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Merge commit '86cc97e55fe346502462284d2e636a2b3708163e' as 'Sources/OpenVPN3'

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Sergey Abramchuk
2020-02-24 14:43:11 +03:00
parent 133b3756e6 86cc97e55f
commit 32f1555929
655 changed files with 146468 additions and 0 deletions
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Sources/OpenVPN3/deps/minicrypto/arm-as-to-ios.orig
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#!/usr/bin/env python
#
# arm-as-to-ios Modify ARM assembly code for the iOS assembler
#
# Copyright (c) 2012 Psellos http://psellos.com/
# Licensed under the MIT License:
# http://www.opensource.org/licenses/mit-license.php
#
# Resources for running OCaml on iOS: http://psellos.com/ocaml/
#
import sys
import re
VERSION = '1.4.0'
# Character classes for expression lexing.
#
g_ccid0 = '[$.A-Z_a-z\x80-\xff]' # Beginning of id
g_ccid = '[$.0-9A-Z_a-z\x80-\xff]' # Later in id
def ccc(cc): # Complement the class
if cc[1] == '^':
return cc[0] + cc[2:]
return cc[0] + '^' + cc[1:]
def ccce(cc): # Complement the class, include EOL
return '(?:' + ccc(cc) + '|$)'
# Prefixes for pooled symbol labels and jump table base labels. They're
# in the space of Linux assembler local symbols. Later rules will
# modify them to the Loc() form.
#
g_poolpfx = '.LP'
g_basepfx = '.LB'
def exists(p, l):
for l1 in l:
if p(l1):
return True
return False
def forall(p, l):
for l1 in l:
if not p(l1):
return False
return True
def add_prefix(instrs):
# Add compatibility macros for all systems, plus hardware
# definitions and compatibility macros for iOS.
#
# All systems:
#
# Glo() cpp macro for making global symbols (xxx vs _xxx)
# Loc() cpp macro for making local symbols (.Lxxx vs Lxxx)
# .funtype Expands to .thumb_func for iOS armv7 (null for armv6)
# Expands to .type %function for others
#
# iOS:
#
# .machine armv6/armv7
# .thumb (for armv7)
# cbz Expands to cmp/beq for armv6 (Thumb-only instr)
# .type Not supported by Apple assembler
# .size Not supported by Apple assembler
#
defre = '#[ \t]*if.*def.*SYS' # Add new defs near first existing ones
skipre = '$|\.syntax[ \t]' # Skip comment lines (and .syntax)
for i in range(len(instrs)):
if re.match(defre, instrs[i][1]):
break
else:
i = 0
for i in range(i, len(instrs)):
if not re.match(skipre, instrs[i][1]):
break
instrs[i:0] = [
('', '', '\n'),
('/* Apple compatibility macros */', '', '\n'),
('', '#if defined(SYS_macosx)', '\n'),
('', '#define Glo(s) _##s', '\n'),
('', '#define Loc(s) L##s', '\n'),
('', '#if defined(MODEL_armv6)', '\n'),
(' ', '.machine armv6', '\n'),
(' ', '.macro .funtype', '\n'),
(' ', '.endm', '\n'),
(' ', '.macro cbz', '\n'),
(' ', 'cmp $0, #0', '\n'),
(' ', 'beq $1', '\n'),
(' ', '.endm', '\n'),
('', '#else', '\n'),
(' ', '.machine armv7', '\n'),
(' ', '.thumb', '\n'),
(' ', '.macro .funtype', '\n'),
(' ', '.thumb_func $0', '\n'),
(' ', '.endm', '\n'),
('', '#endif', '\n'),
(' ', '.macro .type', '\n'),
(' ', '.endm', '\n'),
(' ', '.macro .size', '\n'),
(' ', '.endm', '\n'),
('', '#else', '\n'),
('', '#define Glo(s) s', '\n'),
('', '#define Loc(s) .L##s', '\n'),
(' ', '.macro .funtype symbol', '\n'),
(' ', '.type \\symbol, %function', '\n'),
(' ', '.endm', '\n'),
('', '#endif', '\n'),
('/* End Apple compatibility macros */', '', '\n'),
('', '', '\n')
]
return instrs
# Regular expression for modified ldr lines
#
g_ldre = '(ldr[ \t][^,]*,[ \t]*)=(([^ \t\n@,/]|/(?!\*))*)(.*)'
def explicit_address_loads(instrs):
# Linux assemblers allow the following:
#
# ldr rM, =symbol
#
# which loads rM with [mov] (immediately) if possible, or creates an
# entry in memory for the symbol value and loads it PC-relatively
# with [ldr].
#
# The Apple assembler doesn't seem to support this notation. If the
# value is a suitable constant, it emits a valid [mov]. Otherwise
# it seems to emit an invalid [ldr] that always generates an error.
# (At least I have not been able to make it work). So, change uses
# of =symbol to explicit PC-relative loads.
#
# This requires a pool containing the addresses to be loaded. For
# now, we just keep track of it ourselves and emit it into the text
# segment at the end of the file.
#
syms = {}
result = []
def repl1((syms, result), (a, b, c)):
global g_poolpfx
global g_ldre
(b1, b2, b3) = parse_iparts(b)
mo = re.match(g_ldre, b3, re.DOTALL)
if mo:
if mo.group(2) not in syms:
syms[mo.group(2)] = len(syms)
psym = mo.group(2)
if psym[0:2] == '.L':
psym = psym[2:]
newb3 = mo.group(1) + g_poolpfx + psym + mo.group(4)
result.append((a, b1 + b2 + newb3, c))
else:
result.append((a, b, c))
return (syms, result)
def pool1(result, s):
global g_poolpfx
psym = s
if psym[0:2] == '.L':
psym = psym[2:]
result.append(('', g_poolpfx + psym + ':', '\n'))
result.append((' ', '.long ' + s, '\n'))
return result
reduce(repl1, instrs, (syms, result))
if len(syms) > 0:
result.append(('', '', '\n'))
result.append(('/* Pool of addresses loaded into registers */',
'', '\n'))
result.append(('', '', '\n'))
result.append((' ', '.text', '\n'))
result.append((' ', '.align 2', '\n'))
reduce(pool1, sorted(syms, key=syms.get), result)
return result
def global_symbols(instrs):
# The form of a global symbol differs between Linux assemblers and
# the Apple assember:
#
# Linux: xxx
# Apple: _xxx
#
# Change occurrences of global symbols to use the Glo() cpp macro
# defined in our prefix.
#
# We consider a symbol to be global if:
#
# a. It appears in a .globl declaration; or
# b. It is referenced, has global form, and is not defined
#
glosyms = set()
refsyms = set()
defsyms = set()
result = []
def findglo1 (glosyms, (a, b, c)):
if re.match('#', b):
# Preprocessor line; nothing to do
return glosyms
(b1, b2, b3) = parse_iparts(b)
mo = re.match('(\.globl)' + ccce(g_ccid), b3)
if mo:
tokens = parse_expr(b3[len(mo.group(1)):])
if forall(lambda t: token_type(t) in ['space', 'id', ','], tokens):
for t in tokens:
if token_type(t) == 'id':
glosyms.add(t)
return glosyms
def findref1 ((refsyms, skipct), (a, b, c)):
def looksglobal(s):
if re.match('(r|a|v|p|c|cr|f|s|d|q|mvax|wcgr)[0-9]+$', s, re.I):
return False # numbered registers
if re.match('(wr|sb|sl|fp|ip|sp|lr|pc)$', s, re.I):
return False # named registers
if re.match('(fpsid|fpscr|fpexc|mvfr1|mvfr0)$', s, re.I):
return False # more named registers
if re.match('(mvf|mvd|mvfx|mvdx|dspsc)$', s, re.I):
return False # even more named registers
if re.match('(wcid|wcon|wcssf|wcasf|acc)$', s, re.I):
return False # even more named registers
if re.match('\.$|\.L|[0-9]|#', s):
return False # dot, local symbol, or number
if re.match('(asl|lsl|lsr|asr|ror|rrx)$', s, re.I):
return False # shift names
return True
if re.match('#', b):
# Preprocessor line; nothing to do
return (refsyms, skipct)
# Track nesting of .macro/.endm. For now, we don't look for
# global syms in macro defs. (Avoiding scoping probs etc.)
#
if skipct > 0 and re.match('\.(endm|endmacro)' + ccce(g_ccid), b):
return (refsyms, skipct - 1)
if re.match('\.macro' + ccce(g_ccid), b):
return (refsyms, skipct + 1)
if skipct > 0:
return (refsyms, skipct)
if re.match('\.(type|size|syntax|arch|fpu)' + ccce(g_ccid), b):
return (refsyms, skipct)
(b1, b2, b3) = parse_iparts(b)
rtokens = parse_rexpr(b3)
if len(rtokens) > 1 and rtokens[1] == '.req':
# .req has atypical syntax; no symbol refs there anyway
return (refsyms, skipct)
for t in rtokens[1:]:
if token_type(t) == 'id' and looksglobal(t):
refsyms.add(t)
return (refsyms, skipct)
def finddef1(defsyms, (a, b, c)):
if re.match('#', b):
# Preprocessor line
return defsyms
(b1, b2, b3) = parse_iparts(b)
rtokens = parse_rexpr(b3)
if b1 != '':
defsyms.add(b1)
if len(rtokens) > 1 and rtokens[1] == '.req':
defsyms.add(rtokens[0])
return defsyms
def repl1((glosyms, result), (a, b, c)):
if re.match('#', b):
# Preprocessor line
result.append((a, b, c))
return (glosyms, result)
toglo = lambda s: 'Glo(' + s + ')'
(b1, b2, b3) = parse_iparts(b)
tokens = parse_expr(b3)
if b1 in glosyms:
b1 = toglo(b1)
for i in range(len(tokens)):
if token_type(tokens[i]) == 'id' and tokens[i] in glosyms:
tokens[i] = toglo(tokens[i])
result.append((a, b1 + b2 + ''.join(tokens), c))
return (glosyms, result)
reduce(findglo1, instrs, glosyms)
reduce(findref1, instrs, (refsyms, 0))
reduce(finddef1, instrs, defsyms)
glosyms |= (refsyms - defsyms)
reduce(repl1, instrs, (glosyms, result))
return result
def local_symbols(instrs):
# The form of a local symbol differs between Linux assemblers and
# the Apple assember:
#
# Linux: .Lxxx
# Apple: Lxxx
#
# Change occurrences of local symbols to use the Loc() cpp macro
# defined in our prefix.
#
lsyms = set()
result = []
def find1 (lsyms, (a, b, c)):
mo = re.match('(\.L[^ \t:]*)[ \t]*:', b)
if mo:
lsyms.add(mo.group(1))
return lsyms
def repl1((lsyms, result), (a, b, c)):
matches = list(re.finditer('\.L[^ \t@:,+*/\-()]+', b))
if matches != []:
matches.reverse()
newb = b
for mo in matches:
if mo.group() in lsyms:
newb = newb[0:mo.start()] + \
'Loc(' + mo.group()[2:] + ')' + \
newb[mo.end():]
result.append((a, newb, c))
else:
result.append((a, b, c))
return (lsyms, result)
reduce(find1, instrs, lsyms)
reduce(repl1, instrs, (lsyms, result))
return result
def funtypes(instrs):
# Linux assemblers accept declarations like this:
#
# .type symbol, %function
#
# For Thumb functions, the Apple assembler wants to see:
#
# .thumb_func symbol
#
# Handle this by converting declarations to this:
#
# .funtype symbol
#
# Our prefix defines an appropriate .funtype macro for each
# environment.
#
result = []
def repl1(result, (a, b, c)):
mo = re.match('.type[ \t]+([^ \t,]*),[ \t]*%function', b)
if mo:
result.append((a, '.funtype ' + mo.group(1), c))
else:
result.append((a, b, c))
return result
reduce(repl1, instrs, result)
return result
def jump_tables(instrs):
# Jump tables for Linux assemblers often look like this:
#
# tbh [pc, rM, lsl #1]
# .short (.Labc-.)/2+0
# .short (.Ldef-.)/2+1
# .short (.Lghi-.)/2+2
#
# The Apple assembler disagrees about the meaning of this code,
# producing jump tables that don't work. Convert to the following:
#
# tbh [pc, rM, lsl #1]
# .LBxxx:
# .short (.Labc-.LBxxx)/2
# .short (.Ldef-.LBxxx)/2
# .short (.Lghi-.LBxxx)/2
#
# In fact we just convert sequences of .short pseudo-ops of the
# right form. There's no requirement that they follow a tbh
# instruction.
#
baselabs = []
result = []
def short_match(seq, op):
# Determine whether the op is a .short of the form that needs to
# be converted: .short (symbol-.)/2+k. If so, return a pair
# containing the symbol and the value of k. If not, return
# None. The short can only be converted if there were at least
# k other .shorts in sequence before the current one. A summary
# of the previous .shorts is in seq.
#
# (A real parser would do a better job, but this was quick to
# get working.)
#
sp = '([ \t]|/\*.*?\*/)*' # space
sp1 = '([ \t]|/\*.*?\*/)+' # at least 1 space
spe = '([ \t]|/\*.*?\*/|@[^\n]*)*$' # end-of-instr space
expr_re0 = (
'\.short' + sp + '\(' + sp + # .short (
'([^ \t+\-*/@()]+)' + sp + # symbol
'-' + sp + '\.' + sp + '\)' + sp + # -.)
'/' + sp + '2' + spe # /2 END
)
expr_re1 = (
'\.short' + sp + '\(' + sp + # .short (
'([^ \t+\-*/@()]+)' + sp + # symbol
'-' + sp + '\.' + sp + '\)' + sp + # -.)
'/' + sp + '2' + sp + # /2
'\+' + sp + # +
'((0[xX])?[0-9]+)' + spe # k END
)
expr_re2 = (
'\.short' + sp1 + # .short
'((0[xX])?[0-9]+)' + sp + # k
'\+' + sp + '\(' + sp + # +(
'([^ \t+\-*/@()]+)' + sp + # symbol
'-' + sp + '\.' + sp + '\)' + sp + # -.)
'/' + sp + '2' + spe # /2 END
)
mo = re.match(expr_re0, op)
if mo:
return(mo.group(3), 0)
mo = re.match(expr_re1, op)
if mo:
k = int(mo.group(11), 0)
if k > len(seq):
return None
return (mo.group(3), k)
mo = re.match(expr_re2, op)
if mo:
k = int(mo.group(2), 0)
if k > len(seq):
return None
return (mo.group(7), k)
return None
def conv1 ((baselabs, shortseq, label, result), (a, b, c)):
# Convert current instr (a,b,c) if it's a .short of the right
# form that spans a previous sequence of .shorts.
#
(b1, b2, b3) = parse_iparts(b)
if b3 == '':
# No operation: just note label if present.
result.append((a, b, c))
if re.match('\.L.', b1):
return (baselabs, shortseq, b1, result)
return (baselabs, shortseq, label, result)
if not re.match('.short[ \t]+[^ \t@]', b3):
# Not a .short: clear shortseq and label
result.append((a, b, c))
return (baselabs, [], '', result)
# We have a .short: figure out the label if any
if re.match('\.L', b1):
sl = b1
else:
sl = label
mpair = short_match(shortseq, b3)
if not mpair:
# A .short, but not of right form
shortseq.append((len(result), sl))
result.append((a, b, c))
return (baselabs, shortseq, '', result)
# OK, we have a .short to convert!
(sym, k) = mpair
shortseq.append((len(result), sl))
# Figure out base label (create one if necessary).
bx = len(shortseq) - 1 - k
bl = shortseq[bx][1]
if bl == '':
bl = g_basepfx + str(shortseq[bx][0])
shortseq[bx] = (shortseq[bx][0], bl)
baselabs.append(shortseq[bx])
op = '.short\t(' + sym + '-' + bl + ')/2'
result.append ((a, b1 + b2 + op, c))
return (baselabs, shortseq, '', result)
# Convert, accumulate result and new labels.
reduce(conv1, instrs, (baselabs, [], '', result))
# Add labels created here to the instruction stream.
baselabs.reverse()
for (ix, lab) in baselabs:
result[ix:0] = [('', lab + ':', '\n')]
# That does it
return result
def dot_relative(instrs):
# The Apple assembler (or possibly the linker) has trouble with code
# that looks like this:
#
# .word .Label - . + 0x80000000
# .word 0x1966
# .Label:
# .word 0x1967
#
# One way to describe the problem is that the assembler marks the
# first .word for relocation when in fact it's an assembly-time
# constant. Translate to the following form, which doesn't generate
# a relocation marking:
#
# DR0 = .Label - . + 0x80000000
# .word DR0
# .word 0x1966
# .Label:
# .word 0x1967
#
prefix = 'DR'
pseudos = '(\.byte|\.short|\.word|\.long|\.quad)'
result = []
def tok_ok(t):
return t in ['.', '+', '-', '(', ')'] or \
token_type(t) in ['space', 'locid', 'number']
def dotrel_match(expr):
# Determine whether the expression is one that needs to be
# translated.
tokens = parse_expr(expr)
return forall(tok_ok, tokens) and \
exists(lambda t: token_type(t) == 'locid', tokens) and \
exists(lambda t: token_type(t) == 'number', tokens) and \
exists(lambda t: t == '-', tokens) and \
exists(lambda t: t == '.', tokens)
def conv1(result, (a, b, c)):
if re.match('#', b):
# Preprocessor line
result.append((a, b, c))
else:
(b1, b2, b3) = parse_iparts(b)
mo = re.match(pseudos + ccce(g_ccid), b3)
if mo:
p = mo.group(1)
expr = b3[len(p):]
if dotrel_match(expr):
sym = prefix + str(len(result))
instr = sym + ' =' + expr
result.append(('', instr, '\n'))
result.append((a, b1 + b2 + p + ' ' + sym, c))
else:
result.append((a, b, c))
else:
result.append((a, b, c))
return result
reduce(conv1, instrs, result)
return result
def read_input():
# Concatenate all the input files into a string.
#
def fnl(s):
if s == '' or s[-1] == '\n':
return s
else:
return s + '\n'
if len(sys.argv) < 2:
return fnl(sys.stdin.read())
else:
input = ""
for f in sys.argv[1:]:
try:
fd = open(f)
input = input + fnl(fd.read())
fd.close()
except:
sys.stderr.write('arm-as-to-ios: cannot open ' + f + '\n')
return input
def parse_instrs(s):
# Parse the string into assembly instructions, also noting C
# preprocessor lines. Each instruction is represented as a triple:
# (space/comments, instruction, end). The end is either ';' or
# '\n'.
#
def goodmo(mo):
if mo == None:
# Should never happen
sys.stderr.write('arm-as-to-ios: internal parsing error\n')
sys.exit(1)
cpp_re = '([ \t]*)(#([^\n]*\\\\\n)*[^\n]*[^\\\\\n])\n'
comment_re = '[ \t]*#[^\n]*'
instr_re = (
'(([ \t]|/\*.*?\*/|@[^\n]*)*)' # Spaces & comments
'(([ \t]|/\*.*?\*/|[^;\n])*)' # "Instruction"
'([;\n])' # End
)
instrs = []
while s != '':
if re.match('[ \t]*#[ \t]*(if|ifdef|elif|else|endif|define)', s):
mo = re.match(cpp_re, s)
goodmo(mo)
instrs.append((mo.group(1), mo.group(2), '\n'))
elif re.match('[ \t]*#', s):
mo = re.match(comment_re, s)
goodmo(mo)
instrs.append((mo.group(0), '', '\n'))
else:
mo = re.match(instr_re, s, re.DOTALL)
goodmo(mo)
instrs.append((mo.group(1), mo.group(3), mo.group(5)))
s = s[len(mo.group(0)):]
return instrs
def parse_iparts(i):
# Parse an instruction into smaller parts, returning a triple of
# strings (label, colon, operation). The colon part also contains
# any surrounding spaces and comments (making the label and the
# operation cleaner to process).
#
# (Caller warrants that the given string doesn't start with space or
# a comment. This is true for strings returned by the instruction
# parser.)
#
lab_re = (
'([^ \t:/@]+)' # Label
'(([ \t]|/\*.*?\*/|@[^\n]*)*)' # Spaces & comments
':' # Colon
'(([ \t]|/\*.*?\*/|@[^\n]*)*)' # Spaces & comments
'([^\n]*)' # Operation
)
if len(i) > 0 and i[0] == '#':
# C preprocessor line; treat as operation.
return ('', '', i)
mo = re.match(lab_re, i)
if mo:
return (mo.group(1), mo.group(2) + ':' + mo.group(4), mo.group(6))
# No label, just an operation
return ('', '', i)
def parse_expr(s):
# Parse a string into a sequence of tokens. A segment of white
# space (including comments) is treated as a token, so that the
# tokens can be reassembled into the string again.
#
result = []
while s != '':
mo = re.match('([ \t]|/\*.*?\*/|@.*)+', s)
if not mo:
# Glo(...) and Loc(...) are single tokens
mo = re.match('(Glo|Loc)\([^()]*\)', s)
if not mo:
mo = re.match('"([^\\\\"]|\\\\.)*"', s)
if not mo:
mo = re.match(g_ccid0 + g_ccid + '*', s)
if not mo:
mo = re.match('[0-9]+[bf]', s)
if not mo:
mo = re.match('0[Xx][0-9a-fA-F]+|[0-9]+', s)
if not mo:
mo = re.match('.', s)
result.append(mo.group(0))
s = s[len(mo.group(0)):]
return result
def parse_rexpr(s):
# Like parse_expr(), but return only "real" tokens, not the
# intervening space.
#
return filter(lambda t: token_type(t) != 'space', parse_expr(s))
def token_type(t):
# Determine the type of a token. Caller warrants that it was
# returned by parse_expr() or parse_rexpr().
#
if re.match('[ \t]|/\*|@', t):
return 'space'
if re.match('Glo\(', t):
return 'gloid'
if re.match('Loc\(', t):
return 'locid'
if re.match('"', t):
return 'string'
if re.match(g_ccid0, t):
return 'id'
if re.match('[0-9]+[bf]', t):
return 'label'
if re.match('[0-9]', t):
return 'number'
return t # Sui generis
def debug_parse(a, b, c):
# Show results of instuction stream parse.
#
(b1, b2, b3) = parse_iparts(b)
newb = '{' + b1 + '}' + '{' + b2 + '}' + '{' + b3 + '}'
sys.stdout.write('{' + a + '}' + newb + c)
def main():
instrs = parse_instrs(read_input())
instrs = explicit_address_loads(instrs)
instrs = funtypes(instrs)
instrs = jump_tables(instrs)
instrs = global_symbols(instrs)
instrs = local_symbols(instrs)
instrs = dot_relative(instrs)
instrs = add_prefix(instrs)
for (a, b, c) in instrs:
sys.stdout.write(a + b + c)
main()