996e+87
|
|
test util-16.1.17.89 {8.4 compatible formatting of doubles} \
|
|
{expr {1e89}} \
|
|
9.9999999999999999e+88
|
|
test util-16.1.17.90 {8.4 compatible formatting of doubles} \
|
|
{expr {1e90}} \
|
|
9.9999999999999997e+89
|
|
test util-16.1.17.91 {8.4 compatible formatting of doubles} \
|
|
{expr {1e91}} \
|
|
1.0000000000000001e+91
|
|
test util-16.1.17.92 {8.4 compatible formatting of doubles} \
|
|
{expr {1e92}} \
|
|
1e+92
|
|
test util-16.1.17.93 {8.4 compatible formatting of doubles} \
|
|
{expr {1e93}} \
|
|
1e+93
|
|
test util-16.1.17.94 {8.4 compatible formatting of doubles} \
|
|
{expr {1e94}} \
|
|
1e+94
|
|
test util-16.1.17.95 {8.4 compatible formatting of doubles} \
|
|
{expr {1e95}} \
|
|
1e+95
|
|
test util-16.1.17.96 {8.4 compatible formatting of doubles} \
|
|
{expr {1e96}} \
|
|
1e+96
|
|
test util-16.1.17.97 {8.4 compatible formatting of doubles} \
|
|
{expr {1e97}} \
|
|
1.0000000000000001e+97
|
|
test util-16.1.17.98 {8.4 compatible formatting of doubles} \
|
|
{expr {1e98}} \
|
|
1e+98
|
|
test util-16.1.17.99 {8.4 compatible formatting of doubles} \
|
|
{expr {1e99}} \
|
|
9.9999999999999997e+98
|
|
test util-16.1.17.100 {8.4 compatible formatting of doubles} \
|
|
{expr {1e100}} \
|
|
1e+100
|
|
test util-16.1.17.101 {8.4 compatible formatting of doubles} \
|
|
{expr {1e101}} \
|
|
9.9999999999999998e+100
|
|
test util-16.1.17.102 {8.4 compatible formatting of doubles} \
|
|
{expr {1e102}} \
|
|
9.9999999999999998e+101
|
|
test util-16.1.17.103 {8.4 compatible formatting of doubles} \
|
|
{expr {1e103}} \
|
|
1e+103
|
|
test util-16.1.17.104 {8.4 compatible formatting of doubles} \
|
|
{expr {1e104}} \
|
|
1e+104
|
|
test util-16.1.17.105 {8.4 compatible formatting of doubles} \
|
|
{expr {1e105}} \
|
|
9.9999999999999994e+104
|
|
test util-16.1.17.106 {8.4 compatible formatting of doubles} \
|
|
{expr {1e106}} \
|
|
1.0000000000000001e+106
|
|
test util-16.1.17.107 {8.4 compatible formatting of doubles} \
|
|
{expr {1e107}} \
|
|
9.9999999999999997e+106
|
|
test util-16.1.17.108 {8.4 compatible formatting of doubles} \
|
|
{expr {1e108}} \
|
|
1e+108
|
|
test util-16.1.17.109 {8.4 compatible formatting of doubles} \
|
|
{expr {1e109}} \
|
|
9.9999999999999998e+108
|
|
test util-16.1.17.110 {8.4 compatible formatting of doubles} \
|
|
{expr {1e110}} \
|
|
1e+110
|
|
test util-16.1.17.111 {8.4 compatible formatting of doubles} \
|
|
{expr {1e111}} \
|
|
9.9999999999999996e+110
|
|
test util-16.1.17.112 {8.4 compatible formatting of doubles} \
|
|
{expr {1e112}} \
|
|
9.9999999999999993e+111
|
|
test util-16.1.17.113 {8.4 compatible formatting of doubles} \
|
|
{expr {1e113}} \
|
|
1e+113
|
|
test util-16.1.17.114 {8.4 compatible formatting of doubles} \
|
|
{expr {1e114}} \
|
|
1e+114
|
|
test util-16.1.17.115 {8.4 compatible formatting of doubles} \
|
|
{expr {1e115}} \
|
|
1e+115
|
|
test util-16.1.17.116 {8.4 compatible formatting of doubles} \
|
|
{expr {1e116}} \
|
|
1e+116
|
|
test util-16.1.17.117 {8.4 compatible formatting of doubles} \
|
|
{expr {1e117}} \
|
|
1.0000000000000001e+117
|
|
test util-16.1.17.118 {8.4 compatible formatting of doubles} \
|
|
{expr {1e118}} \
|
|
9.9999999999999997e+117
|
|
test util-16.1.17.119 {8.4 compatible formatting of doubles} \
|
|
{expr {1e119}} \
|
|
9.9999999999999994e+118
|
|
test util-16.1.17.120 {8.4 compatible formatting of doubles} \
|
|
{expr {1e120}} \
|
|
9.9999999999999998e+119
|
|
test util-16.1.17.121 {8.4 compatible formatting of doubles} \
|
|
{expr {1e121}} \
|
|
1e+121
|
|
test util-16.1.17.122 {8.4 compatible formatting of doubles} \
|
|
{expr {1e122}} \
|
|
1e+122
|
|
test util-16.1.17.123 {8.4 compatible formatting of doubles} \
|
|
{expr {1e123}} \
|
|
9.9999999999999998e+122
|
|
test util-16.1.17.124 {8.4 compatible formatting of doubles} \
|
|
{expr {1e124}} \
|
|
9.9999999999999995e+123
|
|
test util-16.1.17.125 {8.4 compatible formatting of doubles} \
|
|
{expr {1e125}} \
|
|
9.9999999999999992e+124
|
|
test util-16.1.17.126 {8.4 compatible formatting of doubles} \
|
|
{expr {1e126}} \
|
|
9.9999999999999992e+125
|
|
test util-16.1.17.127 {8.4 compatible formatting of doubles} \
|
|
{expr {1e127}} \
|
|
9.9999999999999995e+126
|
|
test util-16.1.17.128 {8.4 compatible formatting of doubles} \
|
|
{expr {1e128}} \
|
|
1.0000000000000001e+128
|
|
test util-16.1.17.129 {8.4 compatible formatting of doubles} \
|
|
{expr {1e129}} \
|
|
1e+129
|
|
test util-16.1.17.130 {8.4 compatible formatting of doubles} \
|
|
{expr {1e130}} \
|
|
1.0000000000000001e+130
|
|
test util-16.1.17.131 {8.4 compatible formatting of doubles} \
|
|
{expr {1e131}} \
|
|
9.9999999999999991e+130
|
|
test util-16.1.17.132 {8.4 compatible formatting of doubles} \
|
|
{expr {1e132}} \
|
|
9.9999999999999999e+131
|
|
test util-16.1.17.133 {8.4 compatible formatting of doubles} \
|
|
{expr {1e133}} \
|
|
1e+133
|
|
test util-16.1.17.134 {8.4 compatible formatting of doubles} \
|
|
{expr {1e134}} \
|
|
9.9999999999999992e+133
|
|
test util-16.1.17.135 {8.4 compatible formatting of doubles} \
|
|
{expr {1e135}} \
|
|
9.9999999999999996e+134
|
|
test util-16.1.17.136 {8.4 compatible formatting of doubles} \
|
|
{expr {1e136}} \
|
|
1.0000000000000001e+136
|
|
test util-16.1.17.137 {8.4 compatible formatting of doubles} \
|
|
{expr {1e137}} \
|
|
1e+137
|
|
test util-16.1.17.138 {8.4 compatible formatting of doubles} \
|
|
{expr {1e138}} \
|
|
1e+138
|
|
test util-16.1.17.139 {8.4 compatible formatting of doubles} \
|
|
{expr {1e139}} \
|
|
1e+139
|
|
test util-16.1.17.140 {8.4 compatible formatting of doubles} \
|
|
{expr {1e140}} \
|
|
1.0000000000000001e+140
|
|
test util-16.1.17.141 {8.4 compatible formatting of doubles} \
|
|
{expr {1e141}} \
|
|
1e+141
|
|
test util-16.1.17.142 {8.4 compatible formatting of doubles} \
|
|
{expr {1e142}} \
|
|
1.0000000000000001e+142
|
|
test util-16.1.17.143 {8.4 compatible formatting of doubles} \
|
|
{expr {1e143}} \
|
|
1e+143
|
|
test util-16.1.17.144 {8.4 compatible formatting of doubles} \
|
|
{expr {1e144}} \
|
|
1e+144
|
|
test util-16.1.17.145 {8.4 compatible formatting of doubles} \
|
|
{expr {1e145}} \
|
|
9.9999999999999999e+144
|
|
test util-16.1.17.146 {8.4 compatible formatting of doubles} \
|
|
{expr {1e146}} \
|
|
9.9999999999999993e+145
|
|
test util-16.1.17.147 {8.4 compatible formatting of doubles} \
|
|
{expr {1e147}} \
|
|
9.9999999999999998e+146
|
|
test util-16.1.17.148 {8.4 compatible formatting of doubles} \
|
|
{expr {1e148}} \
|
|
1e+148
|
|
test util-16.1.17.149 {8.4 compatible formatting of doubles} \
|
|
{expr {1e149}} \
|
|
1e+149
|
|
test util-16.1.17.150 {8.4 compatible formatting of doubles} \
|
|
{expr {1e150}} \
|
|
9.9999999999999998e+149
|
|
test util-16.1.17.151 {8.4 compatible formatting of doubles} \
|
|
{expr {1e151}} \
|
|
1e+151
|
|
test util-16.1.17.152 {8.4 compatible formatting of doubles} \
|
|
{expr {1e152}} \
|
|
1e+152
|
|
test util-16.1.17.153 {8.4 compatible formatting of doubles} \
|
|
{expr {1e153}} \
|
|
1e+153
|
|
test util-16.1.17.154 {8.4 compatible formatting of doubles} \
|
|
{expr {1e154}} \
|
|
1e+154
|
|
test util-16.1.17.155 {8.4 compatible formatting of doubles} \
|
|
{expr {1e155}} \
|
|
1e+155
|
|
test util-16.1.17.156 {8.4 compatible formatting of doubles} \
|
|
{expr {1e156}} \
|
|
9.9999999999999998e+155
|
|
test util-16.1.17.157 {8.4 compatible formatting of doubles} \
|
|
{expr {1e157}} \
|
|
9.9999999999999998e+156
|
|
test util-16.1.17.158 {8.4 compatible formatting of doubles} \
|
|
{expr {1e158}} \
|
|
9.9999999999999995e+157
|
|
test util-16.1.17.159 {8.4 compatible formatting of doubles} \
|
|
{expr {1e159}} \
|
|
9.9999999999999993e+158
|
|
test util-16.1.17.160 {8.4 compatible formatting of doubles} \
|
|
{expr {1e160}} \
|
|
1e+160
|
|
test util-16.1.17.161 {8.4 compatible formatting of doubles} \
|
|
{expr {1e161}} \
|
|
1e+161
|
|
test util-16.1.17.162 {8.4 compatible formatting of doubles} \
|
|
{expr {1e162}} \
|
|
9.9999999999999994e+161
|
|
test util-16.1.17.163 {8.4 compatible formatting of doubles} \
|
|
{expr {1e163}} \
|
|
9.9999999999999994e+162
|
|
test util-16.1.17.164 {8.4 compatible formatting of doubles} \
|
|
{expr {1e164}} \
|
|
1e+164
|
|
test util-16.1.17.165 {8.4 compatible formatting of doubles} \
|
|
{expr {1e165}} \
|
|
9.999999999999999e+164
|
|
test util-16.1.17.166 {8.4 compatible formatting of doubles} \
|
|
{expr {1e166}} \
|
|
9.9999999999999994e+165
|
|
test util-16.1.17.167 {8.4 compatible formatting of doubles} \
|
|
{expr {1e167}} \
|
|
1e+167
|
|
test util-16.1.17.168 {8.4 compatible formatting of doubles} \
|
|
{expr {1e168}} \
|
|
9.9999999999999993e+167
|
|
test util-16.1.17.169 {8.4 compatible formatting of doubles} \
|
|
{expr {1e169}} \
|
|
9.9999999999999993e+168
|
|
test util-16.1.17.170 {8.4 compatible formatting of doubles} \
|
|
{expr {1e170}} \
|
|
1e+170
|
|
test util-16.1.17.171 {8.4 compatible formatting of doubles} \
|
|
{expr {1e171}} \
|
|
9.9999999999999995e+170
|
|
test util-16.1.17.172 {8.4 compatible formatting of doubles} \
|
|
{expr {1e172}} \
|
|
1.0000000000000001e+172
|
|
test util-16.1.17.173 {8.4 compatible formatting of doubles} \
|
|
{expr {1e173}} \
|
|
1e+173
|
|
test util-16.1.17.174 {8.4 compatible formatting of doubles} \
|
|
{expr {1e174}} \
|
|
1.0000000000000001e+174
|
|
test util-16.1.17.175 {8.4 compatible formatting of doubles} \
|
|
{expr {1e175}} \
|
|
9.9999999999999994e+174
|
|
test util-16.1.17.176 {8.4 compatible formatting of doubles} \
|
|
{expr {1e176}} \
|
|
1e+176
|
|
test util-16.1.17.177 {8.4 compatible formatting of doubles} \
|
|
{expr {1e177}} \
|
|
1e+177
|
|
test util-16.1.17.178 {8.4 compatible formatting of doubles} \
|
|
{expr {1e178}} \
|
|
1.0000000000000001e+178
|
|
test util-16.1.17.179 {8.4 compatible formatting of doubles} \
|
|
{expr {1e179}} \
|
|
9.9999999999999998e+178
|
|
test util-16.1.17.180 {8.4 compatible formatting of doubles} \
|
|
{expr {1e180}} \
|
|
1e+180
|
|
test util-16.1.17.181 {8.4 compatible formatting of doubles} \
|
|
{expr {1e181}} \
|
|
9.9999999999999992e+180
|
|
test util-16.1.17.182 {8.4 compatible formatting of doubles} \
|
|
{expr {1e182}} \
|
|
1.0000000000000001e+182
|
|
test util-16.1.17.183 {8.4 compatible formatting of doubles} \
|
|
{expr {1e183}} \
|
|
9.9999999999999995e+182
|
|
test util-16.1.17.184 {8.4 compatible formatting of doubles} \
|
|
{expr {1e184}} \
|
|
1e+184
|
|
test util-16.1.17.185 {8.4 compatible formatting of doubles} \
|
|
{expr {1e185}} \
|
|
9.9999999999999998e+184
|
|
test util-16.1.17.186 {8.4 compatible formatting of doubles} \
|
|
{expr {1e186}} \
|
|
9.9999999999999998e+185
|
|
test util-16.1.17.187 {8.4 compatible formatting of doubles} \
|
|
{expr {1e187}} \
|
|
9.9999999999999991e+186
|
|
test util-16.1.17.188 {8.4 compatible formatting of doubles} \
|
|
{expr {1e188}} \
|
|
1e+188
|
|
test util-16.1.17.189 {8.4 compatible formatting of doubles} \
|
|
{expr {1e189}} \
|
|
1e+189
|
|
test util-16.1.17.190 {8.4 compatible formatting of doubles} \
|
|
{expr {1e190}} \
|
|
1.0000000000000001e+190
|
|
test util-16.1.17.191 {8.4 compatible formatting of doubles} \
|
|
{expr {1e191}} \
|
|
1.0000000000000001e+191
|
|
test util-16.1.17.192 {8.4 compatible formatting of doubles} \
|
|
{expr {1e192}} \
|
|
1e+192
|
|
test util-16.1.17.193 {8.4 compatible formatting of doubles} \
|
|
{expr {1e193}} \
|
|
1.0000000000000001e+193
|
|
test util-16.1.17.194 {8.4 compatible formatting of doubles} \
|
|
{expr {1e194}} \
|
|
9.9999999999999994e+193
|
|
test util-16.1.17.195 {8.4 compatible formatting of doubles} \
|
|
{expr {1e195}} \
|
|
9.9999999999999998e+194
|
|
test util-16.1.17.196 {8.4 compatible formatting of doubles} \
|
|
{expr {1e196}} \
|
|
9.9999999999999995e+195
|
|
test util-16.1.17.197 {8.4 compatible formatting of doubles} \
|
|
{expr {1e197}} \
|
|
9.9999999999999995e+196
|
|
test util-16.1.17.198 {8.4 compatible formatting of doubles} \
|
|
{expr {1e198}} \
|
|
1e+198
|
|
test util-16.1.17.199 {8.4 compatible formatting of doubles} \
|
|
{expr {1e199}} \
|
|
1.0000000000000001e+199
|
|
test util-16.1.17.200 {8.4 compatible formatting of doubles} \
|
|
{expr {1e200}} \
|
|
9.9999999999999997e+199
|
|
test util-16.1.17.201 {8.4 compatible formatting of doubles} \
|
|
{expr {1e201}} \
|
|
1e+201
|
|
test util-16.1.17.202 {8.4 compatible formatting of doubles} \
|
|
{expr {1e202}} \
|
|
9.999999999999999e+201
|
|
test util-16.1.17.203 {8.4 compatible formatting of doubles} \
|
|
{expr {1e203}} \
|
|
9.9999999999999999e+202
|
|
test util-16.1.17.204 {8.4 compatible formatting of doubles} \
|
|
{expr {1e204}} \
|
|
9.9999999999999999e+203
|
|
test util-16.1.17.205 {8.4 compatible formatting of doubles} \
|
|
{expr {1e205}} \
|
|
1e+205
|
|
test util-16.1.17.206 {8.4 compatible formatting of doubles} \
|
|
{expr {1e206}} \
|
|
1e+206
|
|
test util-16.1.17.207 {8.4 compatible formatting of doubles} \
|
|
{expr {1e207}} \
|
|
1e+207
|
|
test util-16.1.17.208 {8.4 compatible formatting of doubles} \
|
|
{expr {1e208}} \
|
|
9.9999999999999998e+207
|
|
test util-16.1.17.209 {8.4 compatible formatting of doubles} \
|
|
{expr {1e209}} \
|
|
1.0000000000000001e+209
|
|
test util-16.1.17.210 {8.4 compatible formatting of doubles} \
|
|
{expr {1e210}} \
|
|
9.9999999999999993e+209
|
|
test util-16.1.17.211 {8.4 compatible formatting of doubles} \
|
|
{expr {1e211}} \
|
|
9.9999999999999996e+210
|
|
test util-16.1.17.212 {8.4 compatible formatting of doubles} \
|
|
{expr {1e212}} \
|
|
9.9999999999999991e+211
|
|
test util-16.1.17.213 {8.4 compatible formatting of doubles} \
|
|
{expr {1e213}} \
|
|
9.9999999999999998e+212
|
|
test util-16.1.17.214 {8.4 compatible formatting of doubles} \
|
|
{expr {1e214}} \
|
|
9.9999999999999995e+213
|
|
test util-16.1.17.215 {8.4 compatible formatting of doubles} \
|
|
{expr {1e215}} \
|
|
9.9999999999999991e+214
|
|
test util-16.1.17.216 {8.4 compatible formatting of doubles} \
|
|
{expr {1e216}} \
|
|
1e+216
|
|
test util-16.1.17.217 {8.4 compatible formatting of doubles} \
|
|
{expr {1e217}} \
|
|
9.9999999999999996e+216
|
|
test util-16.1.17.218 {8.4 compatible formatting of doubles} \
|
|
{expr {1e218}} \
|
|
1.0000000000000001e+218
|
|
test util-16.1.17.219 {8.4 compatible formatting of doubles} \
|
|
{expr {1e219}} \
|
|
9.9999999999999997e+218
|
|
test util-16.1.17.220 {8.4 compatible formatting of doubles} \
|
|
{expr {1e220}} \
|
|
1e+220
|
|
test util-16.1.17.221 {8.4 compatible formatting of doubles} \
|
|
{expr {1e221}} \
|
|
1e+221
|
|
test util-16.1.17.222 {8.4 compatible formatting of doubles} \
|
|
{expr {1e222}} \
|
|
1e+222
|
|
test util-16.1.17.223 {8.4 compatible formatting of doubles} \
|
|
{expr {1e223}} \
|
|
1e+223
|
|
test util-16.1.17.224 {8.4 compatible formatting of doubles} \
|
|
{expr {1e224}} \
|
|
9.9999999999999997e+223
|
|
test util-16.1.17.225 {8.4 compatible formatting of doubles} \
|
|
{expr {1e225}} \
|
|
9.9999999999999993e+224
|
|
test util-16.1.17.226 {8.4 compatible formatting of doubles} \
|
|
{expr {1e226}} \
|
|
9.9999999999999996e+225
|
|
test util-16.1.17.227 {8.4 compatible formatting of doubles} \
|
|
{expr {1e227}} \
|
|
1.0000000000000001e+227
|
|
test util-16.1.17.228 {8.4 compatible formatting of doubles} \
|
|
{expr {1e228}} \
|
|
9.9999999999999992e+227
|
|
test util-16.1.17.229 {8.4 compatible formatting of doubles} \
|
|
{expr {1e229}} \
|
|
9.9999999999999999e+228
|
|
test util-16.1.17.230 {8.4 compatible formatting of doubles} \
|
|
{expr {1e230}} \
|
|
1.0000000000000001e+230
|
|
test util-16.1.17.231 {8.4 compatible formatting of doubles} \
|
|
{expr {1e231}} \
|
|
1.0000000000000001e+231
|
|
test util-16.1.17.232 {8.4 compatible formatting of doubles} \
|
|
{expr {1e232}} \
|
|
1.0000000000000001e+232
|
|
test util-16.1.17.233 {8.4 compatible formatting of doubles} \
|
|
{expr {1e233}} \
|
|
9.9999999999999997e+232
|
|
test util-16.1.17.234 {8.4 compatible formatting of doubles} \
|
|
{expr {1e234}} \
|
|
1e+234
|
|
test util-16.1.17.235 {8.4 compatible formatting of doubles} \
|
|
{expr {1e235}} \
|
|
1.0000000000000001e+235
|
|
test util-16.1.17.236 {8.4 compatible formatting of doubles} \
|
|
{expr {1e236}} \
|
|
1.0000000000000001e+236
|
|
test util-16.1.17.237 {8.4 compatible formatting of doubles} \
|
|
{expr {1e237}} \
|
|
9.9999999999999994e+236
|
|
test util-16.1.17.238 {8.4 compatible formatting of doubles} \
|
|
{expr {1e238}} \
|
|
1e+238
|
|
test util-16.1.17.239 {8.4 compatible formatting of doubles} \
|
|
{expr {1e239}} \
|
|
9.9999999999999999e+238
|
|
test util-16.1.17.240 {8.4 compatible formatting of doubles} \
|
|
{expr {1e240}} \
|
|
1e+240
|
|
test util-16.1.17.241 {8.4 compatible formatting of doubles} \
|
|
{expr {1e241}} \
|
|
1.0000000000000001e+241
|
|
test util-16.1.17.242 {8.4 compatible formatting of doubles} \
|
|
{expr {1e242}} \
|
|
1.0000000000000001e+242
|
|
test util-16.1.17.243 {8.4 compatible formatting of doubles} \
|
|
{expr {1e243}} \
|
|
1.0000000000000001e+243
|
|
test util-16.1.17.244 {8.4 compatible formatting of doubles} \
|
|
{expr {1e244}} \
|
|
1.0000000000000001e+244
|
|
test util-16.1.17.245 {8.4 compatible formatting of doubles} \
|
|
{expr {1e245}} \
|
|
1e+245
|
|
test util-16.1.17.246 {8.4 compatible formatting of doubles} \
|
|
{expr {1e246}} \
|
|
1.0000000000000001e+246
|
|
test util-16.1.17.247 {8.4 compatible formatting of doubles} \
|
|
{expr {1e247}} \
|
|
9.9999999999999995e+246
|
|
test util-16.1.17.248 {8.4 compatible formatting of doubles} \
|
|
{expr {1e248}} \
|
|
1e+248
|
|
test util-16.1.17.249 {8.4 compatible formatting of doubles} \
|
|
{expr {1e249}} \
|
|
9.9999999999999992e+248
|
|
test util-16.1.17.250 {8.4 compatible formatting of doubles} \
|
|
{expr {1e250}} \
|
|
9.9999999999999992e+249
|
|
test util-16.1.17.251 {8.4 compatible formatting of doubles} \
|
|
{expr {1e251}} \
|
|
1e+251
|
|
test util-16.1.17.252 {8.4 compatible formatting of doubles} \
|
|
{expr {1e252}} \
|
|
1.0000000000000001e+252
|
|
test util-16.1.17.253 {8.4 compatible formatting of doubles} \
|
|
{expr {1e253}} \
|
|
9.9999999999999994e+252
|
|
test util-16.1.17.254 {8.4 compatible formatting of doubles} \
|
|
{expr {1e254}} \
|
|
9.9999999999999994e+253
|
|
test util-16.1.17.255 {8.4 compatible formatting of doubles} \
|
|
{expr {1e255}} \
|
|
9.9999999999999999e+254
|
|
test util-16.1.17.256 {8.4 compatible formatting of doubles} \
|
|
{expr {1e256}} \
|
|
1e+256
|
|
test util-16.1.17.257 {8.4 compatible formatting of doubles} \
|
|
{expr {1e257}} \
|
|
1e+257
|
|
test util-16.1.17.258 {8.4 compatible formatting of doubles} \
|
|
{expr {1e258}} \
|
|
1.0000000000000001e+258
|
|
test util-16.1.17.259 {8.4 compatible formatting of doubles} \
|
|
{expr {1e259}} \
|
|
9.9999999999999993e+258
|
|
test util-16.1.17.260 {8.4 compatible formatting of doubles} \
|
|
{expr {1e260}} \
|
|
1.0000000000000001e+260
|
|
test util-16.1.17.261 {8.4 compatible formatting of doubles} \
|
|
{expr {1e261}} \
|
|
9.9999999999999993e+260
|
|
test util-16.1.17.262 {8.4 compatible formatting of doubles} \
|
|
{expr {1e262}} \
|
|
1e+262
|
|
test util-16.1.17.263 {8.4 compatible formatting of doubles} \
|
|
{expr {1e263}} \
|
|
1e+263
|
|
test util-16.1.17.264 {8.4 compatible formatting of doubles} \
|
|
{expr {1e264}} \
|
|
1e+264
|
|
test util-16.1.17.265 {8.4 compatible formatting of doubles} \
|
|
{expr {1e265}} \
|
|
1.0000000000000001e+265
|
|
test util-16.1.17.266 {8.4 compatible formatting of doubles} \
|
|
{expr {1e266}} \
|
|
1e+266
|
|
test util-16.1.17.267 {8.4 compatible formatting of doubles} \
|
|
{expr {1e267}} \
|
|
9.9999999999999997e+266
|
|
test util-16.1.17.268 {8.4 compatible formatting of doubles} \
|
|
{expr {1e268}} \
|
|
9.9999999999999997e+267
|
|
test util-16.1.17.269 {8.4 compatible formatting of doubles} \
|
|
{expr {1e269}} \
|
|
1e+269
|
|
test util-16.1.17.270 {8.4 compatible formatting of doubles} \
|
|
{expr {1e270}} \
|
|
1e+270
|
|
test util-16.1.17.271 {8.4 compatible formatting of doubles} \
|
|
{expr {1e271}} \
|
|
9.9999999999999995e+270
|
|
test util-16.1.17.272 {8.4 compatible formatting of doubles} \
|
|
{expr {1e272}} \
|
|
1.0000000000000001e+272
|
|
test util-16.1.17.273 {8.4 compatible formatting of doubles} \
|
|
{expr {1e273}} \
|
|
9.9999999999999995e+272
|
|
test util-16.1.17.274 {8.4 compatible formatting of doubles} \
|
|
{expr {1e274}} \
|
|
9.9999999999999992e+273
|
|
test util-16.1.17.275 {8.4 compatible formatting of doubles} \
|
|
{expr {1e275}} \
|
|
9.9999999999999996e+274
|
|
test util-16.1.17.276 {8.4 compatible formatting of doubles} \
|
|
{expr {1e276}} \
|
|
1.0000000000000001e+276
|
|
test util-16.1.17.277 {8.4 compatible formatting of doubles} \
|
|
{expr {1e277}} \
|
|
1e+277
|
|
test util-16.1.17.278 {8.4 compatible formatting of doubles} \
|
|
{expr {1e278}} \
|
|
9.9999999999999996e+277
|
|
test util-16.1.17.279 {8.4 compatible formatting of doubles} \
|
|
{expr {1e279}} \
|
|
1.0000000000000001e+279
|
|
test util-16.1.17.280 {8.4 compatible formatting of doubles} \
|
|
{expr {1e280}} \
|
|
1e+280
|
|
test util-16.1.17.281 {8.4 compatible formatting of doubles} \
|
|
{expr {1e281}} \
|
|
1e+281
|
|
test util-16.1.17.282 {8.4 compatible formatting of doubles} \
|
|
{expr {1e282}} \
|
|
1e+282
|
|
test util-16.1.17.283 {8.4 compatible formatting of doubles} \
|
|
{expr {1e283}} \
|
|
9.9999999999999996e+282
|
|
test util-16.1.17.284 {8.4 compatible formatting of doubles} \
|
|
{expr {1e284}} \
|
|
1.0000000000000001e+284
|
|
test util-16.1.17.285 {8.4 compatible formatting of doubles} \
|
|
{expr {1e285}} \
|
|
9.9999999999999998e+284
|
|
test util-16.1.17.286 {8.4 compatible formatting of doubles} \
|
|
{expr {1e286}} \
|
|
1e+286
|
|
test util-16.1.17.287 {8.4 compatible formatting of doubles} \
|
|
{expr {1e287}} \
|
|
1.0000000000000001e+287
|
|
test util-16.1.17.288 {8.4 compatible formatting of doubles} \
|
|
{expr {1e288}} \
|
|
1e+288
|
|
test util-16.1.17.289 {8.4 compatible formatting of doubles} \
|
|
{expr {1e289}} \
|
|
1.0000000000000001e+289
|
|
test util-16.1.17.290 {8.4 compatible formatting of doubles} \
|
|
{expr {1e290}} \
|
|
1.0000000000000001e+290
|
|
test util-16.1.17.291 {8.4 compatible formatting of doubles} \
|
|
{expr {1e291}} \
|
|
9.9999999999999996e+290
|
|
test util-16.1.17.292 {8.4 compatible formatting of doubles} \
|
|
{expr {1e292}} \
|
|
1e+292
|
|
test util-16.1.17.293 {8.4 compatible formatting of doubles} \
|
|
{expr {1e293}} \
|
|
9.9999999999999992e+292
|
|
test util-16.1.17.294 {8.4 compatible formatting of doubles} \
|
|
{expr {1e294}} \
|
|
1.0000000000000001e+294
|
|
test util-16.1.17.295 {8.4 compatible formatting of doubles} \
|
|
{expr {1e295}} \
|
|
9.9999999999999998e+294
|
|
test util-16.1.17.296 {8.4 compatible formatting of doubles} \
|
|
{expr {1e296}} \
|
|
9.9999999999999998e+295
|
|
test util-16.1.17.297 {8.4 compatible formatting of doubles} \
|
|
{expr {1e297}} \
|
|
1e+297
|
|
test util-16.1.17.298 {8.4 compatible formatting of doubles} \
|
|
{expr {1e298}} \
|
|
9.9999999999999996e+297
|
|
test util-16.1.17.299 {8.4 compatible formatting of doubles} \
|
|
{expr {1e299}} \
|
|
1.0000000000000001e+299
|
|
test util-16.1.17.300 {8.4 compatible formatting of doubles} \
|
|
{expr {1e300}} \
|
|
1.0000000000000001e+300
|
|
test util-16.1.17.301 {8.4 compatible formatting of doubles} \
|
|
{expr {1e301}} \
|
|
1.0000000000000001e+301
|
|
test util-16.1.17.302 {8.4 compatible formatting of doubles} \
|
|
{expr {1e302}} \
|
|
1.0000000000000001e+302
|
|
test util-16.1.17.303 {8.4 compatible formatting of doubles} \
|
|
{expr {1e303}} \
|
|
1e+303
|
|
test util-16.1.17.304 {8.4 compatible formatting of doubles} \
|
|
{expr {1e304}} \
|
|
9.9999999999999994e+303
|
|
test util-16.1.17.305 {8.4 compatible formatting of doubles} \
|
|
{expr {1e305}} \
|
|
9.9999999999999994e+304
|
|
test util-16.1.17.306 {8.4 compatible formatting of doubles} \
|
|
{expr {1e306}} \
|
|
1e+306
|
|
test util-16.1.17.307 {8.4 compatible formatting of doubles} \
|
|
{expr {1e307}} \
|
|
9.9999999999999999e+306
|
|
|
|
test util-17.1 {bankers' rounding [Bug 3349507]} {ieeeFloatingPoint} {
|
|
set r {}
|
|
foreach {input} {
|
|
0x1ffffffffffffc000
|
|
0x1ffffffffffffc800
|
|
0x1ffffffffffffd000
|
|
0x1ffffffffffffd800
|
|
0x1ffffffffffffe000
|
|
0x1ffffffffffffe800
|
|
0x1fffffffffffff000
|
|
0x1fffffffffffff800
|
|
} {
|
|
binary scan [binary format q [expr {double($input)}]] wu x
|
|
lappend r [format %#llx $x]
|
|
binary scan [binary format q [expr {double(-$input)}]] wu x
|
|
lappend r [format %#llx $x]
|
|
}
|
|
set r
|
|
} [list {*}{
|
|
0x43fffffffffffffc 0xc3fffffffffffffc
|
|
0x43fffffffffffffc 0xc3fffffffffffffc
|
|
0x43fffffffffffffd 0xc3fffffffffffffd
|
|
0x43fffffffffffffe 0xc3fffffffffffffe
|
|
0x43fffffffffffffe 0xc3fffffffffffffe
|
|
0x43fffffffffffffe 0xc3fffffffffffffe
|
|
0x43ffffffffffffff 0xc3ffffffffffffff
|
|
0x4400000000000000 0xc400000000000000
|
|
}]
|
|
|
|
set ::tcl_precision $saved_precision
|
|
|
|
# cleanup
|
|
::tcltest::cleanupTests
|
|
return
|
|
|
|
# Local Variables:
|
|
# mode: tcl
|
|
# End:
|