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- # Copyright (c) 2020, 2022 Rocky Bernstein
- def while1stmt(self, lhs, n, rule, ast, tokens, first, last):
- # If there is a fall through to the COME_FROM_LOOP, then this is
- # not a while 1. So the instruction before should either be a
- # JUMP_BACK or the instruction before should not be the target of a
- # jump. (Well that last clause i not quite right; that target could be
- # from dead code. Ugh. We need a more uniform control flow analysis.)
- if last == n or tokens[last - 1] == "COME_FROM_LOOP":
- cfl = last - 1
- else:
- cfl = last
- assert tokens[cfl] == "COME_FROM_LOOP"
- for loop_end in range(cfl - 1, first, -1):
- if tokens[loop_end] != "POP_BLOCK":
- break
- if tokens[loop_end].kind not in ("JUMP_BACK", "RETURN_VALUE", "RAISE_VARARGS_1"):
- if not tokens[loop_end].kind.startswith("COME_FROM"):
- return True
- # Check that the SETUP_LOOP jumps to the offset after the
- # COME_FROM_LOOP
- if 0 <= last and tokens[last] in ("COME_FROM_LOOP", "JUMP_BACK"):
- # jump_back should be right before COME_FROM_LOOP?
- last += 1
- if last == n:
- last -= 1
- offset = tokens[last].off2int()
- assert tokens[first] == "SETUP_LOOP"
- # Scan for jumps out of the loop. Skip the initial "SETUP_LOOP" instruction.
- # If there is a JUMP_BACK at the end, jumping to that is not breaking out
- # of the loop. However after that, any "POP_BLOCK"s or "COME_FROM_LOOP"s
- # are considered to break out of the loop.
- if tokens[loop_end] == "JUMP_BACK":
- loop_end += 1
- loop_end_offset = tokens[loop_end].off2int(prefer_last=False)
- for t in range(first + 1, loop_end):
- token = tokens[t]
- # token could be a pseudo-op like "LOAD_STR", which is not in
- # token.opc. We will replace that with LOAD_CONST as an
- # example of an instruction that is not in token.opc.JUMP_OPS
- if token.opc.opmap.get(token.kind, "LOAD_CONST") in token.opc.JUMP_OPS:
- if token.attr >= loop_end_offset:
- return True
- # SETUP_LOOP location must jump either to the last token or the token after the last one
- return tokens[first].attr not in (offset, offset + 2)
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