1 files changed, 125 insertions, 0 deletions
diff --git a/interpreter.py b/interpreter.py
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+"""Interpreter for claripy ASTs"""
+
+from inspect import signature
+from logging import debug
+
+import claripy as cp
+
+class SymbolResolver:
+    def __init__(self):
+        pass
+
+    def resolve(self, symbol_name: str) -> cp.ast.Base:
+        raise NotImplementedError()
+
+class SymbolResolveError(Exception):
+    def __init__(self, symbol, reason: str = ""):
+        super().__init__(f'Unable to resolve symbol name \"{symbol}\" to a'
+                         ' concrete value'
+                         + f': {reason}' if len(reason) > 0 else '.')
+
+def eval(resolver: SymbolResolver, expr) -> int:
+    """Evaluate a claripy expression to a concrete value.
+
+    :param resolver: A `SymbolResolver` implementation that can resolve symbol
+                     names to concrete values.
+    :param expr:     The claripy AST to evaluate. Should be a subclass of
+                     `claripy.ast.Base`.
+
+    :return: A concrete value if the expression was resolved successfully.
+             If `expr` is not a claripy AST, `expr` is returned immediately.
+    :raise NotImplementedError:
+    :raise SymbolResolveError: If `resolver` is not able to resolve a symbol.
+    """
+    if not issubclass(type(expr), cp.ast.Base):
+        return expr
+
+    if expr.depth == 1:
+        if expr.symbolic:
+            name = expr._encoded_name.decode()
+            val = resolver.resolve(name)
+            if val is None:
+                raise SymbolResolveError(name)
+            return eval(resolver, val)
+        else: # if expr.concrete
+            assert(expr.concrete)
+            return expr.v
+
+    # Expression is a non-trivial AST, i.e. a function
+    return _eval_op(resolver, expr.op, *expr.args)
+
+def _eval_op(resolver: SymbolResolver, op, *args) -> int:
+    """Evaluate a claripy operator expression.
+
+    :param *args: Arguments to the function `op`. These are NOT evaluated yet!
+    """
+    assert(type(op) is str)
+
+    def concat(*vals):
+        res = 0
+        for val in vals:
+            assert(type(val) is cp.ast.BV)
+            res = res << val.length
+            res = res | eval(resolver, val)
+        return res
+
+    # Handle claripy's operators
+    if op == 'Concat':
+        res = concat(*args)
+        debug(f'Concatenating {args} to {hex(res)}')
+        return res
+    if op == 'Extract':
+        assert(len(args) == 3)
+        start, end, val = (eval(resolver, arg) for arg in args)
+        size = start - end + 1
+        res = (val >> end) & ((1 << size) - 1)
+        debug(f'Extracing range [{start}, {end}] from {hex(val)}: {hex(res)}')
+        return res
+    if op == 'If':
+        assert(len(args) == 3)
+        cond, iftrue, iffalse = (eval(resolver, arg) for arg in args)
+        debug(f'Evaluated branch condition {args[0]} to {cond}')
+        return iftrue if bool(cond) else iffalse
+    if op == 'Reverse':
+        assert(len(args) == 1)
+        return concat(*reversed(args[0].chop(8)))
+
+    # `op` is not one of claripy's special operators, so treat it as the name
+    # of a python operator function (because that is how claripy names its OR,
+    # EQ, etc.)
+
+    # Convert some of the non-python names to magic names
+    # NOTE: We use python's signed comparison operators for unsigned
+    #       comparisons. I'm not sure that this is legal.
+    if op in ['SGE', 'SGT', 'SLE', 'SLT', 'UGE', 'UGT', 'ULE', 'ULT']:
+        op = '__' + op[1:].lower() + '__'
+
+    if op in ['And', 'Or']:
+        op =  '__' + op.lower() + '__'
+
+    resolved_args = [eval(resolver, arg) for arg in args]
+    try:
+        func = getattr(int, op)
+    except AttributeError:
+        raise NotImplementedError(op)
+
+    # Sometimes claripy doesn't build its AST in an arity-respecting way if
+    # adjacent operations are associative. For example, it might pass five
+    # arguments to an XOR function instead of nesting the AST deeper.
+    #
+    # That's why we have to check with the python function's signature for its
+    # number of arguments and manually apply parentheses.
+    sig = signature(func)
+    assert(len(args) >= len(sig.parameters))
+
+    debug(f'Trying to evaluate function {func} with arguments {resolved_args}')
+    if len(sig.parameters) == len(args):
+        return func(*resolved_args)
+    else:
+        # Fold parameters from left by successively applying `op` to a
+        # subset of them
+        return _eval_op(resolver,
+                       op,
+                       func(*resolved_args[0:len(sig.parameters)]),
+                       *resolved_args[len(sig.parameters):]
+                       )