mirror of
https://sourceware.org/git/binutils-gdb.git
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9704b8b4bc
It is not necessary to call get_compiler_info before calling test_compiler_info, and, after recent commits that removed setting up the gcc_compiled, true, and false globals from get_compiler_info, there is now no longer any need for any test script to call get_compiler_info directly. As a result every call to get_compiler_info outside of lib/gdb.exp is redundant, and this commit removes them all. There should be no change in what is tested after this commit.
607 lines
23 KiB
Plaintext
607 lines
23 KiB
Plaintext
# This testcase is part of GDB, the GNU debugger.
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# Copyright 1996-2022 Free Software Foundation, Inc.
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# This program is free software; you can redistribute it and/or modify
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# it under the terms of the GNU General Public License as published by
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# the Free Software Foundation; either version 3 of the License, or
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# (at your option) any later version.
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#
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# This program is distributed in the hope that it will be useful,
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# but WITHOUT ANY WARRANTY; without even the implied warranty of
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# MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the
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# GNU General Public License for more details.
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#
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# You should have received a copy of the GNU General Public License
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# along with this program. If not, see <http://www.gnu.org/licenses/>.
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# Some targets can't call functions, so don't even bother with this
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# test.
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if [target_info exists gdb,cannot_call_functions] {
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unsupported "this target can not call functions"
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return
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}
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standard_testfile .c
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# Regex matching any value of `char' type like: a = 65 'A'
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set anychar_re {-?[0-9]{1,3} '(.|\\([0-7]{3}|[a-z]|\\|'))'}
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set skip_float_test [gdb_skip_float_test]
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# Compile a variant of structs.c using TYPES to specify the type of
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# the first N struct elements (the remaining elements take the type of
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# the last TYPES field). Run the compmiled program up to "main".
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# Also updates the global "testfile" to reflect the most recent build.
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set first 1
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proc start_structs_test { types } {
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global testfile
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global srcfile
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global binfile
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global subdir
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global srcdir
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global gdb_prompt
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global anychar_re
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global first
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# Create the additional flags
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set flags "debug"
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set testfile "structs"
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set n 0
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for {set n 0} {$n<[llength ${types}]} {incr n} {
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set m [I2A ${n}]
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set t [lindex ${types} $n]
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lappend flags "additional_flags=-Dt${m}=${t}"
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append testfile "-" "$t"
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}
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set binfile [standard_output_file ${testfile}]
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if { [prepare_for_testing "failed to prepare" $binfile $srcfile $flags] } {
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return -1
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}
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# Make certain that the output is consistent
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gdb_test_no_output "set print sevenbit-strings"
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gdb_test_no_output "set print address off"
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gdb_test_no_output "set width 0"
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gdb_test_no_output "set print elements 300"
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# Advance to main
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if { ![runto_main] } then {
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return
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}
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# Get the debug format
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get_debug_format
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# Limit the slow $anychar_re{256} matching for better performance.
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if $first {
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set first 0
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# Verify $anychar_re can match all the values of `char' type.
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gdb_breakpoint [gdb_get_line_number "chartest-done"]
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gdb_continue_to_breakpoint "chartest-done" ".*chartest-done.*"
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gdb_test_sequence "p chartest" "" \
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[concat \
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[list "= \{"] \
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[lrepeat 255 "^\{c = ${anychar_re}\}, "] \
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[list "^\{c = ${anychar_re}\}\}"]]
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}
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# check that at the struct containing all the relevant types is correct
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set foo_t "type = struct struct[llength ${types}] \{"
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for {set n 0} {$n<[llength ${types}]} {incr n} {
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append foo_t "\[\r\n \]+[lindex ${types} $n] [i2a $n];"
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}
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append foo_t "\[\r\n \]+\}"
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gdb_test "ptype foo[llength ${types}]" "${foo_t}" \
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"ptype foo[llength ${types}]; ${testfile}"
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}
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# The expected value for fun${n}, L${n} and foo${n}. First element is
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# empty to make indexing easier. "foo" returns the modified value,
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# "zed" returns the invalid value.
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proc foo { n } {
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return [lindex {
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"{}"
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"{a = 49 '1'}"
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"{a = 97 'a', b = 50 '2'}"
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"{a = 49 '1', b = 98 'b', c = 51 '3'}"
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"{a = 97 'a', b = 50 '2', c = 99 'c', d = 52 '4'}"
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"{a = 49 '1', b = 98 'b', c = 51 '3', d = 100 'd', e = 53 '5'}"
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"{a = 97 'a', b = 50 '2', c = 99 'c', d = 52 '4', e = 101 'e', f = 54 '6'}"
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"{a = 49 '1', b = 98 'b', c = 51 '3', d = 100 'd', e = 53 '5', f = 102 'f', g = 55 '7'}"
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"{a = 97 'a', b = 50 '2', c = 99 'c', d = 52 '4', e = 101 'e', f = 54 '6', g = 103 'g', h = 56 '8'}"
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"{a = 49 '1', b = 98 'b', c = 51 '3', d = 100 'd', e = 53 '5', f = 102 'f', g = 55 '7', h = 104 'h', i = 57 '9'}"
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"{a = 97 'a', b = 50 '2', c = 99 'c', d = 52 '4', e = 101 'e', f = 54 '6', g = 103 'g', h = 56 '8', i = 105 'i', j = 65 'A'}"
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"{a = 49 '1', b = 98 'b', c = 51 '3', d = 100 'd', e = 53 '5', f = 102 'f', g = 55 '7', h = 104 'h', i = 57 '9', j = 106 'j', k = 66 'B'}"
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"{a = 97 'a', b = 50 '2', c = 99 'c', d = 52 '4', e = 101 'e', f = 54 '6', g = 103 'g', h = 56 '8', i = 105 'i', j = 65 'A', k = 107 'k', l = 67 'C'}"
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"{a = 49 '1', b = 98 'b', c = 51 '3', d = 100 'd', e = 53 '5', f = 102 'f', g = 55 '7', h = 104 'h', i = 57 '9', j = 106 'j', k = 66 'B', l = 108 'l', m = 68 'D'}"
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"{a = 97 'a', b = 50 '2', c = 99 'c', d = 52 '4', e = 101 'e', f = 54 '6', g = 103 'g', h = 56 '8', i = 105 'i', j = 65 'A', k = 107 'k', l = 67 'C', m = 109 'm', n = 69 'E'}"
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"{a = 49 '1', b = 98 'b', c = 51 '3', d = 100 'd', e = 53 '5', f = 102 'f', g = 55 '7', h = 104 'h', i = 57 '9', j = 106 'j', k = 66 'B', l = 108 'l', m = 68 'D', n = 110 'n', o = 70 'F'}"
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"{a = 97 'a', b = 50 '2', c = 99 'c', d = 52 '4', e = 101 'e', f = 54 '6', g = 103 'g', h = 56 '8', i = 105 'i', j = 65 'A', k = 107 'k', l = 67 'C', m = 109 'm', n = 69 'E', o = 111 'o', p = 71 'G'}"
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"{a = 49 '1', b = 98 'b', c = 51 '3', d = 100 'd', e = 53 '5', f = 102 'f', g = 55 '7', h = 104 'h', i = 57 '9', j = 106 'j', k = 66 'B', l = 108 'l', m = 68 'D', n = 110 'n', o = 70 'F', p = 112 'p', q = 72 'H'}"
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} $n]
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}
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proc zed { n } {
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return [lindex {
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"{}"
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"{a = 90 'Z'}"
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"{a = 90 'Z', b = 90 'Z'}"
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"{a = 90 'Z', b = 90 'Z', c = 90 'Z'}"
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"{a = 90 'Z', b = 90 'Z', c = 90 'Z', d = 90 'Z'}"
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"{a = 90 'Z', b = 90 'Z', c = 90 'Z', d = 90 'Z', e = 90 'Z'}"
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"{a = 90 'Z', b = 90 'Z', c = 90 'Z', d = 90 'Z', e = 90 'Z', f = 90 'Z'}"
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"{a = 90 'Z', b = 90 'Z', c = 90 'Z', d = 90 'Z', e = 90 'Z', f = 90 'Z', g = 90 'Z'}"
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"{a = 90 'Z', b = 90 'Z', c = 90 'Z', d = 90 'Z', e = 90 'Z', f = 90 'Z', g = 90 'Z', h = 90 'Z'}"
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"{a = 90 'Z', b = 90 'Z', c = 90 'Z', d = 90 'Z', e = 90 'Z', f = 90 'Z', g = 90 'Z', h = 90 'Z', i = 90 'Z'}"
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"{a = 90 'Z', b = 90 'Z', c = 90 'Z', d = 90 'Z', e = 90 'Z', f = 90 'Z', g = 90 'Z', h = 90 'Z', i = 90 'Z', j = 90 'Z'}"
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"{a = 90 'Z', b = 90 'Z', c = 90 'Z', d = 90 'Z', e = 90 'Z', f = 90 'Z', g = 90 'Z', h = 90 'Z', i = 90 'Z', j = 90 'Z', k = 90 'Z'}"
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"{a = 90 'Z', b = 90 'Z', c = 90 'Z', d = 90 'Z', e = 90 'Z', f = 90 'Z', g = 90 'Z', h = 90 'Z', i = 90 'Z', j = 90 'Z', k = 90 'Z', l = 90 'Z'}"
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"{a = 90 'Z', b = 90 'Z', c = 90 'Z', d = 90 'Z', e = 90 'Z', f = 90 'Z', g = 90 'Z', h = 90 'Z', i = 90 'Z', j = 90 'Z', k = 90 'Z', l = 90 'Z', m = 90 'Z'}"
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"{a = 90 'Z', b = 90 'Z', c = 90 'Z', d = 90 'Z', e = 90 'Z', f = 90 'Z', g = 90 'Z', h = 90 'Z', i = 90 'Z', j = 90 'Z', k = 90 'Z', l = 90 'Z', m = 90 'Z', n = 90 'Z'}"
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"{a = 90 'Z', b = 90 'Z', c = 90 'Z', d = 90 'Z', e = 90 'Z', f = 90 'Z', g = 90 'Z', h = 90 'Z', i = 90 'Z', j = 90 'Z', k = 90 'Z', l = 90 'Z', m = 90 'Z', n = 90 'Z', o = 90 'Z'}"
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"{a = 90 'Z', b = 90 'Z', c = 90 'Z', d = 90 'Z', e = 90 'Z', f = 90 'Z', g = 90 'Z', h = 90 'Z', i = 90 'Z', j = 90 'Z', k = 90 'Z', l = 90 'Z', m = 90 'Z', n = 90 'Z', o = 90 'Z', p = 90 'Z'}"
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"{a = 90 'Z', b = 90 'Z', c = 90 'Z', d = 90 'Z', e = 90 'Z', f = 90 'Z', g = 90 'Z', h = 90 'Z', i = 90 'Z', j = 90 'Z', k = 90 'Z', l = 90 'Z', m = 90 'Z', n = 90 'Z', o = 90 'Z', p = 90 'Z', q = 90 'Z'}"
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} $n]
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}
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proc any { n } {
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global anychar_re
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set ac $anychar_re
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return [lindex [list \
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"{}" \
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"{a = ${ac}}" \
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"{a = ${ac}, b = ${ac}}" \
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"{a = ${ac}, b = ${ac}, c = ${ac}}" \
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"{a = ${ac}, b = ${ac}, c = ${ac}, d = ${ac}}" \
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"{a = ${ac}, b = ${ac}, c = ${ac}, d = ${ac}, e = ${ac}}" \
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"{a = ${ac}, b = ${ac}, c = ${ac}, d = ${ac}, e = ${ac}, f = ${ac}}" \
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"{a = ${ac}, b = ${ac}, c = ${ac}, d = ${ac}, e = ${ac}, f = ${ac}, g = ${ac}}" \
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"{a = ${ac}, b = ${ac}, c = ${ac}, d = ${ac}, e = ${ac}, f = ${ac}, g = ${ac}, h = ${ac}}" \
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"{a = ${ac}, b = ${ac}, c = ${ac}, d = ${ac}, e = ${ac}, f = ${ac}, g = ${ac}, h = ${ac}, i = ${ac}}" \
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"{a = ${ac}, b = ${ac}, c = ${ac}, d = ${ac}, e = ${ac}, f = ${ac}, g = ${ac}, h = ${ac}, i = ${ac}, j = ${ac}}" \
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"{a = ${ac}, b = ${ac}, c = ${ac}, d = ${ac}, e = ${ac}, f = ${ac}, g = ${ac}, h = ${ac}, i = ${ac}, j = ${ac}, k = ${ac}}" \
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"{a = ${ac}, b = ${ac}, c = ${ac}, d = ${ac}, e = ${ac}, f = ${ac}, g = ${ac}, h = ${ac}, i = ${ac}, j = ${ac}, k = ${ac}, l = ${ac}}" \
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"{a = ${ac}, b = ${ac}, c = ${ac}, d = ${ac}, e = ${ac}, f = ${ac}, g = ${ac}, h = ${ac}, i = ${ac}, j = ${ac}, k = ${ac}, l = ${ac}, m = ${ac}}" \
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"{a = ${ac}, b = ${ac}, c = ${ac}, d = ${ac}, e = ${ac}, f = ${ac}, g = ${ac}, h = ${ac}, i = ${ac}, j = ${ac}, k = ${ac}, l = ${ac}, m = ${ac}, n = ${ac}}" \
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"{a = ${ac}, b = ${ac}, c = ${ac}, d = ${ac}, e = ${ac}, f = ${ac}, g = ${ac}, h = ${ac}, i = ${ac}, j = ${ac}, k = ${ac}, l = ${ac}, m = ${ac}, n = ${ac}, o = ${ac}}" \
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"{a = ${ac}, b = ${ac}, c = ${ac}, d = ${ac}, e = ${ac}, f = ${ac}, g = ${ac}, h = ${ac}, i = ${ac}, j = ${ac}, k = ${ac}, l = ${ac}, m = ${ac}, n = ${ac}, o = ${ac}, p = ${ac}}" \
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"{a = ${ac}, b = ${ac}, c = ${ac}, d = ${ac}, e = ${ac}, f = ${ac}, g = ${ac}, h = ${ac}, i = ${ac}, j = ${ac}, k = ${ac}, l = ${ac}, m = ${ac}, n = ${ac}, o = ${ac}, p = ${ac}, q = ${ac}}" \
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] $n]
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}
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# Given N (0..25), return the corresponding alphabetic letter in lower
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# or upper case. This is ment to be i18n proof.
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proc i2a { n } {
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return [string range "abcdefghijklmnopqrstuvwxyz" $n $n]
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}
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proc I2A { n } {
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return [string toupper [i2a $n]]
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}
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# Use the file name, compiler and tuples to set up any needed KFAILs.
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proc setup_compiler_kfails { file compiler format tuples bug } {
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global testfile
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if {[string match $file $testfile] && [test_compiler_info $compiler] && [test_debug_format $format]} {
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foreach f $tuples { setup_kfail $bug $f }
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}
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}
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# Test GDB's ability to make inferior function calls to functions
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# returning (or passing in a single structs.
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# N identifies the number of elements in the struct that will be used
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# for the test case. FAILS is a list of target tuples that will fail
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# this test.
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# start_structs_test() will have previously built a program with a
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# specified combination of types for those elements. To ensure
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# robustness of the output, "p/c" is used.
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# This tests the code paths "which return-value convention?" and
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# "extract return-value from registers" called by "infcall.c".
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proc test_struct_calls { n } {
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global testfile
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global gdb_prompt
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# Check that GDB can always extract a struct-return value from an
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# inferior function call. Since GDB always knows the location of an
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# inferior function call's return value these should never fail
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# Implemented by calling the parameterless function "fun$N" and then
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# examining the return value printed by GDB.
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set tests "call $n ${testfile}"
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# Call fun${n}, checking the printed return-value.
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setup_compiler_kfails structs-tc-tll gcc-3-3-* "DWARF \[0-9\]" i*86-*-* gdb/1455
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setup_compiler_kfails structs-tc-td gcc-3-3-* "DWARF \[0-9\]" i*86-*-* gdb/1455
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gdb_test "p/c fun${n}()" "[foo ${n}]" "p/c fun<n>(); ${tests}"
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# Check that GDB can always pass a structure to an inferior function.
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# This test can never fail.
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# Implemented by calling the one parameter function "Fun$N" which
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# stores its parameter in the global variable "L$N". GDB then
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# examining that global to confirm that the value is as expected.
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gdb_test_no_output "call Fun${n}(foo${n})" "call Fun<n>(foo<n>); ${tests}"
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setup_compiler_kfails structs-tc-tll gcc-3-3-* "DWARF \[0-9\]" i*86-*-* gdb/1455
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setup_compiler_kfails structs-tc-td gcc-3-3-* "DWARF \[0-9\]" i*86-*-* gdb/1455
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gdb_test "p/c L${n}" [foo ${n}] "p/c L<n>; ${tests}"
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}
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# Test GDB's ability to both return a function (with "return" or
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# "finish") and correctly extract/store any corresponding
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# return-value.
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# Check that GDB can consistently extract/store structure return
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# values. There are two cases - returned in registers and returned in
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# memory. For the latter case, the return value can't be found and a
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# failure is "expected". However GDB must still both return the
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# function and display the final source and line information.
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# N identifies the number of elements in the struct that will be used
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# for the test case. FAILS is a list of target tuples that will fail
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# this test.
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# This tests the code paths "which return-value convention?", "extract
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# return-value from registers", and "store return-value in registers".
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# Unlike "test struct calls", this test is expected to "fail" when the
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# return-value is in memory (GDB can't find the location). The test
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# is in three parts: test "return"; test "finish"; check that the two
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# are consistent. GDB can sometimes work for one command and not the
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# other.
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proc test_struct_returns { n } {
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global gdb_prompt
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global testfile
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set tests "return $n ${testfile}"
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# Check that "return" works.
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# GDB must always force the return of a function that has
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# a struct result. Dependant on the ABI, it may, or may not be
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# possible to store the return value in a register.
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# The relevant code looks like "L{n} = fun{n}()". The test forces
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# "fun{n}" to "return" with an explicit value. Since that code
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# snippet will store the returned value in "L{n}" the return
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# is tested by examining "L{n}". This assumes that the
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# compiler implemented this as fun{n}(&L{n}) and hence that when
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# the value isn't stored "L{n}" remains unchanged. Also check for
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# consistency between this and the "finish" case.
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# Get into a call of fun${n}
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gdb_test "advance fun${n}" \
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"fun${n} .*\[\r\n\]+\[0-9\].*return foo${n}.*" \
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"advance to fun<n> for return; ${tests}"
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# Check that the program invalidated the relevant global.
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gdb_test "p/c L${n}" " = [zed $n]" "zed L<n> for return; ${tests}"
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# Force the "return". This checks that the return is always
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# performed, and that GDB correctly reported this to the user.
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# GDB 6.0 and earlier, when the return-value's location wasn't
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# known, both failed to print a final "source and line" and misplaced
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# the frame ("No frame").
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# The test is writen so that it only reports one FAIL/PASS for the
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# entire operation. The value returned is checked further down.
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# "return_value_known", if non-zero, indicates that GDB knew where
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# the return value was located.
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set test "return foo<n>; ${tests}"
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set return_value_known 1
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set return_value_unimplemented 0
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gdb_test_multiple "return foo${n}" "${test}" {
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-re "The location" {
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# Ulgh, a struct return, remember this (still need prompt).
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set return_value_known 0
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exp_continue
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}
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-re "A structure or union" {
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# Ulgh, a struct return, remember this (still need prompt).
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set return_value_known 0
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# Double ulgh. Architecture doesn't use return_value and
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# hence hasn't implemented small structure return.
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set return_value_unimplemented 1
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exp_continue
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}
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-re "Make fun${n} return now.*y or n. $" {
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gdb_test_multiple "y" "${test}" {
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-re "L${n} *= fun${n}.*${gdb_prompt} $" {
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# Need to step off the function call
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gdb_test "next" "L.* *= fun.*" "${test}"
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}
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-re "L[expr ${n} + 1] *= fun[expr ${n} + 1].*${gdb_prompt} $" {
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pass "${test}"
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}
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}
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}
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}
|
|
|
|
# Check that the return-value is as expected. At this stage we're
|
|
# just checking that GDB has returned a value consistent with
|
|
# "return_value_known" set above.
|
|
#
|
|
# Note that, when return_value_known is false, we can't make any
|
|
# assumptions at all about the value L<n>:
|
|
#
|
|
# - If the caller passed the address of L<n> directly as fun<n>'s
|
|
# return value buffer, then L<n> will be unchanged, because we
|
|
# forced fun<n> to return before it could store anything in it.
|
|
#
|
|
# - If the caller passed the address of some temporary buffer to
|
|
# fun<n>, and then copied the buffer into L<n>, then L<n> will
|
|
# have been overwritten with whatever garbage was in the
|
|
# uninitialized buffer.
|
|
#
|
|
# - However, if the temporary buffer just happened to have the
|
|
# "right" value of foo<n> in it, then L<n> will, in fact, have
|
|
# the value you'd expect to see if the 'return' had worked!
|
|
# This has actually been observed to happen on the Renesas M32C.
|
|
#
|
|
# So, really, anything is acceptable unless return_value_known is
|
|
# true.
|
|
|
|
set test "value foo<n> returned; ${tests}"
|
|
gdb_test_multiple "p/c L${n}" "${test}" {
|
|
-re " = [foo ${n}].*${gdb_prompt} $" {
|
|
# This answer is okay regardless of whether GDB claims to
|
|
# have set the return value: if it did, then this is what
|
|
# we expected; and if it didn't, then any answer is okay.
|
|
pass "${test}"
|
|
}
|
|
-re " = [any $n].*${gdb_prompt} $" {
|
|
if $return_value_known {
|
|
# This contradicts the above claim that GDB knew
|
|
# the location of the return value.
|
|
fail "${test}"
|
|
} else {
|
|
# We expected L${n} to be set to garbage, so any
|
|
# answer is acceptable.
|
|
pass "${test}"
|
|
}
|
|
}
|
|
-re ".*${gdb_prompt} $" {
|
|
if $return_value_unimplemented {
|
|
# What a suprize. The architecture hasn't implemented
|
|
# return_value, and hence has to fail.
|
|
kfail "$test" gdb/1444
|
|
} else {
|
|
fail "$test"
|
|
}
|
|
}
|
|
}
|
|
|
|
# Check that a "finish" works.
|
|
|
|
# This is almost but not quite the same as "call struct funcs".
|
|
# Architectures can have subtle differences in the two code paths.
|
|
|
|
# The relevant code snippet is "L{n} = fun{n}()". The program is
|
|
# advanced into a call to "fun{n}" and then that function is
|
|
# finished. The returned value that GDB prints, reformatted using
|
|
# "p/c", is checked.
|
|
|
|
# Get into "fun${n}()".
|
|
gdb_test "advance fun${n}" \
|
|
"fun${n} .*\[\r\n\]+\[0-9\].*return foo${n}.*" \
|
|
"advance to fun<n> for finish; ${tests}"
|
|
|
|
# Check that the program invalidated the relevant global.
|
|
gdb_test "p/c L${n}" " = [zed $n]" "zed L<n> for finish; ${tests}"
|
|
|
|
# Finish the function, set 'finish_value_known" to non-empty if
|
|
# the return-value was found.
|
|
|
|
set test "finish foo<n>; ${tests}"
|
|
set finish_value_known 1
|
|
gdb_test_multiple "finish" "${test}" {
|
|
-re "Value returned is .*${gdb_prompt} $" {
|
|
pass "${test}"
|
|
}
|
|
-re "Value returned has type: struct struct$n. Cannot determine contents.*${gdb_prompt} $" {
|
|
# Expected bad value. For the moment this is ok.
|
|
set finish_value_known 0
|
|
pass "${test}"
|
|
}
|
|
}
|
|
|
|
# Re-print the last (return-value) using the more robust
|
|
# "p/c". If no return value was found, the 'Z' from the previous
|
|
# check that the variable was cleared, is printed.
|
|
set test "value foo<n> finished; ${tests}"
|
|
gdb_test_multiple "p/c" "${test}" {
|
|
-re "[foo ${n}]\[\r\n\]+${gdb_prompt} $" {
|
|
if $finish_value_known {
|
|
pass "${test}"
|
|
} else {
|
|
# This contradicts the above claim that GDB didn't
|
|
# know the location of the return-value.
|
|
fail "${test}"
|
|
}
|
|
}
|
|
-re "[zed ${n}]\[\r\n\]+${gdb_prompt} $" {
|
|
# The value didn't get found. This is "expected".
|
|
if $finish_value_known {
|
|
# This contradicts the above claim that GDB did
|
|
# know the location of the return-value.
|
|
fail "${test}"
|
|
} else {
|
|
pass "${test}"
|
|
}
|
|
}
|
|
}
|
|
|
|
# Finally, check that "return" and finish" have consistent
|
|
# behavior.
|
|
|
|
# Since "finish" works in more cases than "return" (see
|
|
# RETURN_VALUE_ABI_RETURNS_ADDRESS and
|
|
# RETURN_VALUE_ABI_PRESERVES_ADDRESS), the "return" value being
|
|
# known implies that the "finish" value is known (but not the
|
|
# reverse).
|
|
|
|
set test "return value known implies finish value known; ${tests}"
|
|
if {$return_value_known && ! $finish_value_known} {
|
|
kfail gdb/1444 "${test}"
|
|
} else {
|
|
pass "${test}"
|
|
}
|
|
}
|
|
|
|
# ABIs pass anything >8 or >16 bytes in memory but below that things
|
|
# randomly use register and/and structure conventions. Check all
|
|
# possible sized char structs in that range. But only a restricted
|
|
# range of the other types.
|
|
|
|
# NetBSD/PPC returns "unnatural" (3, 5, 6, 7) sized structs in memory.
|
|
|
|
# Test every single char struct from 1..17 in size. This is what the
|
|
# original "structs" test was doing.
|
|
|
|
proc test { types c r } {
|
|
with_test_prefix types=[join $types "-"] {
|
|
if { [start_structs_test $types] } {
|
|
return
|
|
}
|
|
|
|
if { [llength $c] == 0 } {
|
|
# Done.
|
|
} elseif { [llength $c] == 1 } {
|
|
test_struct_calls [lindex $c 0]
|
|
} elseif { [llength $c] == 2 } {
|
|
set low_c [lindex $c 0]
|
|
set high_c [lindex $c 1]
|
|
for {set i $low_c} {$i <= $high_c} {incr i} {
|
|
test_struct_calls $i
|
|
}
|
|
} else {
|
|
error "invalid list length"
|
|
}
|
|
|
|
if { [llength $r] == 0 } {
|
|
# Done.
|
|
} elseif { [llength $r] == 1 } {
|
|
test_struct_returns [lindex $r 0]
|
|
} elseif { [llength $r] == 2 } {
|
|
set low_r [lindex $r 0]
|
|
set high_r [lindex $r 1]
|
|
for {set i $low_r} {$i <= $high_r} {incr i} {
|
|
test_struct_returns $i
|
|
}
|
|
} else {
|
|
error "invalid list length"
|
|
}
|
|
}
|
|
}
|
|
|
|
test { tc } {1 17} {1 8}
|
|
|
|
# Let the fun begin.
|
|
|
|
# Assuming that any integer struct larger than 8 bytes goes in memory,
|
|
# come up with many and varied combinations of a return struct. For
|
|
# "struct calls" test just beyond that 8 byte boundary, for "struct
|
|
# returns" test up to that boundary.
|
|
|
|
# For floats, assumed that up to two struct elements can be stored in
|
|
# floating point registers, regardless of their size.
|
|
|
|
# The approx size of each structure it is computed assumed that tc=1,
|
|
# ts=2, ti=4, tl=4, tll=8, tf=4, td=8, tld=16, and that all fields are
|
|
# naturally aligned. Padding being added where needed.
|
|
|
|
# Approx size: 2, 4, ...
|
|
test { ts } {1 5} {1 4}
|
|
|
|
# Approx size: 4, 8, ...
|
|
test { ti } {1 3} {1 2}
|
|
|
|
# Approx size: 4, 8, ...
|
|
test { tl } {1 3} {1 2}
|
|
|
|
# Approx size: 8, 16, ...
|
|
test { tll } {1 2} {1}
|
|
|
|
if { !$skip_float_test } {
|
|
# Approx size: 4, 8, ...
|
|
test { tf } {1 3} {1 2}
|
|
|
|
# Approx size: 8, 16, ...
|
|
test { td } {1 2} {1}
|
|
|
|
# Approx size: 16, 32, ...
|
|
test { tld } {1 2} {1}
|
|
}
|
|
|
|
# Approx size: 2+1=3, 4, ...
|
|
test { ts tc } {2 8} {2}
|
|
|
|
# Approx size: 4+1=5, 6, ...
|
|
test { ti tc } {2 6} {2}
|
|
|
|
# Approx size: 4+1=5, 6, ...
|
|
test { tl tc } {2 6} {2}
|
|
|
|
# Approx size: 8+1=9, 10, ...
|
|
test { tll tc } {2} {}
|
|
|
|
if { !$skip_float_test } {
|
|
# Approx size: 4+1=5, 6, ...
|
|
test { tf tc } {2 6} {2}
|
|
|
|
# Approx size: 8+1=9, 10, ...
|
|
test { td tc } {2} {}
|
|
|
|
# Approx size: 16+1=17, 18, ...
|
|
test { tld tc } {2} {}
|
|
}
|
|
|
|
# Approx size: (1+1)+2=4, 6, ...
|
|
test { tc ts } {2 6} {2}
|
|
|
|
# Approx size: (1+3)+4=8, 12, ...
|
|
test { tc ti } {2 4} {2}
|
|
|
|
# Approx size: (1+3)+4=8, 12, ...
|
|
test { tc tl } {2 4} {2}
|
|
|
|
# Approx size: (1+7)+8=16, 24, ...
|
|
test { tc tll } {2} {}
|
|
|
|
if { !$skip_float_test } {
|
|
# Approx size: (1+3)+4=8, 12, ...
|
|
test { tc tf } {2 4} {}
|
|
|
|
# Approx size: (1+7)+8=16, 24, ...
|
|
test { tc td } {2} {}
|
|
|
|
# Approx size: (1+15)+16=32, 48, ...
|
|
test { tc tld } {2} {}
|
|
|
|
# Some float combinations
|
|
|
|
# Approx size: 8+4=12, 16, ...
|
|
test { td tf } {2} {2}
|
|
|
|
# Approx size: (4+4)+8=16, 32, ...
|
|
test { tf td } {2} {2}
|
|
}
|
|
return 0
|