Dominance said a phase cannot end unless X. A port also needs "once X holds, it must end", and that is a must-reach set: nodes from which END_PHASE is unavoidable, as a least fixpoint where n qualifies when it has successors and ALL of them qualify. The conservatism is deliberate and is the honest answer: a loop never enters the set, because a poll loop reaches its exit only if the polled predicate eventually becomes true, which is a liveness property rather than a graph one. A dominating condition is a TRIGGER when the successor it takes on being satisfied lies in that set. Over all 28 stages: 732 dominating conditions, 234 triggers (31.97%). isl_report.py phase-guards now tags every line precond / TRIGGER. The split lands where it should. Stage 02's phase-1 objective exit is six preconditions -- player alive, TCN004 destroyed, t <= 210, ADT102/ADT107/ADT113 destroyed -- and exactly ONE trigger: hp_pct_test(ADN101, 0) != 1. Destroying ADN101 is what fires the phase. That is a sentence a port can implement. Per-exit distribution over 172 reachable exits: 89 have exactly one trigger, 42 have none, 41 have several. The 42 with none are not a failure -- they are the exits no branch fires; Stage 02's 0x006260 ends on read_freg(0) < 1200, a timeout, and time passing is not a property of the graph, so declining to call it a trigger is correct. Recorded as a heuristic rather than a rule: "the first trigger is the point of no return" holds for 33 of the 41 multi-trigger exits, with 8 counterexamples where a precondition appears after a trigger. The likely cause is that the listing is ordered by file offset, which is not execution order -- coroutines and jumps let a lower offset run later. Not asserted. calls, phase-ends and conditions all regenerate byte-identical; the two phase-guards artefacts change only by gaining the tags.
298 lines
12 KiB
Python
298 lines
12 KiB
Python
"""ISL condition recovery by CFG DATAFLOW, replacing `isl.conditions`'s linear walk.
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`isl.conditions` walks the flat stream and resets its tracker at every
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control-flow boundary, so a block entered only by a branch reports an unknown.
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This module instead builds the CFG and runs a worklist fixpoint, joining each
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block's state over its ACTUAL predecessors (a value survives the join only if
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every predecessor agrees).
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Measured over all 28 stages, against the linear walk:
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instructions reached by the CFG 85.0%
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condition sites with an unknown LHS 402 (5.32%) linear walk: 756 (10.00%)
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of those, still never reached 389
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sites where both resolve but DISAGREE 161 <- the linear walk was wrong
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Two things the entry-point search had to get right, both of which read as zero
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results first:
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* The phase bases reach only ~36% of the code. Most routines are COROUTINES
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the engine starts from its trigger queue, so they have no static predecessor
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and must be seeded from every `start_coroutine` target.
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* That target is staged in TWO steps -- `special[0] = imm` then
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`local[0] = special[0]`. Matching only the direct-immediate form found ZERO
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entries in a file with 216 of them.
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The 389 that remain unreached are the honest limit: nothing in the bytecode
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starts them, so they are entered by data (the trigger queue at `phase+272`),
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not by code.
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"""
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import struct, collections
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import isl
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REL = isl.REL
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def _val(op, kind, operand, lo, sp, loc):
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if kind == 1:
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if op == 1:
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return '%.6g' % struct.unpack('>d', struct.pack('>II', operand, lo))[0]
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return str(operand)
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if kind == 2: return sp.get(operand)
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if kind == 3: return loc.get(operand)
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return 'global[%d]' % operand
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def _pack(sp, loc, stack):
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return (tuple(sorted(sp.items())), tuple(sorted(loc.items())), tuple(stack))
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def _join(a, bst):
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if a is None: return bst
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if bst is None: return a
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if a == bst: return a
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def m(x, y):
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dx, dy = dict(x), dict(y)
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return tuple(sorted((k, v) for k, v in dx.items() if dy.get(k) == v))
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st = a[2] if a[2] == bst[2] else ()
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return (m(a[0], bst[0]), m(a[1], bst[1]), st)
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def edges(b, spawn=False):
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"""off -> successors. `spawn` includes the coroutine a start_coroutine creates."""
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offs = isl.linear_offsets(b)
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nxt = {offs[i]: offs[i+1] for i in range(len(offs)-1)}
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bases = isl.phase_bases(b)
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E = collections.defaultdict(list)
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loc, sp = {}, {}
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for off in offs:
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w = struct.unpack_from('>I', b, off)[0]
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op, ln = w & 0xFF, (w >> 8) & 0xFF
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sk, dk = (w >> 24) & 0xFF, (w >> 16) & 0xFF
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words = [struct.unpack_from('>I', b, off+i)[0]
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for i in range(4, max(ln,4), 4) if off+i+4 <= len(b)]
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ph = sum(1 for x in bases if x <= off)
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base = bases[ph-1] if ph else bases[0]
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fall = nxt.get(off)
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if op == 0 and len(words) >= 2:
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v = words[1] if sk == 1 else sp.get(words[1]) if sk == 2 else None
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d = sp if dk == 2 else loc
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if v is None: d.pop(words[0], None)
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else: d[words[0]] = v
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elif op == 19 and words:
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if words[0] == 11: fall = None # end_coroutine: thread dies
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if spawn and words[0] == 1 and 0 in loc:
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t = base + loc[0]
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if t in nxt or t in offs: E[off].append(t)
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loc = {}
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elif op == 12 and words:
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E[off].append(base + words[0]); fall = None
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elif op in isl.REL and words:
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E[off].append(base + words[0])
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if fall: E[off].append(fall)
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return E, nxt
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def must_reach_exit(b):
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"""Nodes from which an `END_PHASE` is UNAVOIDABLE.
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Least fixpoint: n qualifies when it has successors and ALL of them qualify.
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Deliberately conservative -- a loop never enters the set, which is the honest
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answer: a poll loop reaches its exit only if the polled predicate eventually
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becomes true, and that is a LIVENESS property, not a graph one.
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"""
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import collections as _c
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E, _nxt = edges(b, spawn=True)
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ends = {o for o, bid, _x in isl.call_sites(b) if bid in (6, 62)}
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rev = _c.defaultdict(list)
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for a, ss in E.items():
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for s in ss: rev[s].append(a)
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A = set(ends)
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work = _c.deque(ends)
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while work:
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n = work.popleft()
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for pnode in rev.get(n, ()):
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if pnode in A: continue
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ss = E.get(pnode, ())
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if ss and all(x in A for x in ss):
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A.add(pnode); work.append(pnode)
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return A
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def dominating_conditions(b):
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"""For each END_PHASE / FORCE_END_PHASE site, the conditions that DOMINATE it.
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A condition dominates an exit when EVERY path from an entry to that exit
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passes through it -- so it is a NECESSARY condition for the phase to end.
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That is what the port needs.
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⚠️ The obvious query, "one branch reaches END_PHASE and the other does not",
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is WRONG for this language and was tried first. The dominant shape here is a
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POLL LOOP, where the loop-back branch also reaches the exit -- one iteration
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later -- so neither successor discriminates. It found exactly ONE guard in
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each of Stage 02's phases 1 and 3 (a `read_freg(0) < 1200` timeout) while
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missing every objective test. Dominance has no such blind spot.
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"""
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import collections as _c
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E, nxt = edges(b, spawn=True)
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offs = isl.linear_offsets(b)
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entries = {e for e in set(isl.phase_bases(b)) | set(coroutine_entries(b)) if e in nxt}
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preds = _c.defaultdict(list)
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for a, ss in E.items():
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for s in ss: preds[s].append(a)
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R, q = set(entries), _c.deque(entries)
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while q:
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n = q.popleft()
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for s in E.get(n, ()):
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if s not in R: R.add(s); q.append(s)
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order = [o for o in offs if o in R]
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idx = {o: i for i, o in enumerate(order)}
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N = len(order); FULL = (1 << N) - 1
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DOM = [(1 << i) if o in entries else FULL for i, o in enumerate(order)]
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for _ in range(50):
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changed = False
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for i, o in enumerate(order):
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if o in entries: continue
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ps = [idx[p] for p in preds.get(o, ()) if p in idx]
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if not ps: new = 1 << i
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else:
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acc = DOM[ps[0]]
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for p in ps[1:]: acc &= DOM[p]
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new = acc | (1 << i)
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if new != DOM[i]: DOM[i] = new; changed = True
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if not changed: break
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conds = {c['off']: c for c in conditions(b, isl.symbols(b, 1), isl.symbols(b, 2))}
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A = must_reach_exit(b)
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for c in conds.values():
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c['sufficient'] = c['target'] in A
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bases = isl.phase_bases(b)
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out = []
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for e, bid, _x in [(o, bid, x) for o, bid, x in isl.call_sites(b) if bid in (6, 62)]:
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ph = sum(1 for x in bases if x <= e)
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if e not in idx:
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out.append({'end': e, 'phase': ph, 'builtin': bid, 'conds': None}); continue
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m = DOM[idx[e]]
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dc = [conds[order[i]] for i in range(N) if (m >> i) & 1 and order[i] in conds]
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out.append({'end': e, 'phase': ph, 'builtin': bid,
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'conds': sorted(dc, key=lambda c: c['off'])})
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return out, len(R), len(offs)
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def coroutine_entries(b):
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"""Every `start_coroutine` target, found by a linear pre-pass."""
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offs = isl.linear_offsets(b)
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bases = isl.phase_bases(b)
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out, loc, sp = [], {}, {}
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for off in offs:
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w = struct.unpack_from('>I', b, off)[0]
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op, ln = w & 0xFF, (w >> 8) & 0xFF
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sk, dk = (w >> 24) & 0xFF, (w >> 16) & 0xFF
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words = [struct.unpack_from('>I', b, off + i)[0]
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for i in range(4, max(ln, 4), 4) if off + i + 4 <= len(b)]
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if op == 0 and len(words) >= 2:
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# staging is TWO-step: `special[0] = imm` then `local[0] = special[0]`.
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# Matching only the direct-immediate form found ZERO entries in a file
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# with 216 start_coroutine sites.
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v = words[1] if sk == 1 else sp.get(words[1]) if sk == 2 else None
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if v is None: (sp if dk == 2 else loc).pop(words[0], None)
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else: (sp if dk == 2 else loc)[words[0]] = v
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elif op == 19 and words:
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if words[0] == 1 and 0 in loc:
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ph = sum(1 for x in bases if x <= off)
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out.append(bases[ph - 1] + loc[0])
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loc = {}
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return out
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def conditions(b, s1=None, s2=None):
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offs = isl.linear_offsets(b)
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nxt = {offs[i]: offs[i + 1] for i in range(len(offs) - 1)}
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bases = isl.phase_bases(b)
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EMPTY = ((), (), ())
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IN = {}
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work = collections.deque()
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# Entry points. The phase bases alone reach only ~36% of the code: most
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# routines are COROUTINES the engine starts from its trigger queue, so they
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# have no static predecessor. Seed every `start_coroutine` target as well --
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# a linear pre-pass finds them because the target is staged into local[0]
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# immediately before the call, which no control-flow boundary intervenes in.
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entries = list(bases) + coroutine_entries(b)
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for e in entries:
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if e in nxt or e == offs[-1]:
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IN[e] = EMPTY; work.append(e)
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conds = {}
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pend_at = {}
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seen_entry = set(bases)
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rounds = 0
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while work:
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rounds += 1
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if rounds > 400000: break
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off = work.popleft()
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state = IN[off]
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sp, loc, stack = dict(state[0]), dict(state[1]), list(state[2])
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w = struct.unpack_from('>I', b, off)[0]
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op, ln = w & 0xFF, (w >> 8) & 0xFF
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sk, dk = (w >> 24) & 0xFF, (w >> 16) & 0xFF
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words = [struct.unpack_from('>I', b, off + i)[0]
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for i in range(4, max(ln, 4), 4) if off + i + 4 <= len(b)]
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succ, fall = [], nxt.get(off)
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if op in (0, 1) and len(words) >= 2:
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v = _val(op, sk, words[1], words[2] if len(words) > 2 else 0, sp, loc)
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d = sp if dk == 2 else loc
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if v is None: d.pop(words[0], None)
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else: d[words[0]] = v
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elif op == 19 and words:
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bid = words[0]
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nm = isl.BUILTIN.get(bid, 'builtin%d' % bid)
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args = []
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tags = {sl - 4 for sl, ids in isl.UNIT_SLOTS.items() if bid in ids and sl in loc}
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for sl in sorted(loc):
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v = loc[sl]
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if sl in tags and v == '1': continue
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if v.isdigit():
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i = int(v)
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if s2 and bid in isl.UNIT_SLOTS.get(sl, ()) and i in s2: v = s2[i][1]
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elif s1 and bid in isl.SYM1_SLOTS.get(sl, ()) and i in s1: v = s1[i][1]
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args.append(v)
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sp[0] = '%s(%s)' % (nm, ', '.join(args))
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loc = {}
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if bid == 1: # start_coroutine: a FRESH thread
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t = state[1] and dict(state[1]).get(0)
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if t and t.isdigit():
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e = bases[max(0, sum(1 for x in bases if x <= off) - 1)] + int(t)
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if e in nxt or e in IN:
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if e not in seen_entry:
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seen_entry.add(e); IN[e] = EMPTY; work.append(e)
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if bid == 11: # end_coroutine: thread destroyed
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fall = None
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elif op in (21, 22):
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stack.append(sp.get(1))
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elif op in (23, 24):
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if stack: sp[1] = stack.pop()
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else: sp.pop(1, None)
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elif op == 12 and words:
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ph = sum(1 for x in bases if x <= off)
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succ.append(bases[ph - 1] + words[0]); fall = None
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elif op in (10, 11):
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pend_at[off] = (_val(op, dk, words[0], 0, sp, loc),
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_val(op, sk, words[1], words[2] if len(words) > 2 else 0, sp, loc))
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elif op in REL and words:
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ph = sum(1 for x in bases if x <= off)
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succ.append(bases[ph - 1] + words[0])
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out = _pack(sp, loc, stack)
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for s in ([fall] if fall else []) + succ:
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if s is None or s not in nxt and s not in IN and s != offs[-1]: continue
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j = _join(IN.get(s), out)
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if IN.get(s) != j:
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IN[s] = j; work.append(s)
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# read conditions off the fixpoint
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out = []
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prev = None
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for off in offs:
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w = struct.unpack_from('>I', b, off)[0]; op = w & 0xFF
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if op in (10, 11): prev = off
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elif op in REL and prev is not None:
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lhs, rhs = pend_at.get(prev, (None, None))
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ph = sum(1 for x in bases if x <= off)
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words = [struct.unpack_from('>I', b, off + 4)[0]]
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out.append({'off': prev, 'phase': ph, 'lhs': lhs, 'rel': REL[op],
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'rhs': rhs, 'target': bases[ph - 1] + words[0]})
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prev = None
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return out
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